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  "ID_488": {
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    "concept": "PRISA:IncrementoDecrementoEnEfectivoYEquivalentesAlEfectivoActividadesContinuadas",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
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  "ID_489": {
   "value": "-12886000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "PRISA:IncrementoDecrementoEnEfectivoYEquivalentesAlEfectivoActividadesContinuadas",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2023-01-01T00:00:00/2024-01-01T00:00:00",
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    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:EUR"
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   "value": "-12886000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IncreaseDecreaseInCashAndCashEquivalents",
    "entity": "scheme:959800U3NGPXSCQHQW54",
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   "dimensions": {
    "concept": "ifrs-full:CashAndCashEquivalents",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00",
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    "concept": "ifrs-full:CashAndCashEquivalents",
    "entity": "scheme:959800U3NGPXSCQHQW54",
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    "concept": "ifrs-full:CashAndCashEquivalents",
    "entity": "scheme:959800U3NGPXSCQHQW54",
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    "concept": "ifrs-full:CashAndCashEquivalents",
    "entity": "scheme:959800U3NGPXSCQHQW54",
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    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
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   "value": "Promotora de Informaciones, S.A.",
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    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
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  "ID_3": {
   "value": "Promotora de Informaciones, S.A.",
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    "concept": "ifrs-full:NameOfParentEntity",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
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    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
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    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
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    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
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   "value": "La actividad del Grupo comprende, entre otras, la explotaci\u00f3n de medios de comunicaci\u00f3n social en cualquier soporte, incluida la publicaci\u00f3n de peri\u00f3dicos y material educativo, la participaci\u00f3n en sociedades y negocios y la prestaci\u00f3n de toda clase de servicios.",
   "dimensions": {
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    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
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   "value": "Espa\u00f1a",
   "dimensions": {
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    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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   "value": "<div class=\"po1 w198 h55 lh0\" id=\"TextBlockContainer1642\"><div class=\"po1 w198 z0\" id=\"TextContainer1642\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a2303\">Las<div class=\"d0 w177\">\u00a0</div>cuentas<div class=\"d0 w178\">\u00a0</div>anuales<div class=\"d0 w179\">\u00a0</div>consolidadas<div class=\"d0 w180\">\u00a0</div>del<div class=\"d0 w181\">\u00a0</div>Grupo<div class=\"d0 w182\">\u00a0</div>correspondientes<div class=\"d0 w183\">\u00a0</div>al<div class=\"d0 w184\">\u00a0</div>ejercicio<div class=\"d0 w185\">\u00a0</div>2023<div class=\"d0 w186\">\u00a0</div>fueron </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a2304\">aprobadas<div class=\"d0 w187\">\u00a0</div>por<div class=\"d0 w188\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>Junta<div class=\"d0 w190\">\u00a0</div>General<div class=\"d0 w191\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>Accionistas<div class=\"d0 w193\">\u00a0</div>el<div class=\"d0 w188\">\u00a0</div>26<div class=\"d0 w194\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>junio<div class=\"d0 w195\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>2024<div class=\"d0 w195\">\u00a0</div>y<div class=\"d0 w196\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>encuentran </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a2313\">depositadas en el Registro Mercantil de Madrid. </div></div><div class=\"po0 l342 t760 f0\" id=\"div_1639_XBRL_TS_76f40e9aa17c4ed9b9a3ac3bbac4e813\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer1640\"><div class=\"po1 w198 z0\" id=\"TextContainer1640\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a2316\">Las cuentas<div class=\"d0 w199\">\u00a0</div>anuales consolidadas<div class=\"d0 w47\">\u00a0</div>correspondientes al<div class=\"d0 w200\">\u00a0</div>ejercicio 2024<div class=\"d0 w201\">\u00a0</div>han sido<div class=\"d0 w167\">\u00a0</div>formuladas por </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a2317\">los<div class=\"d0 w194\">\u00a0</div>Administradores<div class=\"d0 w202\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>Sociedad<div class=\"d0 w204\">\u00a0</div>el<div class=\"d0 w205\">\u00a0</div>19<div class=\"d0 w206\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>marzo<div class=\"d0 w208\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>2025<div class=\"d0 w210\">\u00a0</div>para<div class=\"d0 w211\">\u00a0</div>su<div class=\"d0 w212\">\u00a0</div>sometimiento<div class=\"d0 w213\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a2329\">aprobaci\u00f3n<div class=\"d0 w214\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>la<div class=\"d0 w216\">\u00a0</div>Junta<div class=\"d0 w217\">\u00a0</div>General<div class=\"d0 w218\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>Accionistas,<div class=\"d0 w219\">\u00a0</div>estim\u00e1ndose<div class=\"d0 w220\">\u00a0</div>que<div class=\"d0 w181\">\u00a0</div>ser\u00e1n<div class=\"d0 w178\">\u00a0</div>aprobadas<div class=\"d0 w221\">\u00a0</div>sin </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a2330\">modificaci\u00f3n alguna.</div></div></div></div></div><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer1647\"><div class=\"po1 w198 z0\" id=\"TextContainer1647\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a2333\">Estas<div class=\"d0 w33\">\u00a0</div>cuentas anuales<div class=\"d0 w222\">\u00a0</div>consolidadas se<div class=\"d0 w223\">\u00a0</div>presentan en<div class=\"d0 w166\">\u00a0</div>euros<div class=\"d0 w26\">\u00a0</div>(miles) por<div class=\"d0 w224\">\u00a0</div>ser \u00e9sta<div class=\"d0 w225\">\u00a0</div>la moneda<div class=\"d0 w226\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a2336\">entorno<div class=\"d0 w227\">\u00a0</div>econ\u00f3mico<div class=\"d0 w228\">\u00a0</div>principal<div class=\"d0 w229\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>opera<div class=\"d0 w230\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>Grupo.<div class=\"d0 w232\">\u00a0</div>Las<div class=\"d0 w233\">\u00a0</div>operaciones<div class=\"d0 w234\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>extranjero<div class=\"d0 w8\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l341 t762\" id=\"a2337\">incluyen de conformidad con las pol\u00edticas establecidas en la nota 2d.</div></div></div><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer1652\"><div class=\"po1 w198 z0\" id=\"TextContainer1652\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a2340\">Las acciones de PRISA figuran admitidas a cotizaci\u00f3n en<div class=\"d0 w236\">\u00a0</div>el mercado continuo de las Bolsas de </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a2341\">Valores espa\u00f1olas<div class=\"d0 w237\">\u00a0</div>(Madrid, Barcelona,<div class=\"d0 w238\">\u00a0</div>Bilbao y<div class=\"d0 w98\">\u00a0</div>Valencia). Asimismo,<div class=\"d0 w239\">\u00a0</div>Prisa tiene<div class=\"d0 w199\">\u00a0</div>admitidas a </div><div class=\"po0 fs14 cl2 l340 t764\" id=\"a2344\">negociaci\u00f3n<div class=\"d0 w206\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>AIAF<div class=\"d0 w240\">\u00a0</div>Mercado<div class=\"d0 w241\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>Renta<div class=\"d0 w242\">\u00a0</div>Fija<div class=\"d0 w243\">\u00a0</div>obligaciones<div class=\"d0 w207\">\u00a0</div>subordinadas<div class=\"d0 w244\">\u00a0</div>obligatoriamente </div><div class=\"po0 fs14 cl2 l340 t765\" id=\"a2345\">convertibles en<div class=\"d0 w161\">\u00a0</div>acciones ordinarias<div class=\"d0 w245\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>nueva emisi\u00f3n<div class=\"d0 w247\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la Sociedad,<div class=\"d0 w248\">\u00a0</div>seg\u00fan lo<div class=\"d0 w249\">\u00a0</div>descrito en<div class=\"d0 w250\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a2346\">apartado b) siguiente.</div></div></div><div class=\"po1 w502 h65 lh0\" id=\"TextBlockContainer1677\"><div class=\"po1 w502 z0\" id=\"TextContainer1677\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a2953\">Durante el ejercicio 2024<div class=\"d0 w125\">\u00a0</div>entraron en vigor<div class=\"d0 w268\">\u00a0</div>las siguientes modificaciones<div class=\"d0 w567\">\u00a0</div>a las normas contables </div><div class=\"po0 fs14 cl2 l362 t757\" id=\"a2955\">que, por<div class=\"d0 w172\">\u00a0</div>tanto, han<div class=\"d0 w396\">\u00a0</div>sido tenidas<div class=\"d0 w419\">\u00a0</div>en cuenta<div class=\"d0 w343\">\u00a0</div>en la<div class=\"d0 w543\">\u00a0</div>elaboraci\u00f3n de las<div class=\"d0 w224\">\u00a0</div>presentes cuentas<div class=\"d0 w200\">\u00a0</div>anuales </div><div class=\"po0 fs14 cl2 l362 t758\" id=\"a2956\">consolidadas: </div><div class=\"po0 fs29 cl2 l382 t952\" id=\"a2959\">-</div><div class=\"po0 fs14 cl2 l383 t953\" id=\"a2961\">Modificaci\u00f3n a la NIC 1: Clasificaci\u00f3n de pasivos financieros entre corrientes<div class=\"d0 w300\">\u00a0</div>y no </div><div class=\"po0 fs14 cl2 l383 t954\" id=\"a2962\">corrientes.<div class=\"d0 w210\">\u00a0</div>Pasivos no corrientes con covenants </div><div class=\"po0 fs29 cl2 l382 t955\" id=\"a2968\">-</div><div class=\"po0 fs14 cl2 l383 t956\" id=\"a2970\">Modificaci\u00f3n a la NIIF 16: Pasivos por arrendamientos en operaciones<div class=\"d0 w479\">\u00a0</div>de venta y </div><div class=\"po0 fs14 cl2 l383 t957\" id=\"a2971\">arrendamiento posterior. </div><div class=\"po0 fs29 cl2 l382 t958\" id=\"a2973\">-</div><div class=\"po0 fs14 cl2 l383 t959\" id=\"a2975\">Modificaci\u00f3n a la NIC 7 Estado de flujos de efectivo y NIIF<div class=\"d0 w140\">\u00a0</div>7 Instrumentos financieros: </div><div class=\"po0 fs14 cl2 l383 t960\" id=\"a2976\">acuerdos de confirming. Desgloses. </div><div class=\"po0 fs14 cl2 l340 t961\" id=\"a2980\">La aplicaci\u00f3n<div class=\"d0 w30\">\u00a0</div>de las<div class=\"d0 w110\">\u00a0</div>citadas modificaciones e<div class=\"d0 w230\">\u00a0</div>interpretaciones vigentes desde<div class=\"d0 w111\">\u00a0</div>el 1<div class=\"d0 w296\">\u00a0</div>de enero<div class=\"d0 w236\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t962\" id=\"a2981\">2024 no<div class=\"d0 w343\">\u00a0</div>ha supuesto<div class=\"d0 w368\">\u00a0</div>impacto significativo<div class=\"d0 w395\">\u00a0</div>alguno en<div class=\"d0 w229\">\u00a0</div>los estados<div class=\"d0 w369\">\u00a0</div>financieros consolidados<div class=\"d0 w39\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t963\" id=\"a2989\">Grupo del<div class=\"d0 w290\">\u00a0</div>presente ejercicio.<div class=\"d0 w21\">\u00a0</div>Por tanto,<div class=\"d0 w230\">\u00a0</div>las pol\u00edticas<div class=\"d0 w390\">\u00a0</div>contables utilizadas<div class=\"d0 w49\">\u00a0</div>en la<div class=\"d0 w248\">\u00a0</div>preparaci\u00f3n de </div><div class=\"po0 fs14 cl2 l340 t964\" id=\"a2991\">estas cuentas anuales consolidadas<div class=\"d0 w515\">\u00a0</div>son, en todos sus aspectos significativos,<div class=\"d0 w342\">\u00a0</div>las mismas que las </div><div class=\"po0 fs14 cl2 l340 t965\" id=\"a2992\">aplicadas en las cuentas anuales<div class=\"d0 w34\">\u00a0</div>consolidadas del ejercicio anual terminado el 31<div class=\"d0 w246\">\u00a0</div>de diciembre </div><div class=\"po0 fs14 cl2 l341 t695\" id=\"a2993\">de 2023.</div></div></div><div class=\"po1 w374 h70 lh0\" id=\"TextBlockContainer1685\"><div class=\"po1 w374 z0\" id=\"TextContainer1685\"><div class=\"po0 fs25 cl2 l344 t756\" id=\"a3098\">Imagen fiel y principios contables </div></div><div class=\"po0 l396 t1011 f0\" id=\"div_1682_XBRL_TS_ec90734141214047838ab0811338bd67\"><div class=\"po1 w198 h55 lh0\" id=\"TextBlockContainer1683\"><div class=\"po1 w198 z0\" id=\"TextContainer1683\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a3100\">Las cuentas anuales consolidadas se han<div class=\"d0 w239\">\u00a0</div>obtenido a partir de las cuentas<div class=\"d0 w264\">\u00a0</div>anuales individuales </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a3101\">de<div class=\"d0 w209\">\u00a0</div>PRISA<div class=\"d0 w510\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>sus<div class=\"d0 w438\">\u00a0</div>sociedades<div class=\"d0 w535\">\u00a0</div>dependientes,<div class=\"d0 w552\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>forma<div class=\"d0 w583\">\u00a0</div>que<div class=\"d0 w467\">\u00a0</div>muestran<div class=\"d0 w244\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>imagen<div class=\"d0 w203\">\u00a0</div>fiel<div class=\"d0 w207\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a3102\">patrimonio y de<div class=\"d0 w561\">\u00a0</div>la situaci\u00f3n financiera<div class=\"d0 w329\">\u00a0</div>del Grupo<div class=\"d0 w406\">\u00a0</div>al 31 de diciembre<div class=\"d0 w584\">\u00a0</div>de 2024 y de<div class=\"d0 w414\">\u00a0</div>los resultados </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a3106\">de sus operaciones, de los cambios en el patrimonio neto y de los flujos de efectivo, que se han </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a3107\">producido en<div class=\"d0 w268\">\u00a0</div>el Grupo<div class=\"d0 w423\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>ejercicio<div class=\"d0 w140\">\u00a0</div>terminado en<div class=\"d0 w550\">\u00a0</div>esa fecha.<div class=\"d0 w516\">\u00a0</div>El Grupo<div class=\"d0 w375\">\u00a0</div>ha elaborado<div class=\"d0 w424\">\u00a0</div>sus estados </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a3108\">financieros bajo<div class=\"d0 w543\">\u00a0</div>la hip\u00f3tesis<div class=\"d0 w27\">\u00a0</div>de empresa<div class=\"d0 w395\">\u00a0</div>en funcionamiento,<div class=\"d0 w39\">\u00a0</div>tal y<div class=\"d0 w55\">\u00a0</div>como se<div class=\"d0 w7\">\u00a0</div>describe en la<div class=\"d0 w343\">\u00a0</div>nota </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a3111\">1b. Asimismo,<div class=\"d0 w22\">\u00a0</div>salvo para<div class=\"d0 w47\">\u00a0</div>la elaboraci\u00f3n<div class=\"d0 w23\">\u00a0</div>del estado de<div class=\"d0 w223\">\u00a0</div>flujos de efectivo,<div class=\"d0 w480\">\u00a0</div>se han<div class=\"d0 w48\">\u00a0</div>elaborado los </div><div class=\"po0 fs14 cl2 l341 t666\" id=\"a3112\">estados financieros utilizando el principio contable del devengo.</div></div></div></div><div class=\"po1 w374 z0\" id=\"TextContainer1686\"><div class=\"po0 fs14 cl2 l345 t1012\" id=\"a3115\">Dado que<div class=\"d0 w39\">\u00a0</div>los principios contables<div class=\"d0 w33\">\u00a0</div>y criterios<div class=\"d0 w50\">\u00a0</div>de valoraci\u00f3n aplicados<div class=\"d0 w34\">\u00a0</div>en la<div class=\"d0 w19\">\u00a0</div>preparaci\u00f3n de las </div><div class=\"po0 fs14 cl2 l345 t929\" id=\"a3118\">cuentas anuales consolidadas del Grupo del<div class=\"d0 w27\">\u00a0</div>ejercicio 2024 pueden diferir de los utilizados por </div><div class=\"po0 fs14 cl2 l345 t1013\" id=\"a3126\">algunas<div class=\"d0 w442\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>las<div class=\"d0 w431\">\u00a0</div>entidades<div class=\"d0 w449\">\u00a0</div>integradas<div class=\"d0 w467\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>mismo,<div class=\"d0 w432\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>proceso<div class=\"d0 w275\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>consolidaci\u00f3n<div class=\"d0 w6\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>han </div><div class=\"po0 fs14 cl2 l345 t1014\" id=\"a3127\">introducido los<div class=\"d0 w354\">\u00a0</div>ajustes y<div class=\"d0 w556\">\u00a0</div>reclasificaciones necesarios<div class=\"d0 w585\">\u00a0</div>para homogeneizar<div class=\"d0 w147\">\u00a0</div>entre s\u00ed<div class=\"d0 w472\">\u00a0</div>tales principios </div><div class=\"po0 fs14 cl2 l341 t1015\" id=\"a3128\">y criterios y para adecuarlos a las NIIF adoptadas por la<div class=\"d0 w406\">\u00a0</div>Uni\u00f3n Europea.</div></div></div><div class=\"po1 w374 h80 lh0\" id=\"TextBlockContainer1744\"><div class=\"po1 w374 z0\" id=\"TextContainer1744\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a3748\">Presentaci\u00f3n de los estados financieros consolidados </div><div class=\"po0 fs14 cl2 l345 t1169\" id=\"a3750\">De<div class=\"d0 w391\">\u00a0</div>acuerdo<div class=\"d0 w484\">\u00a0</div>con<div class=\"d0 w283\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>NIC<div class=\"d0 w165\">\u00a0</div>1,<div class=\"d0 w111\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>optado<div class=\"d0 w24\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>presentaci\u00f3n<div class=\"d0 w247\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>balance<div class=\"d0 w60\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>situaci\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1170\" id=\"a3751\">consolidado diferenciando entre categor\u00edas de activos corrientes y no corrientes. Asimismo, en </div><div class=\"po0 fs14 cl2 l345 t1171\" id=\"a3752\">la<div class=\"d0 w203\">\u00a0</div>cuenta<div class=\"d0 w512\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>resultados<div class=\"d0 w467\">\u00a0</div>consolidada<div class=\"d0 w504\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>presentan<div class=\"d0 w510\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>ingresos<div class=\"d0 w648\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>gastos<div class=\"d0 w649\">\u00a0</div>de<div class=\"d0 w399\">\u00a0</div>acuerdo<div class=\"d0 w213\">\u00a0</div>a<div class=\"d0 w210\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l341 t1172\" id=\"a3754\">naturaleza. El estado de flujos de efectivo se prepara siguiendo el<div class=\"d0 w488\">\u00a0</div>m\u00e9todo indirecto.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfGeneralInformationAboutFinancialStatementsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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  "ID_300": {
   "value": "<div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer1640\"><div class=\"po1 w198 z0\" id=\"TextContainer1640\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a2316\">Las cuentas<div class=\"d0 w199\">\u00a0</div>anuales consolidadas<div class=\"d0 w47\">\u00a0</div>correspondientes al<div class=\"d0 w200\">\u00a0</div>ejercicio 2024<div class=\"d0 w201\">\u00a0</div>han sido<div class=\"d0 w167\">\u00a0</div>formuladas por </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a2317\">los<div class=\"d0 w194\">\u00a0</div>Administradores<div class=\"d0 w202\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>Sociedad<div class=\"d0 w204\">\u00a0</div>el<div class=\"d0 w205\">\u00a0</div>19<div class=\"d0 w206\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>marzo<div class=\"d0 w208\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>2025<div class=\"d0 w210\">\u00a0</div>para<div class=\"d0 w211\">\u00a0</div>su<div class=\"d0 w212\">\u00a0</div>sometimiento<div class=\"d0 w213\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a2329\">aprobaci\u00f3n<div class=\"d0 w214\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>la<div class=\"d0 w216\">\u00a0</div>Junta<div class=\"d0 w217\">\u00a0</div>General<div class=\"d0 w218\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>Accionistas,<div class=\"d0 w219\">\u00a0</div>estim\u00e1ndose<div class=\"d0 w220\">\u00a0</div>que<div class=\"d0 w181\">\u00a0</div>ser\u00e1n<div class=\"d0 w178\">\u00a0</div>aprobadas<div class=\"d0 w221\">\u00a0</div>sin </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a2330\">modificaci\u00f3n alguna.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfAuthorisationOfFinancialStatementsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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  "ID_382": {
   "value": "<div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer1649\"><div class=\"po0 l342 t756 f0\" id=\"div_1646_XBRL_TS_62820b3869044da5a6ed3bbe33290695\"><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer1647\"><div class=\"po1 w198 z0\" id=\"TextContainer1647\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a2333\">Estas<div class=\"d0 w33\">\u00a0</div>cuentas anuales<div class=\"d0 w222\">\u00a0</div>consolidadas se<div class=\"d0 w223\">\u00a0</div>presentan en<div class=\"d0 w166\">\u00a0</div>euros<div class=\"d0 w26\">\u00a0</div>(miles) por<div class=\"d0 w224\">\u00a0</div>ser \u00e9sta<div class=\"d0 w225\">\u00a0</div>la moneda<div class=\"d0 w226\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a2336\">entorno<div class=\"d0 w227\">\u00a0</div>econ\u00f3mico<div class=\"d0 w228\">\u00a0</div>principal<div class=\"d0 w229\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>opera<div class=\"d0 w230\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>Grupo.<div class=\"d0 w232\">\u00a0</div>Las<div class=\"d0 w233\">\u00a0</div>operaciones<div class=\"d0 w234\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>extranjero<div class=\"d0 w8\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l341 t762\" id=\"a2337\">incluyen de conformidad con las pol\u00edticas establecidas en la nota 2d.</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFunctionalCurrencyExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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  },
  "ID_301": {
   "value": "<div class=\"po1 w374 h58 lh0\" id=\"TextBlockContainer1655\"><div class=\"po1 w374 z0\" id=\"TextContainer1655\"><div class=\"po0 fs25 cl2 l344 t756\" id=\"a2361\">Evoluci\u00f3n de la estructura de capital y financiera del Grupo </div><div class=\"po0 fs14 cl2 l345 t768\" id=\"a2363\">Durante los \u00faltimos a\u00f1os y en el<div class=\"d0 w126\">\u00a0</div>presente los Administradores de PRISA<div class=\"d0 w251\">\u00a0</div>han tomado una serie </div><div class=\"po0 fs14 cl2 l345 t769\" id=\"a2364\">de<div class=\"d0 w149\">\u00a0</div>medidas<div class=\"d0 w252\">\u00a0</div>para<div class=\"d0 w159\">\u00a0</div>reforzar<div class=\"d0 w253\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>estructura<div class=\"d0 w255\">\u00a0</div>financiera<div class=\"d0 w256\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>patrimonial<div class=\"d0 w258\">\u00a0</div>del<div class=\"d0 w157\">\u00a0</div>Grupo,<div class=\"d0 w259\">\u00a0</div>tales<div class=\"d0 w260\">\u00a0</div>como </div><div class=\"po0 fs14 cl2 l345 t770\" id=\"a2365\">ampliaciones<div class=\"d0 w261\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>capital<div class=\"d0 w190\">\u00a0</div>o<div class=\"d0 w209\">\u00a0</div>emisi\u00f3n<div class=\"d0 w244\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>bonos<div class=\"d0 w262\">\u00a0</div>obligatoriamente<div class=\"d0 w263\">\u00a0</div>convertibles<div class=\"d0 w212\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>acciones<div class=\"d0 w244\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l345 t771\" id=\"a2367\">refinanciaci\u00f3n de su deuda. </div><div class=\"po0 fs14 cl2 l345 t772\" id=\"a2370\">El 19 de abril de<div class=\"d0 w38\">\u00a0</div>2022 se produjo la entrada en vigor de<div class=\"d0 w264\">\u00a0</div>la modificaci\u00f3n de la deuda financiera </div><div class=\"po0 fs14 cl2 l345 t773\" id=\"a2373\">sindicada del Grupo<div class=\"d0 w265\">\u00a0</div>(la \u201cRefinanciaci\u00f3n\u201d)<div class=\"d0 w266\">\u00a0</div>que contemplaba, entre<div class=\"d0 w267\">\u00a0</div>otros aspectos,<div class=\"d0 w268\">\u00a0</div>la ampliaci\u00f3n </div><div class=\"po0 fs14 cl2 l345 t774\" id=\"a2379\">del<div class=\"d0 w269\">\u00a0</div>plazo<div class=\"d0 w270\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>vencimiento<div class=\"d0 w269\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>deuda<div class=\"d0 w273\">\u00a0</div>financiera<div class=\"d0 w274\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>2026<div class=\"d0 w276\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>2027,<div class=\"d0 w278\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>divisi\u00f3n<div class=\"d0 w279\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>pr\u00e9stamo </div><div class=\"po0 fs14 cl2 l345 t775\" id=\"a2380\">sindicado<div class=\"d0 w280\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>dos<div class=\"d0 w282\">\u00a0</div>tramos<div class=\"d0 w235\">\u00a0</div>diferenciados<div class=\"d0 w283\">\u00a0</div>(uno<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>deuda<div class=\"d0 w285\">\u00a0</div>Senior<div class=\"d0 w286\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>otro<div class=\"d0 w235\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>deuda<div class=\"d0 w227\">\u00a0</div>Junior)<div class=\"d0 w229\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l345 t776\" id=\"a2381\">flexibilizaci\u00f3n de los compromisos contractuales de la deuda que permite, entre otras mejoras, </div><div class=\"po0 fs14 cl2 l345 t777\" id=\"a2383\">aumentar<div class=\"d0 w5\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>margen<div class=\"d0 w289\">\u00a0</div>operativo<div class=\"d0 w172\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>PRISA<div class=\"d0 w284\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>suavizar<div class=\"d0 w290\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>ratios<div class=\"d0 w289\">\u00a0</div>financieros<div class=\"d0 w237\">\u00a0</div>exigidos<div class=\"d0 w247\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l345 t778\" id=\"a2384\">anteriores<div class=\"d0 w234\">\u00a0</div>contratos. Asimismo,<div class=\"d0 w289\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>modificaron<div class=\"d0 w47\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>t\u00e9rminos<div class=\"d0 w9\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>contrato de<div class=\"d0 w294\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>deuda<div class=\"d0 w19\">\u00a0</div>Super </div><div class=\"po0 fs14 cl2 l345 t779\" id=\"a2390\">Senior<div class=\"d0 w286\">\u00a0</div>que,<div class=\"d0 w295\">\u00a0</div>entre<div class=\"d0 w34\">\u00a0</div>otros<div class=\"d0 w296\">\u00a0</div>t\u00e9rminos,<div class=\"d0 w33\">\u00a0</div>supuso<div class=\"d0 w39\">\u00a0</div>una<div class=\"d0 w111\">\u00a0</div>ampliaci\u00f3n del<div class=\"d0 w297\">\u00a0</div>plazo<div class=\"d0 w58\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>su<div class=\"d0 w56\">\u00a0</div>vencimiento<div class=\"d0 w129\">\u00a0</div>hasta </div><div class=\"po0 fs14 cl2 l345 t780\" id=\"a2394\">junio de 2026. </div><div class=\"po0 fs14 cl2 l345 t781\" id=\"a2397\">La Refinanciaci\u00f3n acordada flexibiliz\u00f3<div class=\"d0 w298\">\u00a0</div>de esta forma la deuda<div class=\"d0 w299\">\u00a0</div>financiera del Grupo<div class=\"d0 w300\">\u00a0</div>y le dot\u00f3 en </div><div class=\"po0 fs14 cl2 l345 t782\" id=\"a2401\">esa<div class=\"d0 w301\">\u00a0</div>fecha<div class=\"d0 w302\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>una<div class=\"d0 w218\">\u00a0</div>estructura<div class=\"d0 w219\">\u00a0</div>financiera<div class=\"d0 w304\">\u00a0</div>que<div class=\"d0 w302\">\u00a0</div>posibilitaba<div class=\"d0 w305\">\u00a0</div>cumplir<div class=\"d0 w184\">\u00a0</div>con<div class=\"d0 w306\">\u00a0</div>sus<div class=\"d0 w307\">\u00a0</div>compromisos </div><div class=\"po0 fs14 cl2 l345 t783\" id=\"a2402\">financieros, asegurando la estabilidad del Grupo en el corto y medio<div class=\"d0 w126\">\u00a0</div>plazo. </div><div class=\"po0 fs14 cl2 l345 t784\" id=\"a2406\">En enero de 2023 el Consejo de Administraci\u00f3n de PRISA acord\u00f3 por unanimidad realizar una </div><div class=\"po0 fs14 cl2 l345 t785\" id=\"a2407\">emisi\u00f3n<div class=\"d0 w308\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>obligaciones<div class=\"d0 w149\">\u00a0</div>subordinadas<div class=\"d0 w310\">\u00a0</div>(con<div class=\"d0 w311\">\u00a0</div>derecho<div class=\"d0 w312\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>suscripci\u00f3n<div class=\"d0 w313\">\u00a0</div>preferente<div class=\"d0 w314\">\u00a0</div>para<div class=\"d0 w310\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l345 t786\" id=\"a2408\">accionistas de<div class=\"d0 w30\">\u00a0</div>PRISA) obligatoriamente convertibles<div class=\"d0 w129\">\u00a0</div>en acciones<div class=\"d0 w17\">\u00a0</div>ordinarias de<div class=\"d0 w27\">\u00a0</div>nueva emisi\u00f3n </div><div class=\"po0 fs14 cl2 l345 t787\" id=\"a2410\">de<div class=\"d0 w315\">\u00a0</div>la<div class=\"d0 w316\">\u00a0</div>Sociedad<div class=\"d0 w317\">\u00a0</div>(\u201cObligaciones<div class=\"d0 w318\">\u00a0</div>Convertibles<div class=\"d0 w319\">\u00a0</div>2023\u201d).<div class=\"d0 w320\">\u00a0</div>Esta<div class=\"d0 w321\">\u00a0</div>emisi\u00f3n<div class=\"d0 w320\">\u00a0</div>(\u201cEmisi\u00f3n<div class=\"d0 w322\">\u00a0</div>2023\u201d)<div class=\"d0 w323\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l345 t788\" id=\"a2411\">instrument\u00f3 a<div class=\"d0 w324\">\u00a0</div>trav\u00e9s de<div class=\"d0 w325\">\u00a0</div>una oferta<div class=\"d0 w326\">\u00a0</div>p\u00fablica de<div class=\"d0 w327\">\u00a0</div>suscripci\u00f3n por<div class=\"d0 w328\">\u00a0</div>un importe<div class=\"d0 w329\">\u00a0</div>nominal m\u00e1ximo<div class=\"d0 w330\">\u00a0</div>total </div><div class=\"po0 fs14 cl2 l345 t789\" id=\"a2412\">de hasta 130 millones de<div class=\"d0 w140\">\u00a0</div>euros mediante la emisi\u00f3n<div class=\"d0 w331\">\u00a0</div>y puesta en circulaci\u00f3n<div class=\"d0 w332\">\u00a0</div>de hasta un total de </div><div class=\"po0 fs14 cl2 l345 t790\" id=\"a2414\">351.350<div class=\"d0 w111\">\u00a0</div>obligaciones<div class=\"d0 w246\">\u00a0</div>convertibles.<div class=\"d0 w236\">\u00a0</div>La<div class=\"d0 w333\">\u00a0</div>fecha<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>vencimiento<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>mencionadas<div class=\"d0 w19\">\u00a0</div>obligaciones </div><div class=\"po0 fs14 cl2 l345 t791\" id=\"a2415\">convertibles<div class=\"d0 w334\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>conversi\u00f3n<div class=\"d0 w334\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>acciones<div class=\"d0 w249\">\u00a0</div>ordinarias<div class=\"d0 w233\">\u00a0</div>tendr\u00e1<div class=\"d0 w335\">\u00a0</div>lugar,<div class=\"d0 w174\">\u00a0</div>como<div class=\"d0 w334\">\u00a0</div>m\u00e1ximo,<div class=\"d0 w285\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>quinto </div><div class=\"po0 fs14 cl2 l345 t792\" id=\"a2416\">aniversario<div class=\"d0 w336\">\u00a0</div>desde<div class=\"d0 w297\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>fecha<div class=\"d0 w336\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>emisi\u00f3n<div class=\"d0 w337\">\u00a0</div>(febrero<div class=\"d0 w338\">\u00a0</div>2028),<div class=\"d0 w337\">\u00a0</div>habi\u00e9ndose<div class=\"d0 w289\">\u00a0</div>establecido<div class=\"d0 w222\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>precio<div class=\"d0 w340\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t793\" id=\"a2418\">conversi\u00f3n<div class=\"d0 w50\">\u00a0</div>de 0,37<div class=\"d0 w167\">\u00a0</div>euros por<div class=\"d0 w227\">\u00a0</div>acci\u00f3n nueva.<div class=\"d0 w286\">\u00a0</div>El tipo<div class=\"d0 w287\">\u00a0</div>de inter\u00e9s<div class=\"d0 w175\">\u00a0</div>(cup\u00f3n) de<div class=\"d0 w230\">\u00a0</div>dichas obligaciones </div><div class=\"po0 fs14 cl2 l345 t794\" id=\"a2419\">convertibles es de 1,00% anual<div class=\"d0 w341\">\u00a0</div>fijo (no capitalizable)<div class=\"d0 w342\">\u00a0</div>pagadero en el momento de<div class=\"d0 w126\">\u00a0</div>su conversi\u00f3n </div><div class=\"po0 fs14 cl2 l345 t795\" id=\"a2420\">en<div class=\"d0 w281\">\u00a0</div>acciones<div class=\"d0 w286\">\u00a0</div>ordinarias.<div class=\"d0 w164\">\u00a0</div>En<div class=\"d0 w248\">\u00a0</div>febrero<div class=\"d0 w343\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2023<div class=\"d0 w31\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>suscribieron<div class=\"d0 w286\">\u00a0</div>obligaciones<div class=\"d0 w167\">\u00a0</div>convertibles<div class=\"d0 w344\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>un </div><div class=\"po0 fs14 cl2 l345 t796\" id=\"a2422\">importe total de 130 millones de euros, es decir, la totalidad de<div class=\"d0 w27\">\u00a0</div>la oferta. La emisi\u00f3n del citado </div><div class=\"po0 fs14 cl2 l345 t797\" id=\"a2423\">bono<div class=\"d0 w346\">\u00a0</div>obligatoriamente<div class=\"d0 w347\">\u00a0</div>convertible<div class=\"d0 w348\">\u00a0</div>en<div class=\"d0 w159\">\u00a0</div>acciones<div class=\"d0 w349\">\u00a0</div>se<div class=\"d0 w157\">\u00a0</div>trat\u00f3<div class=\"d0 w350\">\u00a0</div>como<div class=\"d0 w256\">\u00a0</div>un<div class=\"d0 w155\">\u00a0</div>instrumento<div class=\"d0 w351\">\u00a0</div>financiero </div><div class=\"po0 fs14 cl2 l345 t798\" id=\"a2424\">compuesto, registr\u00e1ndose en su pr\u00e1ctica totalidad dentro<div class=\"d0 w264\">\u00a0</div>del patrimonio neto consolidado del </div><div class=\"po0 fs14 cl2 l345 t799\" id=\"a2426\">Grupo </div><div class=\"po0 fs26 cl2 l346 t800\" id=\"a2427\">(v\u00e9anse notas 4g y 10)</div><div class=\"po0 fs14 cl2 ls8 l347 t799\" id=\"a2431\">.<div class=\"d0 w352\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t801\" id=\"a2434\">En mayo y noviembre de 2023 y de 2024,<div class=\"d0 w353\">\u00a0</div>y conforme al calendario de conversi\u00f3n<div class=\"d0 w354\">\u00a0</div>previsto en la </div><div class=\"po0 fs14 cl2 l345 t802\" id=\"a2437\">emisi\u00f3n<div class=\"d0 w355\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>las<div class=\"d0 w356\">\u00a0</div>Obligaciones<div class=\"d0 w357\">\u00a0</div>Convertibles<div class=\"d0 w179\">\u00a0</div>2023<div class=\"d0 w358\">\u00a0</div>(que<div class=\"d0 w359\">\u00a0</div>establec\u00eda<div class=\"d0 w360\">\u00a0</div>ventanas<div class=\"d0 w214\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>conversi\u00f3n </div><div class=\"po0 fs14 cl2 l345 t803\" id=\"a2438\">anticipadas semestrales a potestad<div class=\"d0 w361\">\u00a0</div>de los tenedores de<div class=\"d0 w129\">\u00a0</div>dichas obligaciones) se han<div class=\"d0 w9\">\u00a0</div>convertido </div><div class=\"po0 fs14 cl2 l345 t804\" id=\"a2440\">267.777 obligaciones, que<div class=\"d0 w49\">\u00a0</div>ha supuesto la<div class=\"d0 w239\">\u00a0</div>emisi\u00f3n de 267.777.000<div class=\"d0 w17\">\u00a0</div>acciones ordinarias de<div class=\"d0 w59\">\u00a0</div>nueva </div><div class=\"po0 fs14 cl2 l345 t805\" id=\"a2441\">emisi\u00f3n de la Sociedad, conforme al precio de conversi\u00f3n establecido.<div class=\"d0 w330\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t806\" id=\"a2445\">Como<div class=\"d0 w362\">\u00a0</div>consecuencia<div class=\"d0 w363\">\u00a0</div>del<div class=\"d0 w181\">\u00a0</div>anuncio<div class=\"d0 w364\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>la<div class=\"d0 w180\">\u00a0</div>segunda<div class=\"d0 w365\">\u00a0</div>emisi\u00f3n<div class=\"d0 w308\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>obligaciones<div class=\"d0 w303\">\u00a0</div>subordinadas </div><div class=\"po0 fs14 cl2 l345 t807\" id=\"a2446\">necesariamente convertibles en<div class=\"d0 w22\">\u00a0</div>acciones de nueva<div class=\"d0 w264\">\u00a0</div>emisi\u00f3n de PRISA<div class=\"d0 w361\">\u00a0</div>descrita posteriormente, </div><div class=\"po0 fs14 cl2 l345 t808\" id=\"a2447\">el<div class=\"d0 w223\">\u00a0</div>Consejo<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Administraci\u00f3n<div class=\"d0 w231\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>PRISA<div class=\"d0 w366\">\u00a0</div>acord\u00f3<div class=\"d0 w21\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>30<div class=\"d0 w293\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>enero<div class=\"d0 w30\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2024<div class=\"d0 w31\">\u00a0</div>abrir<div class=\"d0 w234\">\u00a0</div>un<div class=\"d0 w110\">\u00a0</div>periodo<div class=\"d0 w367\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t809\" id=\"a2450\">conversi\u00f3n extraordinario de<div class=\"d0 w48\">\u00a0</div>las Obligaciones Convertibles de<div class=\"d0 w58\">\u00a0</div>2023 conforme a lo<div class=\"d0 w368\">\u00a0</div>previsto en </div><div class=\"po0 fs14 cl2 l345 t810\" id=\"a2451\">sus<div class=\"d0 w369\">\u00a0</div>t\u00e9rminos y<div class=\"d0 w370\">\u00a0</div>condiciones.<div class=\"d0 w371\">\u00a0</div>Esto supuso<div class=\"d0 w372\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>conversi\u00f3n<div class=\"d0 w50\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>amortizaci\u00f3n<div class=\"d0 w24\">\u00a0</div>anticipada de<div class=\"d0 w373\">\u00a0</div>20.287 </div></div></div><div class=\"po1 w198 h59 lh0\" id=\"TextBlockContainer1658\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer1658\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a2461\">obligaciones, que conllev\u00f3 la emisi\u00f3n de<div class=\"d0 w342\">\u00a0</div>20.287.000 nuevas acciones ordinarias<div class=\"d0 w375\">\u00a0</div>de PRISA </div><div class=\"po0 fs26 cl2 l351 t814\" id=\"a2462\">(v\u00e9ase </div><div class=\"po0 fs26 cl2 l340 t815\" id=\"a2463\">nota 10)</div><div class=\"po0 fs14 cl2 l352 t816\" id=\"a2466\">. </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a2469\">La Emisi\u00f3n 2023 se configur\u00f3 como un instrumento para reducir la deuda financiera sindicada </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a2470\">de PRISA, que est\u00e1 referenciada a tipo de inter\u00e9s variable<div class=\"d0 w342\">\u00a0</div>y que fue objeto de refinanciaci\u00f3n en </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a2471\">abril<div class=\"d0 w222\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>2022.<div class=\"d0 w278\">\u00a0</div>En<div class=\"d0 w376\">\u00a0</div>este<div class=\"d0 w377\">\u00a0</div>sentido,<div class=\"d0 w378\">\u00a0</div>permiti\u00f3<div class=\"d0 w5\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Sociedad<div class=\"d0 w380\">\u00a0</div>obtener<div class=\"d0 w377\">\u00a0</div>los<div class=\"d0 w272\">\u00a0</div>fondos<div class=\"d0 w381\">\u00a0</div>necesarios<div class=\"d0 w382\">\u00a0</div>para, </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a2473\">principalmente, cancelar<div class=\"d0 w55\">\u00a0</div>parcialmente y<div class=\"d0 w199\">\u00a0</div>de forma<div class=\"d0 w39\">\u00a0</div>anticipada el<div class=\"d0 w286\">\u00a0</div>tramo de<div class=\"d0 w175\">\u00a0</div>la deuda<div class=\"d0 w383\">\u00a0</div>financiera </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a2474\">sindicada de<div class=\"d0 w141\">\u00a0</div>PRISA que<div class=\"d0 w384\">\u00a0</div>mayor gasto<div class=\"d0 w148\">\u00a0</div>financiero por<div class=\"d0 w385\">\u00a0</div>inter\u00e9s supone,<div class=\"d0 w386\">\u00a0</div>esto es,<div class=\"d0 w331\">\u00a0</div>el tramo<div class=\"d0 w266\">\u00a0</div>de la<div class=\"d0 w387\">\u00a0</div>deuda </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a2475\">Junior que se<div class=\"d0 w199\">\u00a0</div>encuentra referenciado a un<div class=\"d0 w111\">\u00a0</div>tipo de inter\u00e9s<div class=\"d0 w290\">\u00a0</div>variable igual al<div class=\"d0 w21\">\u00a0</div>Euribor +8% (entre </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a2477\">efectivo y capitalizable) y que a 31 de<div class=\"d0 w34\">\u00a0</div>diciembre de 2022 ascend\u00eda a 192.013 miles de euros. De </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a2478\">esta manera,<div class=\"d0 w246\">\u00a0</div>en febrero de<div class=\"d0 w201\">\u00a0</div>2023 el Grupo<div class=\"d0 w234\">\u00a0</div>amortiz\u00f3 deuda Junior por<div class=\"d0 w7\">\u00a0</div>importe de 110<div class=\"d0 w333\">\u00a0</div>millones </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a2479\">de euros.<div class=\"d0 w19\">\u00a0</div>El importe restante,<div class=\"d0 w18\">\u00a0</div>hasta los<div class=\"d0 w57\">\u00a0</div>130 millones de<div class=\"d0 w264\">\u00a0</div>euros (neto de<div class=\"d0 w17\">\u00a0</div>costes de<div class=\"d0 w20\">\u00a0</div>la operaci\u00f3n) </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a2481\">fue destinado a atender necesidades operativas del Grupo. </div><div class=\"po0 fs14 cl2 l340 t827\" id=\"a2484\">En<div class=\"d0 w388\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>marco<div class=\"d0 w389\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>an\u00e1lisis<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>distintas<div class=\"d0 w390\">\u00a0</div>alternativas<div class=\"d0 w344\">\u00a0</div>estrat\u00e9gicas<div class=\"d0 w391\">\u00a0</div>con<div class=\"d0 w389\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>finalidad<div class=\"d0 w173\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>continuar </div><div class=\"po0 fs14 cl2 l340 t828\" id=\"a2485\">reduciendo<div class=\"d0 w237\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>deuda<div class=\"d0 w227\">\u00a0</div>financiera<div class=\"d0 w334\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>Grupo<div class=\"d0 w280\">\u00a0</div>PRISA<div class=\"d0 w284\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>costes<div class=\"d0 w161\">\u00a0</div>financieros<div class=\"d0 w237\">\u00a0</div>asociados<div class=\"d0 w287\">\u00a0</div>con<div class=\"d0 w389\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t829\" id=\"a2486\">misma, el 30<div class=\"d0 w392\">\u00a0</div>de enero<div class=\"d0 w265\">\u00a0</div>de 2024 el<div class=\"d0 w144\">\u00a0</div>Consejo de Administraci\u00f3n<div class=\"d0 w393\">\u00a0</div>de PRISA acord\u00f3,<div class=\"d0 w354\">\u00a0</div>por unanimidad, </div><div class=\"po0 fs14 cl2 l340 t830\" id=\"a2488\">realizar<div class=\"d0 w394\">\u00a0</div>una<div class=\"d0 w111\">\u00a0</div>segunda<div class=\"d0 w245\">\u00a0</div>emisi\u00f3n<div class=\"d0 w8\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>obligaciones<div class=\"d0 w30\">\u00a0</div>subordinadas<div class=\"d0 w8\">\u00a0</div>necesariamente<div class=\"d0 w171\">\u00a0</div>convertibles<div class=\"d0 w344\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l340 t831\" id=\"a2489\">acciones<div class=\"d0 w395\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>nueva<div class=\"d0 w129\">\u00a0</div>emisi\u00f3n<div class=\"d0 w22\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>PRISA,<div class=\"d0 w396\">\u00a0</div>con<div class=\"d0 w47\">\u00a0</div>reconocimiento del<div class=\"d0 w162\">\u00a0</div>derecho<div class=\"d0 w395\">\u00a0</div>de suscripci\u00f3n<div class=\"d0 w163\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t832\" id=\"a2490\">accionistas<div class=\"d0 w191\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>Sociedad<div class=\"d0 w397\">\u00a0</div>(\u201cObligaciones<div class=\"d0 w398\">\u00a0</div>Convertibles<div class=\"d0 w399\">\u00a0</div>2024\u201d)<div class=\"d0 w252\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>t\u00e9rminos<div class=\"d0 w400\">\u00a0</div>an\u00e1logos<div class=\"d0 w401\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t833\" id=\"a2492\">Emisi\u00f3n 2023.<div class=\"d0 w251\">\u00a0</div>Esta emisi\u00f3n<div class=\"d0 w147\">\u00a0</div>(\u201cEmisi\u00f3n 2024\u201d)<div class=\"d0 w330\">\u00a0</div>se ha<div class=\"d0 w266\">\u00a0</div>instrumentado a<div class=\"d0 w402\">\u00a0</div>trav\u00e9s de<div class=\"d0 w403\">\u00a0</div>una oferta<div class=\"d0 w326\">\u00a0</div>p\u00fablica </div><div class=\"po0 fs14 cl2 l340 t834\" id=\"a2493\">de suscripci\u00f3n por un importe nominal m\u00e1ximo total de hasta 100 millones de euros mediante </div><div class=\"po0 fs14 cl2 l340 t835\" id=\"a2494\">la<div class=\"d0 w59\">\u00a0</div>emisi\u00f3n y<div class=\"d0 w388\">\u00a0</div>puesta en<div class=\"d0 w2\">\u00a0</div>circulaci\u00f3n de<div class=\"d0 w224\">\u00a0</div>hasta<div class=\"d0 w32\">\u00a0</div>un<div class=\"d0 w110\">\u00a0</div>total de<div class=\"d0 w170\">\u00a0</div>270.270 obligaciones<div class=\"d0 w287\">\u00a0</div>convertibles. La </div><div class=\"po0 fs14 cl2 l340 t836\" id=\"a2496\">fecha de<div class=\"d0 w404\">\u00a0</div>vencimiento de<div class=\"d0 w394\">\u00a0</div>las mencionadas<div class=\"d0 w164\">\u00a0</div>obligaciones convertibles<div class=\"d0 w361\">\u00a0</div>y conversi\u00f3n<div class=\"d0 w165\">\u00a0</div>en acciones </div><div class=\"po0 fs14 cl2 l340 t837\" id=\"a2497\">ordinarias tendr\u00e1 lugar,<div class=\"d0 w405\">\u00a0</div>como m\u00e1ximo,<div class=\"d0 w140\">\u00a0</div>en el quinto<div class=\"d0 w330\">\u00a0</div>aniversario desde<div class=\"d0 w406\">\u00a0</div>la fecha de<div class=\"d0 w405\">\u00a0</div>emisi\u00f3n (abril </div><div class=\"po0 fs14 cl2 l340 t838\" id=\"a2498\">2029),<div class=\"d0 w159\">\u00a0</div>habi\u00e9ndose<div class=\"d0 w187\">\u00a0</div>establecido<div class=\"d0 w407\">\u00a0</div>un<div class=\"d0 w408\">\u00a0</div>precio<div class=\"d0 w255\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>conversi\u00f3n<div class=\"d0 w261\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>0,37<div class=\"d0 w408\">\u00a0</div>euros<div class=\"d0 w68\">\u00a0</div>por<div class=\"d0 w188\">\u00a0</div>acci\u00f3n<div class=\"d0 w351\">\u00a0</div>nueva. </div><div class=\"po0 fs14 cl2 l340 t839\" id=\"a2500\">Nuevamente,<div class=\"d0 w366\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>tipo<div class=\"d0 w58\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>inter\u00e9s<div class=\"d0 w21\">\u00a0</div>(cup\u00f3n)<div class=\"d0 w264\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>citadas<div class=\"d0 w231\">\u00a0</div>obligaciones<div class=\"d0 w30\">\u00a0</div>convertibles<div class=\"d0 w50\">\u00a0</div>es<div class=\"d0 w368\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>1,00% </div><div class=\"po0 fs14 cl2 l340 t840\" id=\"a2501\">anual fijo (no<div class=\"d0 w19\">\u00a0</div>capitalizable) pagadero en el momento<div class=\"d0 w368\">\u00a0</div>de su conversi\u00f3n en<div class=\"d0 w17\">\u00a0</div>acciones ordinarias. </div><div class=\"po0 fs14 cl2 l340 t841\" id=\"a2502\">En abril de 2024 se suscribieron obligaciones convertibles por un importe total de 100 millones </div><div class=\"po0 fs14 cl2 l340 t842\" id=\"a2503\">de euros, es decir, la totalidad de la oferta </div><div class=\"po0 fs26 cl2 l353 t843\" id=\"a2505\">(v\u00e9anse notas 4g y 10)</div><div class=\"po0 fs14 cl2 l354 t842\" id=\"a2509\">. </div><div class=\"po0 fs14 cl2 l340 t844\" id=\"a2512\">La emisi\u00f3n<div class=\"d0 w410\">\u00a0</div>de las<div class=\"d0 w411\">\u00a0</div>Obligaciones Convertibles<div class=\"d0 w412\">\u00a0</div>2024 se<div class=\"d0 w413\">\u00a0</div>ha tratado,<div class=\"d0 w148\">\u00a0</div>contablemente,<div class=\"d0 w85\">\u00a0</div>como la<div class=\"d0 w414\">\u00a0</div>Emisi\u00f3n </div><div class=\"po0 fs14 cl2 l340 t845\" id=\"a2513\">2023,<div class=\"d0 w408\">\u00a0</div>es<div class=\"d0 w415\">\u00a0</div>decir,<div class=\"d0 w400\">\u00a0</div>como<div class=\"d0 w212\">\u00a0</div>un<div class=\"d0 w408\">\u00a0</div>instrumento<div class=\"d0 w416\">\u00a0</div>financiero<div class=\"d0 w203\">\u00a0</div>compuesto,<div class=\"d0 w417\">\u00a0</div>registr\u00e1ndose<div class=\"d0 w241\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>su<div class=\"d0 w261\">\u00a0</div>pr\u00e1ctica </div><div class=\"po0 fs14 cl2 l340 t846\" id=\"a2514\">totalidad dentro<div class=\"d0 w57\">\u00a0</div>del patrimonio neto<div class=\"d0 w200\">\u00a0</div>consolidado del Grupo.<div class=\"d0 w171\">\u00a0</div>La finalidad<div class=\"d0 w34\">\u00a0</div>de la<div class=\"d0 w418\">\u00a0</div>Emisi\u00f3n 2024 </div><div class=\"po0 fs14 cl2 l340 t847\" id=\"a2516\">ha sido, por un lado, obtener fondos para cancelar nuevamente<div class=\"d0 w147\">\u00a0</div>y de forma anticipada el tramo </div><div class=\"po0 fs14 cl2 l340 t848\" id=\"a2517\">Junior<div class=\"d0 w111\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>deuda<div class=\"d0 w228\">\u00a0</div>financiera<div class=\"d0 w56\">\u00a0</div>sindicada<div class=\"d0 w200\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>PRISA<div class=\"d0 w366\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>31<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>diciembre<div class=\"d0 w9\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2023 </div><div class=\"po0 fs14 cl2 l340 t849\" id=\"a2518\">ascend\u00eda<div class=\"d0 w421\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>86.967<div class=\"d0 w110\">\u00a0</div>miles<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>euros,<div class=\"d0 w60\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>otro,<div class=\"d0 w296\">\u00a0</div>impulsar<div class=\"d0 w396\">\u00a0</div>oportunidades<div class=\"d0 w234\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>crecimiento<div class=\"d0 w418\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t850\" id=\"a2520\">unidades de<div class=\"d0 w126\">\u00a0</div>negocio del<div class=\"d0 w422\">\u00a0</div>Grupo. De<div class=\"d0 w410\">\u00a0</div>esta manera,<div class=\"d0 w414\">\u00a0</div>en abril<div class=\"d0 w423\">\u00a0</div>de 2024<div class=\"d0 w424\">\u00a0</div>el Grupo<div class=\"d0 w423\">\u00a0</div>ha amortizado<div class=\"d0 w425\">\u00a0</div>deuda </div><div class=\"po0 fs14 cl2 l340 t851\" id=\"a2521\">Junior por importe de 50 millones de euros </div><div class=\"po0 fs26 cl2 l355 t852\" id=\"a2523\">(v\u00e9ase nota 11 b)</div><div class=\"po0 fs14 cl2 l356 t851\" id=\"a2524\">. </div><div class=\"po0 fs14 cl2 l340 t853\" id=\"a2527\">En mayo y noviembre de<div class=\"d0 w56\">\u00a0</div>2024, y conforme al calendario de<div class=\"d0 w34\">\u00a0</div>conversi\u00f3n previsto en la Emisi\u00f3n </div><div class=\"po0 fs14 cl2 l340 t854\" id=\"a2530\">2024 (que establec\u00eda<div class=\"d0 w426\">\u00a0</div>ventanas de<div class=\"d0 w423\">\u00a0</div>conversi\u00f3n anticipadas<div class=\"d0 w427\">\u00a0</div>semestrales a<div class=\"d0 w126\">\u00a0</div>potestad de<div class=\"d0 w392\">\u00a0</div>los tenedores </div><div class=\"po0 fs14 cl2 l340 t855\" id=\"a2531\">de<div class=\"d0 w170\">\u00a0</div>dichas<div class=\"d0 w176\">\u00a0</div>obligaciones)<div class=\"d0 w239\">\u00a0</div>se<div class=\"d0 w2\">\u00a0</div>convirtieron<div class=\"d0 w283\">\u00a0</div>57.666<div class=\"d0 w226\">\u00a0</div>obligaciones,<div class=\"d0 w286\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>supuesto<div class=\"d0 w380\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>emisi\u00f3n<div class=\"d0 w229\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t856\" id=\"a2533\">57.666.000<div class=\"d0 w156\">\u00a0</div>acciones<div class=\"d0 w428\">\u00a0</div>ordinarias<div class=\"d0 w196\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>nueva<div class=\"d0 w197\">\u00a0</div>emisi\u00f3n<div class=\"d0 w429\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>Sociedad,<div class=\"d0 w195\">\u00a0</div>conforme<div class=\"d0 w197\">\u00a0</div>al<div class=\"d0 w189\">\u00a0</div>precio<div class=\"d0 w255\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t857\" id=\"a2536\">conversi\u00f3n establecido (</div><div class=\"po0 fs26 cl2 l357 t858\" id=\"a2537\">v\u00e9ase nota 10</div><div class=\"po0 fs14 cl2 l358 t857\" id=\"a2539\">). </div></div></div><div class=\"po1 w502 h60 lh0\" id=\"TextBlockContainer1661\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer1661\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a2551\">Evoluci\u00f3n e impactos de la guerra de Ucrania y el conflicto de Israel y Ham\u00e1s </div><div class=\"po0 fs14 cl2 l362 t859\" id=\"a2560\">En<div class=\"d0 w431\">\u00a0</div>los<div class=\"d0 w210\">\u00a0</div>\u00faltimos<div class=\"d0 w432\">\u00a0</div>a\u00f1os<div class=\"d0 w433\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>Grupo<div class=\"d0 w435\">\u00a0</div>ha<div class=\"d0 w436\">\u00a0</div>desarrollado<div class=\"d0 w437\">\u00a0</div>sus<div class=\"d0 w438\">\u00a0</div>actividades<div class=\"d0 w439\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>un<div class=\"d0 w441\">\u00a0</div>entorno<div class=\"d0 w273\">\u00a0</div>general<div class=\"d0 w442\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t860\" id=\"a2562\">volatilidad,<div class=\"d0 w443\">\u00a0</div>incertidumbre,<div class=\"d0 w444\">\u00a0</div>complejidad<div class=\"d0 w445\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>ambig\u00fcedad<div class=\"d0 w156\">\u00a0</div>casi<div class=\"d0 w429\">\u00a0</div>constantes,<div class=\"d0 w196\">\u00a0</div>que<div class=\"d0 w157\">\u00a0</div>dificultan<div class=\"d0 w408\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l362 t861\" id=\"a2563\">previsibilidad del comportamiento a futuro de los negocios, especialmente en el medio y largo </div><div class=\"po0 fs14 cl2 l362 t862\" id=\"a2564\">plazo. Este entorno de complejidad<div class=\"d0 w265\">\u00a0</div>se ha visto muy agravado como<div class=\"d0 w147\">\u00a0</div>consecuencia de diferentes </div><div class=\"po0 fs14 cl2 l362 t863\" id=\"a2566\">acontecimientos que tienen gran repercusi\u00f3n a nivel global, como<div class=\"d0 w125\">\u00a0</div>fueron la pandemia COVID-</div><div class=\"po0 fs14 cl2 l362 t864\" id=\"a2568\">19 y actualmente la guerra en Ucrania o el m\u00e1s reciente conflicto<div class=\"d0 w446\">\u00a0</div>entre Israel y Ham\u00e1s. </div><div class=\"po0 fs14 cl2 l362 t865\" id=\"a2571\">En febrero<div class=\"d0 w49\">\u00a0</div>de 2022<div class=\"d0 w395\">\u00a0</div>se produjo<div class=\"d0 w49\">\u00a0</div>la invasi\u00f3n de<div class=\"d0 w239\">\u00a0</div>Ucrania por parte<div class=\"d0 w283\">\u00a0</div>de Rusia, que<div class=\"d0 w175\">\u00a0</div>conllev\u00f3 que<div class=\"d0 w50\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l362 t866\" id=\"a2572\">Uni\u00f3n<div class=\"d0 w229\">\u00a0</div>Europea<div class=\"d0 w8\">\u00a0</div>adoptase<div class=\"d0 w223\">\u00a0</div>una<div class=\"d0 w111\">\u00a0</div>serie<div class=\"d0 w167\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>medidas<div class=\"d0 w245\">\u00a0</div>individuales<div class=\"d0 w57\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>sanciones<div class=\"d0 w111\">\u00a0</div>econ\u00f3micas<div class=\"d0 w165\">\u00a0</div>contra </div><div class=\"po0 fs14 cl2 l362 t867\" id=\"a2573\">Rusia,<div class=\"d0 w447\">\u00a0</div>adem\u00e1s<div class=\"d0 w274\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>provocar<div class=\"d0 w279\">\u00a0</div>una<div class=\"d0 w339\">\u00a0</div>gran<div class=\"d0 w269\">\u00a0</div>inestabilidad<div class=\"d0 w226\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>mercados<div class=\"d0 w449\">\u00a0</div>internacionales.<div class=\"d0 w377\">\u00a0</div>En<div class=\"d0 w376\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l362 t868\" id=\"a2575\">actualidad,<div class=\"d0 w450\">\u00a0</div>el<div class=\"d0 w451\">\u00a0</div>conflicto<div class=\"d0 w452\">\u00a0</div>b\u00e9lico<div class=\"d0 w453\">\u00a0</div>sigue<div class=\"d0 w454\">\u00a0</div>vigente<div class=\"d0 w320\">\u00a0</div>en<div class=\"d0 w455\">\u00a0</div>la<div class=\"d0 w316\">\u00a0</div>regi\u00f3n<div class=\"d0 w456\">\u00a0</div>afectada,<div class=\"d0 w457\">\u00a0</div>pese<div class=\"d0 w458\">\u00a0</div>al<div class=\"d0 w316\">\u00a0</div>inicio<div class=\"d0 w459\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t869\" id=\"a2579\">conversaciones<div class=\"d0 w460\">\u00a0</div>para<div class=\"d0 w440\">\u00a0</div>un<div class=\"d0 w441\">\u00a0</div>acuerdo<div class=\"d0 w461\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>paz<div class=\"d0 w462\">\u00a0</div>entre<div class=\"d0 w463\">\u00a0</div>EEUU<div class=\"d0 w464\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>Rusia<div class=\"d0 w466\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>otros<div class=\"d0 w381\">\u00a0</div>pa\u00edses<div class=\"d0 w431\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>entorno. </div><div class=\"po0 fs14 cl2 l362 t870\" id=\"a2581\">Asimismo, en<div class=\"d0 w163\">\u00a0</div>octubre de<div class=\"d0 w161\">\u00a0</div>2023 se<div class=\"d0 w468\">\u00a0</div>inici\u00f3 el<div class=\"d0 w174\">\u00a0</div>conflicto entre<div class=\"d0 w469\">\u00a0</div>Israel y<div class=\"d0 w470\">\u00a0</div>Ham\u00e1s,<div class=\"d0 w20\">\u00a0</div>cuyo alcance<div class=\"d0 w174\">\u00a0</div>sigue </div><div class=\"po0 fs14 cl2 l362 t871\" id=\"a2583\">siendo incierto a d\u00eda de hoy, incluyendo su extensi\u00f3n a m\u00e1s<div class=\"d0 w113\">\u00a0</div>pa\u00edses y regiones del entorno, tal y </div><div class=\"po0 fs14 cl2 l362 t872\" id=\"a2594\">como se<div class=\"d0 w58\">\u00a0</div>ha puesto<div class=\"d0 w27\">\u00a0</div>de manifiesto,<div class=\"d0 w471\">\u00a0</div>y que<div class=\"d0 w286\">\u00a0</div>depender\u00e1, entre otros<div class=\"d0 w264\">\u00a0</div>factores, de<div class=\"d0 w19\">\u00a0</div>la evoluci\u00f3n de<div class=\"d0 w169\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l362 t873\" id=\"a2601\">tregua firmada entre ambos actores en enero de 2025. </div><div class=\"po0 fs14 cl2 l362 t874\" id=\"a2604\">De manera especial,<div class=\"d0 w414\">\u00a0</div>la guerra de<div class=\"d0 w472\">\u00a0</div>Ucrania produjo<div class=\"d0 w141\">\u00a0</div>desde 2022 un<div class=\"d0 w141\">\u00a0</div>incremento significativo<div class=\"d0 w473\">\u00a0</div>de las </div><div class=\"po0 fs14 cl2 l362 t875\" id=\"a2608\">tasas<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>inflaci\u00f3n y<div class=\"d0 w249\">\u00a0</div>el encarecimiento<div class=\"d0 w474\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>recursos energ\u00e9ticos<div class=\"d0 w404\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>determinados periodos. </div><div class=\"po0 fs14 cl2 l362 t876\" id=\"a2609\">Asimismo, y a ra\u00edz de dichas tensiones inflacionistas, los Bancos Centrales fueron elevando los </div><div class=\"po0 fs14 cl2 l362 t877\" id=\"a2613\">tipos de<div class=\"d0 w7\">\u00a0</div>inter\u00e9s desde comienzos del<div class=\"d0 w286\">\u00a0</div>citado a\u00f1o, lo<div class=\"d0 w21\">\u00a0</div>que se<div class=\"d0 w333\">\u00a0</div>tradujo en un<div class=\"d0 w60\">\u00a0</div>incremento del coste </div><div class=\"po0 fs14 cl2 l362 t878\" id=\"a2617\">de financiaci\u00f3n de<div class=\"d0 w31\">\u00a0</div>los agentes<div class=\"d0 w231\">\u00a0</div>econ\u00f3micos. Todo lo<div class=\"d0 w24\">\u00a0</div>anterior deriv\u00f3 en<div class=\"d0 w344\">\u00a0</div>una ralentizaci\u00f3n de<div class=\"d0 w333\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l362 t879\" id=\"a2618\">econom\u00eda global durante el<div class=\"d0 w21\">\u00a0</div>ejercicio 2022, que continu\u00f3 en<div class=\"d0 w55\">\u00a0</div>2023. El ejercicio 2024 ha<div class=\"d0 w7\">\u00a0</div>mostrado </div><div class=\"po0 fs14 cl2 l362 t880\" id=\"a2621\">una estabilizaci\u00f3n del<div class=\"d0 w475\">\u00a0</div>crecimiento econ\u00f3mico, con<div class=\"d0 w30\">\u00a0</div>una moderaci\u00f3n<div class=\"d0 w23\">\u00a0</div>de las tasas<div class=\"d0 w293\">\u00a0</div>de inflaci\u00f3n y </div><div class=\"po0 fs14 cl2 l362 t881\" id=\"a2622\">por ende,<div class=\"d0 w475\">\u00a0</div>un descenso<div class=\"d0 w169\">\u00a0</div>de los<div class=\"d0 w286\">\u00a0</div>tipos de<div class=\"d0 w7\">\u00a0</div>inter\u00e9s, esto<div class=\"d0 w129\">\u00a0</div>\u00faltimo, a<div class=\"d0 w344\">\u00a0</div>ra\u00edz de<div class=\"d0 w293\">\u00a0</div>las decisiones<div class=\"d0 w395\">\u00a0</div>adoptadas </div><div class=\"po0 fs14 cl2 l362 t882\" id=\"a2623\">por<div class=\"d0 w17\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>Bancos Centrales<div class=\"d0 w476\">\u00a0</div>en los<div class=\"d0 w477\">\u00a0</div>\u00faltimos meses.<div class=\"d0 w119\">\u00a0</div>Dicho esto,<div class=\"d0 w292\">\u00a0</div>las perspectivas<div class=\"d0 w391\">\u00a0</div>econ\u00f3micas y<div class=\"d0 w335\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t883\" id=\"a2627\">crecimiento para 2025 son<div class=\"d0 w478\">\u00a0</div>moderadas, pero siguen<div class=\"d0 w479\">\u00a0</div>siendo a\u00fan inciertas, las<div class=\"d0 w329\">\u00a0</div>cuales depender\u00e1n, </div><div class=\"po0 fs14 cl2 l362 t884\" id=\"a2632\">entre otros factores, de la duraci\u00f3n de la guerra de Ucrania y el conflicto en Oriente Pr\u00f3ximo y </div><div class=\"po0 fs14 cl2 l362 t885\" id=\"a2636\">del comportamiento futuro de la<div class=\"d0 w246\">\u00a0</div>inflaci\u00f3n, y su vuelta a<div class=\"d0 w34\">\u00a0</div>los objetivos marcados, considerando </div><div class=\"po0 fs14 cl2 l362 t886\" id=\"a2639\">otras tensiones geopol\u00edticas,<div class=\"d0 w290\">\u00a0</div>como el<div class=\"d0 w38\">\u00a0</div>inicio de<div class=\"d0 w33\">\u00a0</div>una \u201cguerra comercial\u201d<div class=\"d0 w480\">\u00a0</div>con la<div class=\"d0 w20\">\u00a0</div>implantaci\u00f3n de </div><div class=\"po0 fs14 cl2 l362 t887\" id=\"a2640\">aranceles entre pa\u00edses.<div class=\"d0 w481\">\u00a0</div></div><div class=\"po0 fs14 cl2 l362 t888\" id=\"a2644\">En<div class=\"d0 w388\">\u00a0</div>general,<div class=\"d0 w482\">\u00a0</div>tanto<div class=\"d0 w476\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>negocio<div class=\"d0 w222\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>Educaci\u00f3n<div class=\"d0 w250\">\u00a0</div>como<div class=\"d0 w334\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>negocios<div class=\"d0 w382\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>Medios<div class=\"d0 w249\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>comunicaci\u00f3n </div><div class=\"po0 fs14 cl2 l362 t889\" id=\"a2645\">tienden<div class=\"d0 w335\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>presentar<div class=\"d0 w483\">\u00a0</div>una<div class=\"d0 w226\">\u00a0</div>evoluci\u00f3n<div class=\"d0 w345\">\u00a0</div>muy<div class=\"d0 w284\">\u00a0</div>condicionada<div class=\"d0 w484\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>entorno<div class=\"d0 w230\">\u00a0</div>macroecon\u00f3mico.<div class=\"d0 w290\">\u00a0</div>Por </div><div class=\"po0 fs14 cl2 l362 t890\" id=\"a2646\">ejemplo,<div class=\"d0 w485\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>lo<div class=\"d0 w111\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>refiere<div class=\"d0 w394\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>costes,<div class=\"d0 w238\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>materias<div class=\"d0 w19\">\u00a0</div>primas,<div class=\"d0 w229\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>recursos<div class=\"d0 w391\">\u00a0</div>energ\u00e9ticos<div class=\"d0 w486\">\u00a0</div>o<div class=\"d0 w167\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l362 t891\" id=\"a2648\">distribuci\u00f3n,<div class=\"d0 w296\">\u00a0</div>se<div class=\"d0 w165\">\u00a0</div>vieron<div class=\"d0 w169\">\u00a0</div>afectados<div class=\"d0 w55\">\u00a0</div>como<div class=\"d0 w344\">\u00a0</div>consecuencia del<div class=\"d0 w487\">\u00a0</div>incremento<div class=\"d0 w283\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>inflaci\u00f3n<div class=\"d0 w48\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l362 t892\" id=\"a2652\">perturbaciones puntuales<div class=\"d0 w265\">\u00a0</div>en la<div class=\"d0 w402\">\u00a0</div>cadena de<div class=\"d0 w479\">\u00a0</div>suministro derivadas<div class=\"d0 w341\">\u00a0</div>del entorno.<div class=\"d0 w267\">\u00a0</div>Adem\u00e1s, en el<div class=\"d0 w375\">\u00a0</div>caso </div><div class=\"po0 fs14 cl2 l362 t893\" id=\"a2653\">de los<div class=\"d0 w395\">\u00a0</div>Medios, se<div class=\"d0 w58\">\u00a0</div>ve especialmente afectado<div class=\"d0 w361\">\u00a0</div>lo que se<div class=\"d0 w199\">\u00a0</div>refiere al<div class=\"d0 w48\">\u00a0</div>comportamiento del mercado </div><div class=\"po0 fs14 cl2 l362 t894\" id=\"a2655\">publicitario. Las<div class=\"d0 w423\">\u00a0</div>actividades e<div class=\"d0 w488\">\u00a0</div>inversiones de<div class=\"d0 w489\">\u00a0</div>PRISA en Espa\u00f1a<div class=\"d0 w490\">\u00a0</div>y Latinoam\u00e9rica<div class=\"d0 w405\">\u00a0</div>est\u00e1n expuestas </div><div class=\"po0 fs14 cl2 l362 t895\" id=\"a2656\">a<div class=\"d0 w210\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>evoluci\u00f3n<div class=\"d0 w491\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>los<div class=\"d0 w210\">\u00a0</div>distintos<div class=\"d0 w492\">\u00a0</div>par\u00e1metros<div class=\"d0 w493\">\u00a0</div>macroecon\u00f3micos<div class=\"d0 w494\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>cada<div class=\"d0 w398\">\u00a0</div>pa\u00eds,<div class=\"d0 w495\">\u00a0</div>incluyendo<div class=\"d0 w496\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l362 t896\" id=\"a2657\">evoluci\u00f3n de los tipos de cambio de las divisas.<div class=\"d0 w497\">\u00a0</div></div><div class=\"po0 fs14 cl2 l362 t897\" id=\"a2661\">Asimismo,<div class=\"d0 w419\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>incremento<div class=\"d0 w264\">\u00a0</div>experimentado<div class=\"d0 w49\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>Euribor<div class=\"d0 w30\">\u00a0</div>desde<div class=\"d0 w367\">\u00a0</div>principios<div class=\"d0 w396\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2022,<div class=\"d0 w111\">\u00a0</div>\u00edndice<div class=\"d0 w21\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t898\" id=\"a2662\">referencia del<div class=\"d0 w498\">\u00a0</div>coste de la<div class=\"d0 w499\">\u00a0</div>mayor parte de<div class=\"d0 w146\">\u00a0</div>la deuda<div class=\"d0 w125\">\u00a0</div>financiera del<div class=\"d0 w141\">\u00a0</div>Grupo, impact\u00f3 negativamente </div><div class=\"po0 fs14 cl2 l362 t899\" id=\"a2666\">en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>coste<div class=\"d0 w500\">\u00a0</div>financiero<div class=\"d0 w174\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>misma<div class=\"d0 w335\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>pago<div class=\"d0 w5\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>intereses.<div class=\"d0 w501\">\u00a0</div>Sin<div class=\"d0 w477\">\u00a0</div>embargo,<div class=\"d0 w482\">\u00a0</div>dicho<div class=\"d0 w280\">\u00a0</div>impacto </div><div class=\"po0 fs14 cl2 l362 t900\" id=\"a2668\">negativo se<div class=\"d0 w296\">\u00a0</div>ha visto<div class=\"d0 w50\">\u00a0</div>suavizado en<div class=\"d0 w246\">\u00a0</div>los \u00faltimos<div class=\"d0 w27\">\u00a0</div>meses por<div class=\"d0 w333\">\u00a0</div>el descenso experimentado<div class=\"d0 w368\">\u00a0</div>en dicho </div><div class=\"po0 fs14 cl2 l362 t901\" id=\"a2669\">\u00edndice, tal y como se ha comentado anteriormente. </div></div></div><div class=\"po1 w198 h61 lh0\" id=\"TextBlockContainer1664\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer1664\"><div class=\"po0 fs14 cl2 l340 t816\" id=\"a2681\">Teniendo en<div class=\"d0 w369\">\u00a0</div>consideraci\u00f3n la<div class=\"d0 w26\">\u00a0</div>complejidad de<div class=\"d0 w20\">\u00a0</div>los mercados a<div class=\"d0 w284\">\u00a0</div>causa de<div class=\"d0 w18\">\u00a0</div>la globalizaci\u00f3n de<div class=\"d0 w98\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a2682\">mismos, las<div class=\"d0 w233\">\u00a0</div>consecuencias para<div class=\"d0 w231\">\u00a0</div>las operaciones<div class=\"d0 w48\">\u00a0</div>del Grupo<div class=\"d0 w171\">\u00a0</div>son inciertas<div class=\"d0 w48\">\u00a0</div>y van<div class=\"d0 w247\">\u00a0</div>a depender<div class=\"d0 w223\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a2683\">gran medida del impacto restante<div class=\"d0 w479\">\u00a0</div>de los hechos mencionados<div class=\"d0 w392\">\u00a0</div>anteriormente. Por todo ello, a<div class=\"d0 w140\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a2685\">fecha<div class=\"d0 w242\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w503\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>las<div class=\"d0 w504\">\u00a0</div>presentes<div class=\"d0 w505\">\u00a0</div>cuentas<div class=\"d0 w506\">\u00a0</div>anuales<div class=\"d0 w399\">\u00a0</div>consolidadas<div class=\"d0 w272\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>ha<div class=\"d0 w195\">\u00a0</div>realizado<div class=\"d0 w507\">\u00a0</div>una </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a2686\">valoraci\u00f3n de<div class=\"d0 w228\">\u00a0</div>los impactos<div class=\"d0 w394\">\u00a0</div>que ha<div class=\"d0 w229\">\u00a0</div>tenido principalmente<div class=\"d0 w20\">\u00a0</div>la invasi\u00f3n<div class=\"d0 w8\">\u00a0</div>de Ucrania,<div class=\"d0 w49\">\u00a0</div>y en<div class=\"d0 w475\">\u00a0</div>menor </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a2687\">medida<div class=\"d0 w508\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>conflicto<div class=\"d0 w510\">\u00a0</div>entre<div class=\"d0 w511\">\u00a0</div>Israel<div class=\"d0 w465\">\u00a0</div>y<div class=\"d0 w196\">\u00a0</div>Ham\u00e1s<div class=\"d0 w512\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>otras<div class=\"d0 w195\">\u00a0</div>tensiones<div class=\"d0 w513\">\u00a0</div>geopol\u00edticas,<div class=\"d0 w211\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>sus<div class=\"d0 w252\">\u00a0</div>impactos </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a2692\">macroecon\u00f3micos adversos<div class=\"d0 w514\">\u00a0</div>asociados sobre el<div class=\"d0 w515\">\u00a0</div>Grupo a 31<div class=\"d0 w406\">\u00a0</div>de diciembre de<div class=\"d0 w478\">\u00a0</div>2024, existiendo a\u00fan </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a2693\">una elevada incertidumbre sobre sus consecuencias, a corto y medio<div class=\"d0 w516\">\u00a0</div>plazo. </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a2696\">Por<div class=\"d0 w26\">\u00a0</div>tanto, los<div class=\"d0 w388\">\u00a0</div>Administradores y<div class=\"d0 w517\">\u00a0</div>la Direcci\u00f3n<div class=\"d0 w518\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>Grupo<div class=\"d0 w57\">\u00a0</div>han realizado<div class=\"d0 w334\">\u00a0</div>una<div class=\"d0 w110\">\u00a0</div>evaluaci\u00f3n de<div class=\"d0 w172\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a2697\">situaci\u00f3n<div class=\"d0 w519\">\u00a0</div>actual<div class=\"d0 w520\">\u00a0</div>conforme<div class=\"d0 w520\">\u00a0</div>a<div class=\"d0 w457\">\u00a0</div>la<div class=\"d0 w316\">\u00a0</div>mejor<div class=\"d0 w521\">\u00a0</div>informaci\u00f3n<div class=\"d0 w522\">\u00a0</div>disponible.<div class=\"d0 w317\">\u00a0</div>Por<div class=\"d0 w456\">\u00a0</div>las<div class=\"d0 w523\">\u00a0</div>consideraciones </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a2698\">mencionadas<div class=\"d0 w524\">\u00a0</div>anteriormente,<div class=\"d0 w257\">\u00a0</div>dicha<div class=\"d0 w525\">\u00a0</div>informaci\u00f3n<div class=\"d0 w526\">\u00a0</div>puede<div class=\"d0 w527\">\u00a0</div>ser<div class=\"d0 w528\">\u00a0</div>objeto<div class=\"d0 w529\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>variaciones.<div class=\"d0 w526\">\u00a0</div>De<div class=\"d0 w312\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a2701\">resultados de dicha evaluaci\u00f3n, se destacan los siguientes aspectos: </div><div class=\"po0 fs14 cl2 l364 t828\" id=\"a2704\">\u2022<div class=\"d0 w530\">\u00a0</div>Riesgo<div class=\"d0 w5\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>liquidez:<div class=\"d0 w232\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>situaci\u00f3n<div class=\"d0 w389\">\u00a0</div>general<div class=\"d0 w227\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>mercados<div class=\"d0 w284\">\u00a0</div>ha<div class=\"d0 w280\">\u00a0</div>provocado<div class=\"d0 w500\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>momentos </div><div class=\"po0 fs14 cl2 l365 t829\" id=\"a2709\">concretos<div class=\"d0 w239\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>aumento<div class=\"d0 w7\">\u00a0</div>general<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>tensiones<div class=\"d0 w30\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>liquidez<div class=\"d0 w171\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>econom\u00eda,<div class=\"d0 w56\">\u00a0</div>incluso<div class=\"d0 w283\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l365 t830\" id=\"a2713\">ocasiones una<div class=\"d0 w480\">\u00a0</div>contracci\u00f3n del mercado<div class=\"d0 w368\">\u00a0</div>de cr\u00e9dito.<div class=\"d0 w418\">\u00a0</div>En este sentido,<div class=\"d0 w247\">\u00a0</div>el Grupo<div class=\"d0 w19\">\u00a0</div>cuenta con </div><div class=\"po0 fs14 cl2 l365 t831\" id=\"a2716\">una<div class=\"d0 w110\">\u00a0</div>deuda Super<div class=\"d0 w338\">\u00a0</div>Senior (\u201cSuper<div class=\"d0 w404\">\u00a0</div>Senior Term<div class=\"d0 w287\">\u00a0</div>&amp; Revolving<div class=\"d0 w344\">\u00a0</div>Facilities Agreement\u201d)<div class=\"d0 w284\">\u00a0</div>para </div><div class=\"po0 fs14 cl2 l365 t832\" id=\"a2717\">atender necesidades<div class=\"d0 w18\">\u00a0</div>operativas por un<div class=\"d0 w343\">\u00a0</div>importe m\u00e1ximo de<div class=\"d0 w48\">\u00a0</div>hasta 240 millones<div class=\"d0 w55\">\u00a0</div>de euros, </div><div class=\"po0 fs14 cl2 l365 t833\" id=\"a2719\">de los que 200 millones de euros se encuentran dispuestos<div class=\"d0 w406\">\u00a0</div>a 31 de diciembre de 2024. Por </div><div class=\"po0 fs14 cl2 l365 t834\" id=\"a2727\">tanto, se encuentran<div class=\"d0 w129\">\u00a0</div>sin disponer 40 millones<div class=\"d0 w60\">\u00a0</div>de euros. Asimismo, el<div class=\"d0 w234\">\u00a0</div>resto de filiales del </div><div class=\"po0 fs14 cl2 l365 t835\" id=\"a2732\">Grupo<div class=\"d0 w57\">\u00a0</div>disponen a<div class=\"d0 w281\">\u00a0</div>31<div class=\"d0 w57\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>diciembre de<div class=\"d0 w287\">\u00a0</div>2024<div class=\"d0 w63\">\u00a0</div>de p\u00f3lizas<div class=\"d0 w390\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>cr\u00e9dito no<div class=\"d0 w288\">\u00a0</div>dispuestas y<div class=\"d0 w482\">\u00a0</div>otras </div><div class=\"po0 fs14 cl2 l365 t836\" id=\"a2739\">l\u00edneas de cr\u00e9dito por importe de 26,7<div class=\"d0 w328\">\u00a0</div>millones de euros. Adicionalmente, el<div class=\"d0 w406\">\u00a0</div>Grupo cuenta </div><div class=\"po0 fs14 cl2 l365 t837\" id=\"a2747\">con<div class=\"d0 w264\">\u00a0</div>una<div class=\"d0 w111\">\u00a0</div>tesorer\u00eda<div class=\"d0 w27\">\u00a0</div>disponible por<div class=\"d0 w531\">\u00a0</div>importe<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w480\">\u00a0</div>156,0 millones<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>euros<div class=\"d0 w48\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>dicha<div class=\"d0 w19\">\u00a0</div>fecha.<div class=\"d0 w34\">\u00a0</div>Lo </div><div class=\"po0 fs14 cl2 l365 t838\" id=\"a2749\">anterior, unido a la<div class=\"d0 w532\">\u00a0</div>existencia de planes<div class=\"d0 w375\">\u00a0</div>espec\u00edficos para la<div class=\"d0 w354\">\u00a0</div>mejora y gesti\u00f3n eficiente<div class=\"d0 w411\">\u00a0</div>de la </div><div class=\"po0 fs14 cl2 l365 t839\" id=\"a2750\">liquidez,<div class=\"d0 w18\">\u00a0</div>permite<div class=\"d0 w22\">\u00a0</div>afrontar dichas<div class=\"d0 w2\">\u00a0</div>tensiones puntuales.<div class=\"d0 w279\">\u00a0</div>En<div class=\"d0 w32\">\u00a0</div>base<div class=\"d0 w24\">\u00a0</div>a<div class=\"d0 w32\">\u00a0</div>esto, y<div class=\"d0 w2\">\u00a0</div>conforme a<div class=\"d0 w463\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l365 t840\" id=\"a2757\">previsiones<div class=\"d0 w415\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>tesorer\u00eda,<div class=\"d0 w432\">\u00a0</div>se<div class=\"d0 w415\">\u00a0</div>estima<div class=\"d0 w242\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>Grupo<div class=\"d0 w533\">\u00a0</div>contar\u00e1<div class=\"d0 w436\">\u00a0</div>con<div class=\"d0 w534\">\u00a0</div>caja<div class=\"d0 w535\">\u00a0</div>suficiente<div class=\"d0 w465\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l365 t841\" id=\"a2758\">pr\u00f3ximos doce meses para atender sus compromisos de pago. </div><div class=\"po0 fs14 cl2 l364 t904\" id=\"a2761\">\u2022<div class=\"d0 w530\">\u00a0</div>Riesgo de<div class=\"d0 w285\">\u00a0</div>variaci\u00f3n de<div class=\"d0 w475\">\u00a0</div>determinadas magnitudes<div class=\"d0 w366\">\u00a0</div>financieras: los<div class=\"d0 w225\">\u00a0</div>factores mencionados </div><div class=\"po0 fs14 cl2 l365 t844\" id=\"a2764\">podr\u00edan afectar a futuro principalmente y de<div class=\"d0 w34\">\u00a0</div>manera adversa a los ingresos publicitarios </div><div class=\"po0 fs14 cl2 l365 t845\" id=\"a2765\">del Grupo,<div class=\"d0 w18\">\u00a0</div>a los ingresos<div class=\"d0 w34\">\u00a0</div>por circulaci\u00f3n y<div class=\"d0 w23\">\u00a0</div>venta de educaci\u00f3n, as\u00ed<div class=\"d0 w286\">\u00a0</div>como a los<div class=\"d0 w56\">\u00a0</div>m\u00e1rgenes </div><div class=\"po0 fs14 cl2 l365 t846\" id=\"a2767\">asociados, en la medida que se produjera un aumento en<div class=\"d0 w125\">\u00a0</div>los costes o un impacto adverso </div><div class=\"po0 fs14 cl2 l365 t847\" id=\"a2769\">en<div class=\"d0 w281\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>ingresos<div class=\"d0 w60\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>entorno<div class=\"d0 w228\">\u00a0</div>macroecon\u00f3mico<div class=\"d0 w7\">\u00a0</div>actual,<div class=\"d0 w250\">\u00a0</div>aun<div class=\"d0 w111\">\u00a0</div>cuando<div class=\"d0 w167\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>no<div class=\"d0 w475\">\u00a0</div>tiene </div><div class=\"po0 fs14 cl2 l365 t848\" id=\"a2770\">relaciones comerciales con Ucrania, Rusia o Israel. Sin embargo, no es posible cuantificar </div><div class=\"po0 fs14 cl2 l365 t849\" id=\"a2771\">de<div class=\"d0 w536\">\u00a0</div>forma<div class=\"d0 w531\">\u00a0</div>fiable<div class=\"d0 w377\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>impacto<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>factores<div class=\"d0 w377\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>acontecimientos<div class=\"d0 w161\">\u00a0</div>anteriores<div class=\"d0 w531\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>pr\u00f3ximos </div><div class=\"po0 fs14 cl2 l365 t850\" id=\"a2773\">estados financieros, teniendo en cuenta los condicionantes y restricciones<div class=\"d0 w478\">\u00a0</div>ya indicadas.<div class=\"d0 w537\">\u00a0</div></div><div class=\"po0 fs14 cl2 l364 t905\" id=\"a2776\"><div class=\"d0 w538\">\u00a0</div>Asimismo,<div class=\"d0 w174\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>invasi\u00f3n<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>Ucrania<div class=\"d0 w175\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>conflicto<div class=\"d0 w345\">\u00a0</div>entre<div class=\"d0 w250\">\u00a0</div>Israel<div class=\"d0 w233\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>Ham\u00e1s<div class=\"d0 w419\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>sus<div class=\"d0 w282\">\u00a0</div>impactos </div><div class=\"po0 fs14 cl2 l365 t853\" id=\"a2778\">macroecon\u00f3micos,<div class=\"d0 w290\">\u00a0</div>as\u00ed<div class=\"d0 w245\">\u00a0</div>como<div class=\"d0 w334\">\u00a0</div>otras<div class=\"d0 w290\">\u00a0</div>tensiones<div class=\"d0 w164\">\u00a0</div>geopol\u00edticas,<div class=\"d0 w172\">\u00a0</div>podr\u00edan<div class=\"d0 w119\">\u00a0</div>impactar<div class=\"d0 w344\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>manera </div><div class=\"po0 fs14 cl2 l365 t854\" id=\"a2781\">adversa a indicadores<div class=\"d0 w490\">\u00a0</div>clave para<div class=\"d0 w532\">\u00a0</div>el Grupo,<div class=\"d0 w342\">\u00a0</div>tales como<div class=\"d0 w326\">\u00a0</div>ratios de<div class=\"d0 w266\">\u00a0</div>apalancamiento financiero </div><div class=\"po0 fs14 cl2 l365 t855\" id=\"a2782\">y cumplimiento de ratios financieros establecidos en los contratos financieros del Grupo. </div><div class=\"po0 fs14 cl2 l365 t856\" id=\"a2783\">En este sentido, con la Refinanciaci\u00f3n acordada en el ejercicio 2022 se flexibiliz\u00f3 la deuda </div><div class=\"po0 fs14 cl2 l365 t857\" id=\"a2785\">financiera del Grupo y<div class=\"d0 w286\">\u00a0</div>le dot\u00f3 de una<div class=\"d0 w21\">\u00a0</div>estructura financiera que posibilitaba cumplir con </div><div class=\"po0 fs14 cl2 l365 t906\" id=\"a2790\">sus compromisos financieros (incluidos las ratios de car\u00e1cter<div class=\"d0 w402\">\u00a0</div>financiero (covenants)). </div></div></div><div class=\"po1 w198 h62 lh0\" id=\"TextBlockContainer1667\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer1667\"><div class=\"po0 fs14 cl2 l364 t756\" id=\"a2803\">\u2022<div class=\"d0 w530\">\u00a0</div>Riesgo de valoraci\u00f3n de los<div class=\"d0 w366\">\u00a0</div>activos y pasivos del balance: un<div class=\"d0 w234\">\u00a0</div>cambio en las estimaciones </div><div class=\"po0 fs14 cl2 l365 t816\" id=\"a2807\">futuras<div class=\"d0 w506\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>ingresos,<div class=\"d0 w377\">\u00a0</div>costes<div class=\"d0 w377\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>producci\u00f3n,<div class=\"d0 w379\">\u00a0</div>costes<div class=\"d0 w377\">\u00a0</div>financieros,<div class=\"d0 w379\">\u00a0</div>cobrabilidad<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l365 t902\" id=\"a2808\">clientes,<div class=\"d0 w347\">\u00a0</div>etc.<div class=\"d0 w187\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>Grupo<div class=\"d0 w255\">\u00a0</div>podr\u00eda<div class=\"d0 w261\">\u00a0</div>tener<div class=\"d0 w511\">\u00a0</div>un<div class=\"d0 w408\">\u00a0</div>impacto<div class=\"d0 w540\">\u00a0</div>negativo<div class=\"d0 w541\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>valor<div class=\"d0 w542\">\u00a0</div>contable<div class=\"d0 w153\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l365 t817\" id=\"a2809\">determinados activos (fondos<div class=\"d0 w488\">\u00a0</div>de comercio, activos<div class=\"d0 w143\">\u00a0</div>intangibles, cr\u00e9ditos fiscales,<div class=\"d0 w411\">\u00a0</div>deudores </div><div class=\"po0 fs14 cl2 l365 t818\" id=\"a2811\">comerciales<div class=\"d0 w474\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>otras<div class=\"d0 w340\">\u00a0</div>cuentas<div class=\"d0 w172\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>cobrar,<div class=\"d0 w281\">\u00a0</div>etc.)<div class=\"d0 w380\">\u00a0</div>as\u00ed<div class=\"d0 w245\">\u00a0</div>como<div class=\"d0 w166\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>necesidad<div class=\"d0 w483\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>registro<div class=\"d0 w285\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l365 t819\" id=\"a2812\">determinadas provisiones u<div class=\"d0 w26\">\u00a0</div>otro tipo de pasivos.<div class=\"d0 w396\">\u00a0</div>Se han<div class=\"d0 w27\">\u00a0</div>realizado los an\u00e1lisis y<div class=\"d0 w228\">\u00a0</div>c\u00e1lculos </div><div class=\"po0 fs14 cl2 l365 t820\" id=\"a2815\">adecuados que<div class=\"d0 w421\">\u00a0</div>han permitido,<div class=\"d0 w293\">\u00a0</div>en su<div class=\"d0 w368\">\u00a0</div>caso, la<div class=\"d0 w235\">\u00a0</div>reevaluaci\u00f3n del<div class=\"d0 w26\">\u00a0</div>valor de<div class=\"d0 w343\">\u00a0</div>dichos activos<div class=\"d0 w518\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l365 t821\" id=\"a2816\">pasivos<div class=\"d0 w246\">\u00a0</div>con<div class=\"d0 w47\">\u00a0</div>la informaci\u00f3n<div class=\"d0 w284\">\u00a0</div>disponible a<div class=\"d0 w380\">\u00a0</div>la fecha.<div class=\"d0 w161\">\u00a0</div>A<div class=\"d0 w57\">\u00a0</div>31<div class=\"d0 w63\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>diciembre de<div class=\"d0 w338\">\u00a0</div>2024<div class=\"d0 w57\">\u00a0</div>no<div class=\"d0 w32\">\u00a0</div>se han </div><div class=\"po0 fs14 cl2 l365 t822\" id=\"a2821\">producido cambios significativos<div class=\"d0 w329\">\u00a0</div>en las estimaciones<div class=\"d0 w488\">\u00a0</div>realizadas al cierre<div class=\"d0 w331\">\u00a0</div>del ejercicio 2023 </div><div class=\"po0 fs14 cl2 l365 t823\" id=\"a2824\">en<div class=\"d0 w337\">\u00a0</div>relaci\u00f3n<div class=\"d0 w232\">\u00a0</div>con<div class=\"d0 w389\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>magnitudes<div class=\"d0 w282\">\u00a0</div>anteriores,<div class=\"d0 w543\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>supongan<div class=\"d0 w287\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>impacto<div class=\"d0 w518\">\u00a0</div>negativo<div class=\"d0 w237\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l365 t824\" id=\"a2825\">estados financieros consolidados. </div><div class=\"po0 fs27 cl2 l364 t907\" id=\"a2828\">\u25cf</div><div class=\"po0 fs14 cl2 l365 t908\" id=\"a2830\">Riesgo<div class=\"d0 w241\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>continuidad<div class=\"d0 w435\">\u00a0</div>(going<div class=\"d0 w544\">\u00a0</div>concern):<div class=\"d0 w398\">\u00a0</div>teniendo<div class=\"d0 w460\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>cuenta<div class=\"d0 w442\">\u00a0</div>todos<div class=\"d0 w440\">\u00a0</div>los<div class=\"d0 w210\">\u00a0</div>factores<div class=\"d0 w545\">\u00a0</div>antes </div><div class=\"po0 fs14 cl2 l365 t909\" id=\"a2831\">mencionados,<div class=\"d0 w496\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>Administradores<div class=\"d0 w487\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>Grupo<div class=\"d0 w435\">\u00a0</div>consideran<div class=\"d0 w166\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>sigue<div class=\"d0 w493\">\u00a0</div>siendo<div class=\"d0 w381\">\u00a0</div>v\u00e1lida<div class=\"d0 w447\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l365 t910\" id=\"a2832\">aplicaci\u00f3n<div class=\"d0 w158\">\u00a0</div>del<div class=\"d0 w302\">\u00a0</div>principio<div class=\"d0 w546\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>empresa<div class=\"d0 w186\">\u00a0</div>en<div class=\"d0 w308\">\u00a0</div>funcionamiento.<div class=\"d0 w547\">\u00a0</div>Adicionalmente,<div class=\"d0 w548\">\u00a0</div>a<div class=\"d0 w358\">\u00a0</div>31<div class=\"d0 w358\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l365 t911\" id=\"a2834\">diciembre<div class=\"d0 w9\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2024,<div class=\"d0 w110\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>patrimonio<div class=\"d0 w234\">\u00a0</div>neto<div class=\"d0 w366\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>Sociedad<div class=\"d0 w18\">\u00a0</div>dominante<div class=\"d0 w57\">\u00a0</div>es<div class=\"d0 w129\">\u00a0</div>superior<div class=\"d0 w480\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>dos </div><div class=\"po0 fs14 cl2 l365 t912\" id=\"a2835\">terceras<div class=\"d0 w501\">\u00a0</div>partes<div class=\"d0 w373\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>cifra<div class=\"d0 w380\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>capital<div class=\"d0 w549\">\u00a0</div>social,<div class=\"d0 w477\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>lo<div class=\"d0 w339\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>encuentra<div class=\"d0 w292\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>situaci\u00f3n<div class=\"d0 w477\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l365 t913\" id=\"a2836\">equilibrio patrimonial. </div><div class=\"po0 fs14 cl2 l340 t914\" id=\"a2839\">Por<div class=\"d0 w60\">\u00a0</div>\u00faltimo,<div class=\"d0 w236\">\u00a0</div>resaltar<div class=\"d0 w50\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>Administradores y<div class=\"d0 w163\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>Direcci\u00f3n<div class=\"d0 w47\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>Grupo<div class=\"d0 w57\">\u00a0</div>est\u00e1n<div class=\"d0 w264\">\u00a0</div>realizando una </div><div class=\"po0 fs14 cl2 l340 t915\" id=\"a2840\">supervisi\u00f3n<div class=\"d0 w294\">\u00a0</div>constante<div class=\"d0 w279\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>evoluci\u00f3n<div class=\"d0 w292\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>situaci\u00f3n,<div class=\"d0 w337\">\u00a0</div>con<div class=\"d0 w501\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>fin<div class=\"d0 w6\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>afrontar<div class=\"d0 w161\">\u00a0</div>con<div class=\"d0 w501\">\u00a0</div>\u00e9xito<div class=\"d0 w380\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l341 t916\" id=\"a2841\">eventuales impactos, tanto financieros como no financieros,<div class=\"d0 w341\">\u00a0</div>que puedan producirse.</div></div></div><div class=\"po1 w755 h85 lh0\" id=\"TextBlockContainer2447\"><div class=\"po1 w755 z0\" id=\"TextContainer2447\"><div class=\"po0 fs25 cl2 l507 t756\" id=\"a11198\">Pol\u00edtica de gesti\u00f3n del capital </div><div class=\"po0 fs14 cl2 l1252 t1048\" id=\"a11200\">El principal objetivo de la pol\u00edtica<div class=\"d0 w47\">\u00a0</div>de gesti\u00f3n de capital del<div class=\"d0 w34\">\u00a0</div>Grupo es conseguir una estructura </div><div class=\"po0 fs14 cl2 l1252 t1215\" id=\"a11201\">de capital (Patrimonio neto y deuda)<div class=\"d0 w341\">\u00a0</div>adecuada que garantice la sostenibilidad<div class=\"d0 w354\">\u00a0</div>de sus negocios, </div><div class=\"po0 fs14 cl2 l1252 t770\" id=\"a11202\">alineando los intereses de los accionistas con los de los diversos<div class=\"d0 w325\">\u00a0</div>acreedores financieros.<div class=\"d0 w919\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1252 t1017\" id=\"a11206\">De este modo, en los \u00faltimos a\u00f1os y en el presente los Administradores de PRISA han tomado </div><div class=\"po0 fs14 cl2 l1252 t772\" id=\"a11209\">una serie de<div class=\"d0 w406\">\u00a0</div>medidas para reforzar la<div class=\"d0 w410\">\u00a0</div>estructura financiera y<div class=\"d0 w556\">\u00a0</div>patrimonial del Grupo,<div class=\"d0 w143\">\u00a0</div>tales como </div><div class=\"po0 fs14 cl2 l1252 t773\" id=\"a11210\">ampliaciones<div class=\"d0 w261\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>capital<div class=\"d0 w190\">\u00a0</div>o<div class=\"d0 w209\">\u00a0</div>emisi\u00f3n<div class=\"d0 w244\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>bonos<div class=\"d0 w262\">\u00a0</div>obligatoriamente<div class=\"d0 w263\">\u00a0</div>convertibles<div class=\"d0 w212\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>acciones<div class=\"d0 w244\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l1252 t1190\" id=\"a11212\">refinanciaci\u00f3n de<div class=\"d0 w9\">\u00a0</div>su deuda,<div class=\"d0 w361\">\u00a0</div>con foco<div class=\"d0 w480\">\u00a0</div>en el<div class=\"d0 w23\">\u00a0</div>crecimiento rentable y<div class=\"d0 w280\">\u00a0</div>la generaci\u00f3n<div class=\"d0 w38\">\u00a0</div>de valor<div class=\"d0 w7\">\u00a0</div>tal y </div><div class=\"po0 fs14 cl2 l1252 t1191\" id=\"a11214\">como se describe a continuaci\u00f3n. </div><div class=\"po0 fs14 cl2 l1252 t1193\" id=\"a11217\">El 19 de abril<div class=\"d0 w267\">\u00a0</div>de 2022 se produjo<div class=\"d0 w515\">\u00a0</div>la entrada en<div class=\"d0 w141\">\u00a0</div>vigor de la<div class=\"d0 w265\">\u00a0</div>Refinanciaci\u00f3n de la deuda<div class=\"d0 w550\">\u00a0</div>financiera </div><div class=\"po0 fs14 cl2 l1252 t1194\" id=\"a11218\">sindicada<div class=\"d0 w417\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>Grupo<div class=\"d0 w195\">\u00a0</div>que<div class=\"d0 w197\">\u00a0</div>contemplaba,<div class=\"d0 w510\">\u00a0</div>entre<div class=\"d0 w511\">\u00a0</div>otros<div class=\"d0 w553\">\u00a0</div>aspectos,<div class=\"d0 w243\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>ampliaci\u00f3n<div class=\"d0 w438\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>plazo<div class=\"d0 w564\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l1252 t1195\" id=\"a11219\">vencimiento de<div class=\"d0 w176\">\u00a0</div>la deuda<div class=\"d0 w224\">\u00a0</div>financiera a<div class=\"d0 w367\">\u00a0</div>2026 y<div class=\"d0 w164\">\u00a0</div>2027, la<div class=\"d0 w174\">\u00a0</div>divisi\u00f3n del<div class=\"d0 w390\">\u00a0</div>pr\u00e9stamo sindicado<div class=\"d0 w390\">\u00a0</div>en dos </div><div class=\"po0 fs14 cl2 l1252 t1196\" id=\"a11221\">tramos diferenciados<div class=\"d0 w201\">\u00a0</div>(uno de<div class=\"d0 w48\">\u00a0</div>deuda Senior y<div class=\"d0 w404\">\u00a0</div>otro de<div class=\"d0 w34\">\u00a0</div>deuda Junior)<div class=\"d0 w18\">\u00a0</div>y la<div class=\"d0 w169\">\u00a0</div>flexibilizaci\u00f3n de los </div><div class=\"po0 fs14 cl2 l1252 t1197\" id=\"a11222\">compromisos contractuales de la deuda que<div class=\"d0 w126\">\u00a0</div>permiti\u00f3, entre otras mejoras, aumentar el<div class=\"d0 w324\">\u00a0</div>margen </div><div class=\"po0 fs14 cl2 l1252 t2734\" id=\"a11223\">operativo<div class=\"d0 w6\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>PRISA<div class=\"d0 w292\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>suavizar<div class=\"d0 w340\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>ratios<div class=\"d0 w289\">\u00a0</div>financieros<div class=\"d0 w379\">\u00a0</div>exigidos<div class=\"d0 w224\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>anteriores<div class=\"d0 w160\">\u00a0</div>contratos. </div><div class=\"po0 fs14 cl2 l1252 t2849\" id=\"a11225\">Asimismo, se modificaron los t\u00e9rminos<div class=\"d0 w32\">\u00a0</div>del contrato de la deuda<div class=\"d0 w9\">\u00a0</div>Super Senior que, entre otros </div><div class=\"po0 fs14 cl2 l1252 t2850\" id=\"a11226\">t\u00e9rminos, supuso una ampliaci\u00f3n del plazo de su vencimiento hasta<div class=\"d0 w251\">\u00a0</div>junio de 2026. </div><div class=\"po0 fs14 cl2 l1252 t2851\" id=\"a11229\">En enero<div class=\"d0 w231\">\u00a0</div>de 2023,<div class=\"d0 w246\">\u00a0</div>el Consejo de<div class=\"d0 w396\">\u00a0</div>Administraci\u00f3n de PRISA<div class=\"d0 w169\">\u00a0</div>acord\u00f3 por unanimidad<div class=\"d0 w23\">\u00a0</div>realizar la </div><div class=\"po0 fs14 cl2 l1252 t2852\" id=\"a11233\">Emisi\u00f3n<div class=\"d0 w622\">\u00a0</div>2023,<div class=\"d0 w673\">\u00a0</div>seg\u00fan<div class=\"d0 w311\">\u00a0</div>se<div class=\"d0 w302\">\u00a0</div>ha<div class=\"d0 w182\">\u00a0</div>descrito<div class=\"d0 w305\">\u00a0</div>anteriormente.<div class=\"d0 w743\">\u00a0</div>En<div class=\"d0 w622\">\u00a0</div>febrero<div class=\"d0 w548\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>2023<div class=\"d0 w672\">\u00a0</div>se<div class=\"d0 w302\">\u00a0</div>suscribieron </div><div class=\"po0 fs14 cl2 l1252 t2853\" id=\"a11236\">Obligaciones Convertibles 2023 por importe<div class=\"d0 w27\">\u00a0</div>de 130 millones de euros,<div class=\"d0 w27\">\u00a0</div>es decir, la totalidad de </div><div class=\"po0 fs14 cl2 l1252 t2854\" id=\"a11247\">la oferta, de los<div class=\"d0 w58\">\u00a0</div>cuales 110 millones de<div class=\"d0 w32\">\u00a0</div>euros fueron destinados a amortizar parcialmente y<div class=\"d0 w543\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l1252 t2855\" id=\"a11248\">forma anticipada el tramo de la deuda Junior de la Sociedad. </div><div class=\"po0 fs14 cl2 l1252 t2856\" id=\"a11251\">En mayo<div class=\"d0 w248\">\u00a0</div>y noviembre<div class=\"d0 w391\">\u00a0</div>de 2023<div class=\"d0 w283\">\u00a0</div>y 2024,<div class=\"d0 w420\">\u00a0</div>y conforme<div class=\"d0 w391\">\u00a0</div>al calendario<div class=\"d0 w344\">\u00a0</div>de conversi\u00f3n<div class=\"d0 w296\">\u00a0</div>previsto en<div class=\"d0 w394\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l1252 t1209\" id=\"a11257\">emisi\u00f3n de las<div class=\"d0 w515\">\u00a0</div>mencionadas obligaciones<div class=\"d0 w353\">\u00a0</div>subordinadas,<div class=\"d0 w1022\">\u00a0</div>se han convertido<div class=\"d0 w479\">\u00a0</div>267.777 obligaciones </div><div class=\"po0 fs14 cl2 l1252 t2857\" id=\"a11266\">subordinadas<div class=\"d0 w349\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>Emisi\u00f3n<div class=\"d0 w590\">\u00a0</div>2023,<div class=\"d0 w191\">\u00a0</div>que<div class=\"d0 w565\">\u00a0</div>han<div class=\"d0 w68\">\u00a0</div>supuesto<div class=\"d0 w636\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>emisi\u00f3n<div class=\"d0 w211\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>267.777.000<div class=\"d0 w417\">\u00a0</div>acciones </div><div class=\"po0 fs14 cl2 l1252 t1210\" id=\"a11278\">ordinarias<div class=\"d0 w233\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>nueva<div class=\"d0 w175\">\u00a0</div>emisi\u00f3n<div class=\"d0 w8\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>Sociedad,<div class=\"d0 w171\">\u00a0</div>conforme<div class=\"d0 w175\">\u00a0</div>al<div class=\"d0 w419\">\u00a0</div>precio<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>conversi\u00f3n<div class=\"d0 w344\">\u00a0</div>establecido. </div><div class=\"po0 fs14 cl2 l1252 t1211\" id=\"a11280\">Asimismo, en el<div class=\"d0 w267\">\u00a0</div>periodo de conversi\u00f3n<div class=\"d0 w384\">\u00a0</div>extraordinario de<div class=\"d0 w406\">\u00a0</div>Obligaciones convertibles<div class=\"d0 w341\">\u00a0</div>2023 que<div class=\"d0 w392\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l1252 t1212\" id=\"a11284\">abri\u00f3<div class=\"d0 w167\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>colaci\u00f3n<div class=\"d0 w233\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>anunci\u00f3<div class=\"d0 w404\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>Emisi\u00f3n<div class=\"d0 w237\">\u00a0</div>2024,<div class=\"d0 w250\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>febrero<div class=\"d0 w343\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2024<div class=\"d0 w119\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>convirtieron<div class=\"d0 w31\">\u00a0</div>20.287 </div></div></div><div class=\"po1 w198 h213 lh0\" id=\"TextBlockContainer2450\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2450\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a11298\">obligaciones subordinadas de la Emisi\u00f3n<div class=\"d0 w387\">\u00a0</div>2023, que supusieron la emisi\u00f3n<div class=\"d0 w557\">\u00a0</div>de 20.287.000 nuevas </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a11306\">acciones ordinarias de nueva emisi\u00f3n conforme al precio<div class=\"d0 w140\">\u00a0</div>de conversi\u00f3n establecido. </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a11311\">Asimismo, en enero<div class=\"d0 w47\">\u00a0</div>de 2024, el<div class=\"d0 w236\">\u00a0</div>Consejo de Administraci\u00f3n de<div class=\"d0 w26\">\u00a0</div>PRISA acord\u00f3 por unanimidad </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a11313\">realizar la<div class=\"d0 w366\">\u00a0</div>Emisi\u00f3n 2024.<div class=\"d0 w290\">\u00a0</div>En abril<div class=\"d0 w395\">\u00a0</div>de 2024<div class=\"d0 w484\">\u00a0</div>se suscribieron<div class=\"d0 w48\">\u00a0</div>Obligaciones Convertibles<div class=\"d0 w8\">\u00a0</div>2024 por </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a11330\">importe de 100 millones de<div class=\"d0 w332\">\u00a0</div>euros, es decir, la<div class=\"d0 w516\">\u00a0</div>totalidad de la oferta, de<div class=\"d0 w620\">\u00a0</div>los cuales 50 millones de </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a11332\">euros fueron destinados a amortizar<div class=\"d0 w49\">\u00a0</div>parcialmente y de forma anticipada el<div class=\"d0 w34\">\u00a0</div>tramo de la deuda </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a11333\">Junior de la Sociedad. </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a11336\">En mayo y<div class=\"d0 w480\">\u00a0</div>noviembre de 2024<div class=\"d0 w19\">\u00a0</div>y conforme al<div class=\"d0 w110\">\u00a0</div>calendario de conversi\u00f3n previsto<div class=\"d0 w30\">\u00a0</div>en la<div class=\"d0 w32\">\u00a0</div>Emisi\u00f3n </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a11339\">2024,<div class=\"d0 w407\">\u00a0</div>se<div class=\"d0 w415\">\u00a0</div>han<div class=\"d0 w242\">\u00a0</div>convertido<div class=\"d0 w416\">\u00a0</div>57.666<div class=\"d0 w204\">\u00a0</div>obligaciones<div class=\"d0 w207\">\u00a0</div>subordinadas<div class=\"d0 w467\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>citada<div class=\"d0 w552\">\u00a0</div>emisi\u00f3n,<div class=\"d0 w583\">\u00a0</div>que<div class=\"d0 w407\">\u00a0</div>han </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a11348\">supuesto<div class=\"d0 w1023\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>emisi\u00f3n<div class=\"d0 w244\">\u00a0</div>de<div class=\"d0 w563\">\u00a0</div>57.666.000<div class=\"d0 w210\">\u00a0</div>acciones<div class=\"d0 w202\">\u00a0</div>ordinarias<div class=\"d0 w465\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>nueva<div class=\"d0 w242\">\u00a0</div>emisi\u00f3n<div class=\"d0 w244\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>Sociedad, </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a11352\">conforme al precio de conversi\u00f3n establecido. </div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a11355\">Estas<div class=\"d0 w119\">\u00a0</div>emisiones<div class=\"d0 w383\">\u00a0</div>han<div class=\"d0 w368\">\u00a0</div>mejorado<div class=\"d0 w296\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>situaci\u00f3n<div class=\"d0 w283\">\u00a0</div>patrimonial<div class=\"d0 w55\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Grupo,<div class=\"d0 w343\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>medida<div class=\"d0 w486\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>que<div class=\"d0 w539\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t1057\" id=\"a11366\">citados<div class=\"d0 w928\">\u00a0</div>instrumentos se<div class=\"d0 w411\">\u00a0</div>han considerado<div class=\"d0 w411\">\u00a0</div>como instrumentos<div class=\"d0 w634\">\u00a0</div>financieros<div class=\"d0 w832\">\u00a0</div>compuestos, en<div class=\"d0 w559\">\u00a0</div>los que </div><div class=\"po0 fs14 cl2 l340 t1059\" id=\"a11389\">la<div class=\"d0 w379\">\u00a0</div>pr\u00e1ctica<div class=\"d0 w468\">\u00a0</div>totalidad<div class=\"d0 w335\">\u00a0</div>del<div class=\"d0 w5\">\u00a0</div>efectivo<div class=\"d0 w380\">\u00a0</div>recibido<div class=\"d0 w224\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>dichas<div class=\"d0 w289\">\u00a0</div>emisiones<div class=\"d0 w281\">\u00a0</div>han<div class=\"d0 w3\">\u00a0</div>sido<div class=\"d0 w586\">\u00a0</div>registrados<div class=\"d0 w469\">\u00a0</div>como </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a11404\">patrimonio<div class=\"d0 w535\">\u00a0</div>neto,<div class=\"d0 w841\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>medida<div class=\"d0 w1024\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>las<div class=\"d0 w504\">\u00a0</div>obligaciones<div class=\"d0 w536\">\u00a0</div>convertibles<div class=\"d0 w493\">\u00a0</div>son<div class=\"d0 w433\">\u00a0</div>obligatoriamente </div><div class=\"po0 fs14 cl2 l340 t1124\" id=\"a11405\">convertidas en acciones nuevas de la Sociedad y a un tipo de conversi\u00f3n<div class=\"d0 w332\">\u00a0</div>fijo </div><div class=\"po0 fs26 cl2 l1699 t2859\" id=\"a11407\">(v\u00e9ase nota 1b)</div><div class=\"po0 fs14 cl2 l1700 t1124\" id=\"a11412\">. </div><div class=\"po0 fs14 cl2 l340 t1063\" id=\"a11415\">Tras las citadas<div class=\"d0 w446\">\u00a0</div>conversiones, el<div class=\"d0 w299\">\u00a0</div>capital social<div class=\"d0 w532\">\u00a0</div>de la Sociedad<div class=\"d0 w385\">\u00a0</div>ha quedado fijado<div class=\"d0 w141\">\u00a0</div>en 108.638<div class=\"d0 w266\">\u00a0</div>miles </div><div class=\"po0 fs14 cl2 l340 t1125\" id=\"a11417\">de euros, dividido en<div class=\"d0 w34\">\u00a0</div>1.086.380.193 acciones de 0,10 euros<div class=\"d0 w31\">\u00a0</div>de valor nominal cada una<div class=\"d0 w39\">\u00a0</div>de ellas, </div><div class=\"po0 fs14 cl2 l340 t1064\" id=\"a11421\">todas pertenecientes a una misma clase y serie.<div class=\"d0 w1022\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t2860\" id=\"a11425\">A 31<div class=\"d0 w7\">\u00a0</div>de diciembre de<div class=\"d0 w39\">\u00a0</div>2024 y<div class=\"d0 w57\">\u00a0</div>2023, el patrimonio<div class=\"d0 w246\">\u00a0</div>neto de<div class=\"d0 w48\">\u00a0</div>la Sociedad dominante<div class=\"d0 w55\">\u00a0</div>es superior a </div><div class=\"po0 fs14 cl2 l340 t2861\" id=\"a11430\">las<div class=\"d0 w475\">\u00a0</div>dos<div class=\"d0 w23\">\u00a0</div>terceras<div class=\"d0 w264\">\u00a0</div>partes<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>cifra<div class=\"d0 w7\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>capital<div class=\"d0 w39\">\u00a0</div>social,<div class=\"d0 w8\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>lo<div class=\"d0 w110\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>encuentra<div class=\"d0 w366\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>situaci\u00f3n<div class=\"d0 w283\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l341 t2862\" id=\"a11432\">equilibrio patrimonial a dichas fechas.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfObjectivesPoliciesAndProcessesForManagingCapitalExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_427": {
   "value": "<div class=\"po1 w562 h63 lh0\" id=\"TextBlockContainer1670\"><div class=\"po1 w562 z0\" id=\"TextContainer1670\"><div class=\"po0 fs25 cl2 l366 t756\" id=\"a2854\">Aplicaci\u00f3n de las Normas Internacionales de Informaci\u00f3n Financiera<div class=\"d0 w515\">\u00a0</div>(NIIF) </div><div class=\"po0 fs14 cl2 l367 t920\" id=\"a2856\">Las presentes cuentas<div class=\"d0 w236\">\u00a0</div>anuales consolidadas del<div class=\"d0 w47\">\u00a0</div>Grupo han sido<div class=\"d0 w231\">\u00a0</div>elaboradas de acuerdo con<div class=\"d0 w56\">\u00a0</div>lo </div><div class=\"po0 fs14 cl2 l367 t921\" id=\"a2857\">establecido por<div class=\"d0 w125\">\u00a0</div>las Normas<div class=\"d0 w330\">\u00a0</div>Internacionales de<div class=\"d0 w550\">\u00a0</div>Informaci\u00f3n Financiera<div class=\"d0 w331\">\u00a0</div>(en adelante<div class=\"d0 w329\">\u00a0</div>\u201cNIIF-UE\u201d), </div><div class=\"po0 fs14 cl2 l367 t922\" id=\"a2861\">seg\u00fan han<div class=\"d0 w543\">\u00a0</div>sido adoptadas<div class=\"d0 w60\">\u00a0</div>por la<div class=\"d0 w8\">\u00a0</div>Uni\u00f3n Europea,<div class=\"d0 w395\">\u00a0</div>de conformidad<div class=\"d0 w369\">\u00a0</div>con el<div class=\"d0 w201\">\u00a0</div>Reglamento (CE)<div class=\"d0 w30\">\u00a0</div>n\u00ba </div><div class=\"po0 fs14 cl2 l367 t923\" id=\"a2862\">1606/2002<div class=\"d0 w541\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>Parlamento<div class=\"d0 w551\">\u00a0</div>Europeo<div class=\"d0 w552\">\u00a0</div>y<div class=\"d0 w196\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>Consejo,<div class=\"d0 w553\">\u00a0</div>y<div class=\"d0 w196\">\u00a0</div>con<div class=\"d0 w554\">\u00a0</div>los<div class=\"d0 w194\">\u00a0</div>requerimientos<div class=\"d0 w438\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>formato </div><div class=\"po0 fs14 cl2 l367 t924\" id=\"a2864\">establecidos en el Reglamento Delegado UE 2018/815 de la Comisi\u00f3n Europea. Adem\u00e1s de los </div><div class=\"po0 fs14 cl2 l367 t925\" id=\"a2865\">establecidos por NIIF-UE,<div class=\"d0 w555\">\u00a0</div>se han aplicado<div class=\"d0 w414\">\u00a0</div>en estas cuentas<div class=\"d0 w325\">\u00a0</div>anuales consolidadas<div class=\"d0 w325\">\u00a0</div>todos aquellos </div><div class=\"po0 fs14 cl2 l367 t926\" id=\"a2869\">requerimientos recogidos<div class=\"d0 w556\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>C\u00f3digo de<div class=\"d0 w558\">\u00a0</div>Comercio y<div class=\"d0 w558\">\u00a0</div>la Ley de<div class=\"d0 w559\">\u00a0</div>Sociedades de<div class=\"d0 w146\">\u00a0</div>Capital, as\u00ed<div class=\"d0 w265\">\u00a0</div>como </div><div class=\"po0 fs14 cl2 l367 t927\" id=\"a2870\">otros aspectos que pudieran ser aplicables de la normativa espa\u00f1ola en<div class=\"d0 w140\">\u00a0</div>vigor. </div><div class=\"po0 fs14 cl2 l367 t928\" id=\"a2876\">De acuerdo con dicha<div class=\"d0 w423\">\u00a0</div>regulaci\u00f3n, en el<div class=\"d0 w353\">\u00a0</div>\u00e1mbito de aplicaci\u00f3n<div class=\"d0 w560\">\u00a0</div>de las NIIF-UE, y<div class=\"d0 w561\">\u00a0</div>en la elaboraci\u00f3n </div><div class=\"po0 fs14 cl2 l367 t929\" id=\"a2880\">de estas cuentas anuales consolidadas del Grupo, cabe destacar los siguientes<div class=\"d0 w268\">\u00a0</div>aspectos: </div><div class=\"po0 fs27 cl2 l368 t930\" id=\"a2887\">\u25cf</div><div class=\"po0 fs14 cl2 l369 t931\" id=\"a2889\">Las NIIF-UE<div class=\"d0 w34\">\u00a0</div>se aplican<div class=\"d0 w49\">\u00a0</div>en la<div class=\"d0 w19\">\u00a0</div>elaboraci\u00f3n de la<div class=\"d0 w165\">\u00a0</div>informaci\u00f3n financiera consolidada<div class=\"d0 w234\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l369 t932\" id=\"a2894\">Grupo.<div class=\"d0 w232\">\u00a0</div>Los<div class=\"d0 w369\">\u00a0</div>estados<div class=\"d0 w344\">\u00a0</div>financieros<div class=\"d0 w361\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>sociedades<div class=\"d0 w518\">\u00a0</div>individuales<div class=\"d0 w57\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>forman<div class=\"d0 w228\">\u00a0</div>parte<div class=\"d0 w247\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l369 t933\" id=\"a2895\">Grupo se elaboran<div class=\"d0 w27\">\u00a0</div>y presentan de acuerdo<div class=\"d0 w23\">\u00a0</div>con lo establecido en<div class=\"d0 w129\">\u00a0</div>la normativa contable </div><div class=\"po0 fs14 cl2 l369 t934\" id=\"a2896\">de cada pa\u00eds (</div><div class=\"po0 fs26 cl2 l370 t935\" id=\"a2899\">v\u00e9ase nota 2b</div><div class=\"po0 fs14 cl2 l371 t934\" id=\"a2900\">). </div><div class=\"po0 fs27 cl2 l368 t936\" id=\"a2904\">\u25cf</div><div class=\"po0 fs14 cl2 l369 t937\" id=\"a2906\">De<div class=\"d0 w279\">\u00a0</div>acuerdo<div class=\"d0 w199\">\u00a0</div>con<div class=\"d0 w477\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>NIIF-UE,<div class=\"d0 w380\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>estas<div class=\"d0 w250\">\u00a0</div>cuentas<div class=\"d0 w172\">\u00a0</div>anuales<div class=\"d0 w173\">\u00a0</div>consolidadas<div class=\"d0 w174\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>incluyen<div class=\"d0 w485\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l369 t938\" id=\"a2910\">siguientes estados financieros consolidados del Grupo: </div><div class=\"po0 fs29 cl2 l372 t939\" id=\"a2913\">-</div><div class=\"po0 fs14 cl2 l373 t940\" id=\"a2915\">Balance de situaci\u00f3n. </div></div></div><div class=\"po1 w566 h64 lh0\" id=\"TextBlockContainer1673\"><img alt=\"doc2p9i1\" class=\"po0 l375 t942 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l376 t943 bgc4\">\u00a0</div>\n<div class=\"po1 w566 z0\" id=\"TextContainer1673\"><div class=\"po0 fs29 cl2 l377 t756\" id=\"a2926\">-</div><div class=\"po0 fs14 cl2 l378 t756\" id=\"a2928\">Cuenta de resultados. </div><div class=\"po0 fs29 cl2 l377 t816\" id=\"a2930\">-</div><div class=\"po0 fs14 cl2 l378 t944\" id=\"a2932\">Estado del resultado global. </div><div class=\"po0 fs29 cl2 l377 t902\" id=\"a2934\">-</div><div class=\"po0 fs14 cl2 l378 t945\" id=\"a2936\">Estado de variaciones en el patrimonio neto. </div><div class=\"po0 fs29 cl2 l377 t817\" id=\"a2938\">-</div><div class=\"po0 fs14 cl2 l378 t946\" id=\"a2940\">Estado de flujos de efectivo. </div><div class=\"po0 fs27 cl2 l379 t947\" id=\"a2944\">\u25cf</div><div class=\"po0 fs14 cl2 l380 t948\" id=\"a2946\">De acuerdo con la NIC<div class=\"d0 w299\">\u00a0</div>8, los criterios contables<div class=\"d0 w478\">\u00a0</div>y normas de valoraci\u00f3n<div class=\"d0 w140\">\u00a0</div>aplicados por el </div><div class=\"po0 fs14 cl2 l380 t949\" id=\"a2947\">Grupo<div class=\"d0 w255\">\u00a0</div>se<div class=\"d0 w415\">\u00a0</div>han<div class=\"d0 w197\">\u00a0</div>aplicado<div class=\"d0 w563\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>forma<div class=\"d0 w508\">\u00a0</div>uniforme<div class=\"d0 w564\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>todas<div class=\"d0 w252\">\u00a0</div>las<div class=\"d0 w541\">\u00a0</div>transacciones,<div class=\"d0 w465\">\u00a0</div>eventos<div class=\"d0 w565\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l343 t950\" id=\"a2948\">conceptos, en los ejercicios 2024 y 2023.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:StatementOfIFRSCompliance",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_302": {
   "value": "<div class=\"po1 w502 h65 lh0\" id=\"TextBlockContainer1679\"><div class=\"po0 l342 t756 f0\" id=\"div_1676_XBRL_TS_d7a19ee11c0a4c139bf439fe0890c8de\"><div class=\"po1 w502 h65 lh0\" id=\"TextBlockContainer1677\"><div class=\"po1 w502 z0\" id=\"TextContainer1677\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a2953\">Durante el ejercicio 2024<div class=\"d0 w125\">\u00a0</div>entraron en vigor<div class=\"d0 w268\">\u00a0</div>las siguientes modificaciones<div class=\"d0 w567\">\u00a0</div>a las normas contables </div><div class=\"po0 fs14 cl2 l362 t757\" id=\"a2955\">que, por<div class=\"d0 w172\">\u00a0</div>tanto, han<div class=\"d0 w396\">\u00a0</div>sido tenidas<div class=\"d0 w419\">\u00a0</div>en cuenta<div class=\"d0 w343\">\u00a0</div>en la<div class=\"d0 w543\">\u00a0</div>elaboraci\u00f3n de las<div class=\"d0 w224\">\u00a0</div>presentes cuentas<div class=\"d0 w200\">\u00a0</div>anuales </div><div class=\"po0 fs14 cl2 l362 t758\" id=\"a2956\">consolidadas: </div><div class=\"po0 fs29 cl2 l382 t952\" id=\"a2959\">-</div><div class=\"po0 fs14 cl2 l383 t953\" id=\"a2961\">Modificaci\u00f3n a la NIC 1: Clasificaci\u00f3n de pasivos financieros entre corrientes<div class=\"d0 w300\">\u00a0</div>y no </div><div class=\"po0 fs14 cl2 l383 t954\" id=\"a2962\">corrientes.<div class=\"d0 w210\">\u00a0</div>Pasivos no corrientes con covenants </div><div class=\"po0 fs29 cl2 l382 t955\" id=\"a2968\">-</div><div class=\"po0 fs14 cl2 l383 t956\" id=\"a2970\">Modificaci\u00f3n a la NIIF 16: Pasivos por arrendamientos en operaciones<div class=\"d0 w479\">\u00a0</div>de venta y </div><div class=\"po0 fs14 cl2 l383 t957\" id=\"a2971\">arrendamiento posterior. </div><div class=\"po0 fs29 cl2 l382 t958\" id=\"a2973\">-</div><div class=\"po0 fs14 cl2 l383 t959\" id=\"a2975\">Modificaci\u00f3n a la NIC 7 Estado de flujos de efectivo y NIIF<div class=\"d0 w140\">\u00a0</div>7 Instrumentos financieros: </div><div class=\"po0 fs14 cl2 l383 t960\" id=\"a2976\">acuerdos de confirming. Desgloses. </div><div class=\"po0 fs14 cl2 l340 t961\" id=\"a2980\">La aplicaci\u00f3n<div class=\"d0 w30\">\u00a0</div>de las<div class=\"d0 w110\">\u00a0</div>citadas modificaciones e<div class=\"d0 w230\">\u00a0</div>interpretaciones vigentes desde<div class=\"d0 w111\">\u00a0</div>el 1<div class=\"d0 w296\">\u00a0</div>de enero<div class=\"d0 w236\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t962\" id=\"a2981\">2024 no<div class=\"d0 w343\">\u00a0</div>ha supuesto<div class=\"d0 w368\">\u00a0</div>impacto significativo<div class=\"d0 w395\">\u00a0</div>alguno en<div class=\"d0 w229\">\u00a0</div>los estados<div class=\"d0 w369\">\u00a0</div>financieros consolidados<div class=\"d0 w39\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t963\" id=\"a2989\">Grupo del<div class=\"d0 w290\">\u00a0</div>presente ejercicio.<div class=\"d0 w21\">\u00a0</div>Por tanto,<div class=\"d0 w230\">\u00a0</div>las pol\u00edticas<div class=\"d0 w390\">\u00a0</div>contables utilizadas<div class=\"d0 w49\">\u00a0</div>en la<div class=\"d0 w248\">\u00a0</div>preparaci\u00f3n de </div><div class=\"po0 fs14 cl2 l340 t964\" id=\"a2991\">estas cuentas anuales consolidadas<div class=\"d0 w515\">\u00a0</div>son, en todos sus aspectos significativos,<div class=\"d0 w342\">\u00a0</div>las mismas que las </div><div class=\"po0 fs14 cl2 l340 t965\" id=\"a2992\">aplicadas en las cuentas anuales<div class=\"d0 w34\">\u00a0</div>consolidadas del ejercicio anual terminado el 31<div class=\"d0 w246\">\u00a0</div>de diciembre </div><div class=\"po0 fs14 cl2 l341 t695\" id=\"a2993\">de 2023.</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfBasisOfPreparationOfFinancialStatementsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_303": {
   "value": "<div class=\"po1 w198 h55 lh0\" id=\"TextBlockContainer1683\"><div class=\"po1 w198 z0\" id=\"TextContainer1683\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a3100\">Las cuentas anuales consolidadas se han<div class=\"d0 w239\">\u00a0</div>obtenido a partir de las cuentas<div class=\"d0 w264\">\u00a0</div>anuales individuales </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a3101\">de<div class=\"d0 w209\">\u00a0</div>PRISA<div class=\"d0 w510\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>sus<div class=\"d0 w438\">\u00a0</div>sociedades<div class=\"d0 w535\">\u00a0</div>dependientes,<div class=\"d0 w552\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>forma<div class=\"d0 w583\">\u00a0</div>que<div class=\"d0 w467\">\u00a0</div>muestran<div class=\"d0 w244\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>imagen<div class=\"d0 w203\">\u00a0</div>fiel<div class=\"d0 w207\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a3102\">patrimonio y de<div class=\"d0 w561\">\u00a0</div>la situaci\u00f3n financiera<div class=\"d0 w329\">\u00a0</div>del Grupo<div class=\"d0 w406\">\u00a0</div>al 31 de diciembre<div class=\"d0 w584\">\u00a0</div>de 2024 y de<div class=\"d0 w414\">\u00a0</div>los resultados </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a3106\">de sus operaciones, de los cambios en el patrimonio neto y de los flujos de efectivo, que se han </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a3107\">producido en<div class=\"d0 w268\">\u00a0</div>el Grupo<div class=\"d0 w423\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>ejercicio<div class=\"d0 w140\">\u00a0</div>terminado en<div class=\"d0 w550\">\u00a0</div>esa fecha.<div class=\"d0 w516\">\u00a0</div>El Grupo<div class=\"d0 w375\">\u00a0</div>ha elaborado<div class=\"d0 w424\">\u00a0</div>sus estados </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a3108\">financieros bajo<div class=\"d0 w543\">\u00a0</div>la hip\u00f3tesis<div class=\"d0 w27\">\u00a0</div>de empresa<div class=\"d0 w395\">\u00a0</div>en funcionamiento,<div class=\"d0 w39\">\u00a0</div>tal y<div class=\"d0 w55\">\u00a0</div>como se<div class=\"d0 w7\">\u00a0</div>describe en la<div class=\"d0 w343\">\u00a0</div>nota </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a3111\">1b. Asimismo,<div class=\"d0 w22\">\u00a0</div>salvo para<div class=\"d0 w47\">\u00a0</div>la elaboraci\u00f3n<div class=\"d0 w23\">\u00a0</div>del estado de<div class=\"d0 w223\">\u00a0</div>flujos de efectivo,<div class=\"d0 w480\">\u00a0</div>se han<div class=\"d0 w48\">\u00a0</div>elaborado los </div><div class=\"po0 fs14 cl2 l341 t666\" id=\"a3112\">estados financieros utilizando el principio contable del devengo.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfGoingConcernExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_304": {
   "value": "<div class=\"po1 w374 h71 lh0\" id=\"TextBlockContainer1689\"><div class=\"po1 w374 z0\" id=\"TextContainer1689\"><div class=\"po0 fs25 cl2 l344 t756\" id=\"a3143\">Responsabilidad de la informaci\u00f3n y estimaciones realizadas </div><div class=\"po0 fs14 cl2 l345 t768\" id=\"a3145\">La<div class=\"d0 w586\">\u00a0</div>informaci\u00f3n<div class=\"d0 w474\">\u00a0</div>contenida<div class=\"d0 w288\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>estas<div class=\"d0 w250\">\u00a0</div>cuentas<div class=\"d0 w482\">\u00a0</div>anuales<div class=\"d0 w469\">\u00a0</div>consolidadas<div class=\"d0 w174\">\u00a0</div>es<div class=\"d0 w336\">\u00a0</div>responsabilidad<div class=\"d0 w175\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l345 t769\" id=\"a3146\">Administradores de la Sociedad. </div><div class=\"po0 fs14 cl2 l345 t771\" id=\"a3149\">En<div class=\"d0 w587\">\u00a0</div>las<div class=\"d0 w588\">\u00a0</div>cuentas<div class=\"d0 w258\">\u00a0</div>anuales<div class=\"d0 w589\">\u00a0</div>consolidadas<div class=\"d0 w430\">\u00a0</div>correspondientes<div class=\"d0 w590\">\u00a0</div>al<div class=\"d0 w591\">\u00a0</div>ejercicio<div class=\"d0 w252\">\u00a0</div>2024<div class=\"d0 w260\">\u00a0</div>se<div class=\"d0 w157\">\u00a0</div>han<div class=\"d0 w197\">\u00a0</div>utilizado </div><div class=\"po0 fs14 cl2 l345 t1017\" id=\"a3153\">estimaciones realizadas por la Direcci\u00f3n del Grupo y de las entidades para cuantificar algunos </div><div class=\"po0 fs14 cl2 l345 t772\" id=\"a3154\">de<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>activos,<div class=\"d0 w539\">\u00a0</div>pasivos<div class=\"d0 w287\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>compromisos<div class=\"d0 w176\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>figuran<div class=\"d0 w230\">\u00a0</div>registrados<div class=\"d0 w199\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>ellas.<div class=\"d0 w281\">\u00a0</div>B\u00e1sicamente,<div class=\"d0 w483\">\u00a0</div>estas </div><div class=\"po0 fs14 cl2 l345 t773\" id=\"a3155\">estimaciones se refieren a: </div><div class=\"po0 fs29 cl2 l397 t1018\" id=\"a3158\">-</div><div class=\"po0 fs14 cl2 l398 t775\" id=\"a3160\">La<div class=\"d0 w592\">\u00a0</div>valoraci\u00f3n<div class=\"d0 w593\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>los<div class=\"d0 w186\">\u00a0</div>activos<div class=\"d0 w215\">\u00a0</div>financieros,<div class=\"d0 w594\">\u00a0</div>no<div class=\"d0 w356\">\u00a0</div>financieros,<div class=\"d0 w568\">\u00a0</div>fondos<div class=\"d0 w595\">\u00a0</div>de<div class=\"d0 w596\">\u00a0</div>comercio<div class=\"d0 w214\">\u00a0</div>e </div><div class=\"po0 fs14 cl2 l398 t776\" id=\"a3167\">inversiones<div class=\"d0 w597\">\u00a0</div>contabilizadas<div class=\"d0 w408\">\u00a0</div>por<div class=\"d0 w150\">\u00a0</div>el<div class=\"d0 w598\">\u00a0</div>m\u00e9todo<div class=\"d0 w599\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>participaci\u00f3n<div class=\"d0 w444\">\u00a0</div>para<div class=\"d0 w600\">\u00a0</div>determinar<div class=\"d0 w350\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l398 t777\" id=\"a3170\">existencia de p\u00e9rdidas por deterioro de los mismos o sus reversiones<div class=\"d0 w342\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l399 t1019\" id=\"a3175\">v\u00e9anse notas 4f, 4g </div><div class=\"po0 fs26 cl2 l398 t1020\" id=\"a3181\">y 4h</div><div class=\"po0 fs14 cl2 l400 t778\" id=\"a3184\">). </div><div class=\"po0 fs29 cl2 l397 t1021\" id=\"a3186\">-</div><div class=\"po0 fs14 cl2 l401 t779\" id=\"a3188\">La vida \u00fatil del inmovilizado material y activos intangibles (</div><div class=\"po0 fs26 cl2 l402 t1022\" id=\"a3190\">v\u00e9anse notas 4b y 4e</div><div class=\"po0 fs14 cl2 l403 t779\" id=\"a3191\">). </div><div class=\"po0 fs29 cl2 l397 t1023\" id=\"a3193\">-</div><div class=\"po0 fs14 cl2 l401 t780\" id=\"a3195\">La recuperabilidad de los activos por impuestos diferidos<div class=\"d0 w140\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l404 t1024\" id=\"a3196\">v\u00e9anse notas 4k y 17</div><div class=\"po0 fs14 cl2 l405 t780\" id=\"a3204\">). </div><div class=\"po0 fs29 cl2 l397 t1025\" id=\"a3206\">-</div><div class=\"po0 fs14 cl2 l401 t1026\" id=\"a3208\">Las<div class=\"d0 w196\">\u00a0</div>hip\u00f3tesis<div class=\"d0 w443\">\u00a0</div>empleadas<div class=\"d0 w554\">\u00a0</div>para<div class=\"d0 w208\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>c\u00e1lculo<div class=\"d0 w602\">\u00a0</div>del<div class=\"d0 w197\">\u00a0</div>valor<div class=\"d0 w417\">\u00a0</div>razonable<div class=\"d0 w188\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>los<div class=\"d0 w194\">\u00a0</div>instrumentos </div><div class=\"po0 fs14 cl2 l401 t781\" id=\"a3209\">financieros (</div><div class=\"po0 fs26 cl2 l406 t1027\" id=\"a3210\">v\u00e9ase nota 4g</div><div class=\"po0 fs14 cl2 l407 t781\" id=\"a3211\">). </div><div class=\"po0 fs29 cl2 l397 t1028\" id=\"a3213\">-</div><div class=\"po0 fs14 cl2 l401 t782\" id=\"a3215\">La<div class=\"d0 w603\">\u00a0</div>probabilidad<div class=\"d0 w604\">\u00a0</div>de<div class=\"d0 w315\">\u00a0</div>ocurrencia<div class=\"d0 w605\">\u00a0</div>y<div class=\"d0 w321\">\u00a0</div>el<div class=\"d0 w606\">\u00a0</div>importe<div class=\"d0 w607\">\u00a0</div>de<div class=\"d0 w315\">\u00a0</div>los<div class=\"d0 w457\">\u00a0</div>pasivos<div class=\"d0 w315\">\u00a0</div>indeterminados<div class=\"d0 w607\">\u00a0</div>o </div><div class=\"po0 fs14 cl2 l401 t783\" id=\"a3216\">contingentes (</div><div class=\"po0 fs26 cl2 l408 t1029\" id=\"a3217\">v\u00e9ase nota 12</div><div class=\"po0 fs14 cl2 l409 t783\" id=\"a3219\">). </div><div class=\"po0 fs29 cl2 l397 t1030\" id=\"a3221\">-</div><div class=\"po0 fs14 cl2 l401 t1031\" id=\"a3223\">La estimaci\u00f3n de<div class=\"d0 w239\">\u00a0</div>las devoluciones de ventas<div class=\"d0 w419\">\u00a0</div>que se reciben<div class=\"d0 w418\">\u00a0</div>con posterioridad al<div class=\"d0 w231\">\u00a0</div>cierre </div><div class=\"po0 fs14 cl2 l401 t784\" id=\"a3224\">del per\u00edodo y los descuentos por volumen de publicidad (</div><div class=\"po0 fs26 cl2 l410 t1032\" id=\"a3227\">v\u00e9ase nota 4j</div><div class=\"po0 fs14 cl2 l411 t784\" id=\"a3229\">). </div><div class=\"po0 fs29 cl2 l397 t1033\" id=\"a3231\">-</div><div class=\"po0 fs14 cl2 l401 t785\" id=\"a3233\">Provisiones<div class=\"d0 w608\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>facturas<div class=\"d0 w578\">\u00a0</div>pendientes<div class=\"d0 w609\">\u00a0</div>de<div class=\"d0 w596\">\u00a0</div>formalizar<div class=\"d0 w570\">\u00a0</div>y<div class=\"d0 w610\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>provisiones<div class=\"d0 w177\">\u00a0</div>de<div class=\"d0 w596\">\u00a0</div>facturas </div><div class=\"po0 fs14 cl2 l401 t786\" id=\"a3234\">pendientes de recibir. </div><div class=\"po0 fs29 cl2 l397 t1034\" id=\"a3236\">-</div><div class=\"po0 fs14 cl2 l401 t787\" id=\"a3238\">Las estimaciones<div class=\"d0 w125\">\u00a0</div>realizadas para<div class=\"d0 w561\">\u00a0</div>la determinaci\u00f3n<div class=\"d0 w386\">\u00a0</div>de los compromisos<div class=\"d0 w143\">\u00a0</div>de pagos<div class=\"d0 w328\">\u00a0</div>futuros </div><div class=\"po0 fs14 cl2 l401 t788\" id=\"a3239\">(</div><div class=\"po0 fs26 cl2 l412 t1035\" id=\"a3240\">v\u00e9ase nota 23</div><div class=\"po0 fs14 cl2 l413 t788\" id=\"a3241\">). </div><div class=\"po0 fs29 cl2 l397 t1036\" id=\"a3243\">-</div><div class=\"po0 fs14 cl2 l401 t789\" id=\"a3245\">Determinaci\u00f3n del<div class=\"d0 w47\">\u00a0</div>plazo de<div class=\"d0 w484\">\u00a0</div>arrendamiento en los<div class=\"d0 w230\">\u00a0</div>contratos con<div class=\"d0 w32\">\u00a0</div>opci\u00f3n de<div class=\"d0 w33\">\u00a0</div>renovaci\u00f3n </div><div class=\"po0 fs14 cl2 l401 t790\" id=\"a3247\">(</div><div class=\"po0 fs26 cl2 l412 t1037\" id=\"a3248\">v\u00e9ase nota 4c</div><div class=\"po0 fs14 cl2 l414 t790\" id=\"a3249\">). </div><div class=\"po0 fs14 cl2 l345 t1038\" id=\"a3252\">A pesar de que estas estimaciones se realizaron en funci\u00f3n de la mejor<div class=\"d0 w19\">\u00a0</div>informaci\u00f3n disponible </div><div class=\"po0 fs14 cl2 l345 t1039\" id=\"a3253\">a la fecha de formulaci\u00f3n<div class=\"d0 w584\">\u00a0</div>de estas cuentas anuales<div class=\"d0 w144\">\u00a0</div>consolidadas sobre los hechos<div class=\"d0 w265\">\u00a0</div>analizados, es </div><div class=\"po0 fs14 cl2 l345 t1040\" id=\"a3254\">posible<div class=\"d0 w110\">\u00a0</div>que acontecimientos<div class=\"d0 w233\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>puedan<div class=\"d0 w18\">\u00a0</div>tener<div class=\"d0 w34\">\u00a0</div>lugar<div class=\"d0 w32\">\u00a0</div>en el<div class=\"d0 w168\">\u00a0</div>futuro obliguen<div class=\"d0 w469\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>modificarlas, al </div><div class=\"po0 fs14 cl2 l345 t1041\" id=\"a3256\">alza<div class=\"d0 w174\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>baja.<div class=\"d0 w369\">\u00a0</div>En<div class=\"d0 w475\">\u00a0</div>tal<div class=\"d0 w174\">\u00a0</div>caso,<div class=\"d0 w368\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>reconocer\u00edan<div class=\"d0 w486\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>efectos<div class=\"d0 w235\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>correspondientes<div class=\"d0 w236\">\u00a0</div>cuentas<div class=\"d0 w172\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1042\" id=\"a3257\">resultados consolidadas futuras, as\u00ed como en los activos y pasivos afectados. </div><div class=\"po0 fs14 cl2 l345 t1043\" id=\"a3263\">Durante<div class=\"d0 w611\">\u00a0</div>el<div class=\"d0 w611\">\u00a0</div>ejercicio<div class=\"d0 w612\">\u00a0</div>2024<div class=\"d0 w533\">\u00a0</div>no<div class=\"d0 w504\">\u00a0</div>se<div class=\"d0 w467\">\u00a0</div>han<div class=\"d0 w467\">\u00a0</div>producido<div class=\"d0 w494\">\u00a0</div>cambios<div class=\"d0 w436\">\u00a0</div>significativos<div class=\"d0 w612\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>las<div class=\"d0 w504\">\u00a0</div>estimaciones </div><div class=\"po0 fs14 cl2 l345 t1044\" id=\"a3267\">realizadas al cierre del ejercicio 2023 que impliquen un impacto significativo adverso sobre los </div><div class=\"po0 fs14 cl2 l341 t1045\" id=\"a3269\">estados financieros consolidados del presente ejercicio.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfAccountingJudgementsAndEstimatesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_305": {
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class=\"d0 w19\">\u00a0</div>gastos y<div class=\"d0 w57\">\u00a0</div>flujos </div><div class=\"po0 fs14 cl2 l345 t1052\" id=\"a3290\">de<div class=\"d0 w167\">\u00a0</div>efectivo<div class=\"d0 w7\">\u00a0</div>una<div class=\"d0 w98\">\u00a0</div>vez<div class=\"d0 w295\">\u00a0</div>realizados<div class=\"d0 w19\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>ajustes<div class=\"d0 w129\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>eliminaciones<div class=\"d0 w171\">\u00a0</div>correspondientes.<div class=\"d0 w56\">\u00a0</div>Son<div class=\"d0 w295\">\u00a0</div>sociedades </div><div class=\"po0 fs14 cl2 l345 t1053\" id=\"a3291\">dependientes<div class=\"d0 w223\">\u00a0</div>aquellas<div class=\"d0 w22\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>sociedad<div class=\"d0 w200\">\u00a0</div>dominante<div class=\"d0 w57\">\u00a0</div>mantiene<div class=\"d0 w286\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>control,<div class=\"d0 w169\">\u00a0</div>es<div class=\"d0 w129\">\u00a0</div>decir,<div class=\"d0 w420\">\u00a0</div>tiene </div><div class=\"po0 fs14 cl2 l345 t1054\" id=\"a3292\">facultad<div class=\"d0 w224\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>dirigir<div class=\"d0 w518\">\u00a0</div>sus<div class=\"d0 w282\">\u00a0</div>pol\u00edticas<div class=\"d0 w615\">\u00a0</div>financieras<div class=\"d0 w367\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>operativas,<div class=\"d0 w5\">\u00a0</div>est\u00e1<div class=\"d0 w175\">\u00a0</div>expuesta<div class=\"d0 w517\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>tiene<div class=\"d0 w2\">\u00a0</div>derecho<div class=\"d0 w391\">\u00a0</div>a </div></div></div><div class=\"po1 w198 h73 lh0\" id=\"TextBlockContainer1695\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer1695\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a3303\">rendimientos variables<div class=\"d0 w141\">\u00a0</div>o tiene capacidad<div class=\"d0 w410\">\u00a0</div>para influir<div class=\"d0 w328\">\u00a0</div>en sus rendimientos.<div class=\"d0 w147\">\u00a0</div>En el<div class=\"d0 w406\">\u00a0</div>Anexo I de<div class=\"d0 w405\">\u00a0</div>esta </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a3304\">Memoria consolidada se indican las sociedades integradas<div class=\"d0 w514\">\u00a0</div>por este m\u00e9todo. </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a3307\">Los resultados de<div class=\"d0 w59\">\u00a0</div>las sociedades dependientes adquiridas<div class=\"d0 w30\">\u00a0</div>o enajenadas durante el<div class=\"d0 w8\">\u00a0</div>ejercicio se </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a3308\">incluyen en<div class=\"d0 w235\">\u00a0</div>la cuenta<div class=\"d0 w383\">\u00a0</div>de resultados<div class=\"d0 w58\">\u00a0</div>consolidada desde<div class=\"d0 w58\">\u00a0</div>la fecha<div class=\"d0 w239\">\u00a0</div>efectiva de<div class=\"d0 w167\">\u00a0</div>toma de<div class=\"d0 w165\">\u00a0</div>control o </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a3312\">hasta la fecha efectiva de enajenaci\u00f3n, seg\u00fan corresponda. </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a3315\">En el momento de<div class=\"d0 w20\">\u00a0</div>la toma de control de una sociedad<div class=\"d0 w20\">\u00a0</div>dependiente, los activos y pasivos y los </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a3318\">pasivos contingentes de<div class=\"d0 w200\">\u00a0</div>la sociedad filial son<div class=\"d0 w290\">\u00a0</div>registrados a<div class=\"d0 w26\">\u00a0</div>valor razonable. En<div class=\"d0 w366\">\u00a0</div>el caso de<div class=\"d0 w484\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a3319\">exista<div class=\"d0 w470\">\u00a0</div>una<div class=\"d0 w339\">\u00a0</div>diferencia<div class=\"d0 w249\">\u00a0</div>positiva<div class=\"d0 w468\">\u00a0</div>entre<div class=\"d0 w468\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>coste<div class=\"d0 w500\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>adquisici\u00f3n<div class=\"d0 w377\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>sociedad<div class=\"d0 w470\">\u00a0</div>filial<div class=\"d0 w237\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a3320\">razonable de los<div class=\"d0 w446\">\u00a0</div>activos y pasivos<div class=\"d0 w616\">\u00a0</div>de la misma,<div class=\"d0 w414\">\u00a0</div>correspondientes a<div class=\"d0 w126\">\u00a0</div>la participaci\u00f3n<div class=\"d0 w126\">\u00a0</div>de la matriz, </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a3322\">esta<div class=\"d0 w336\">\u00a0</div>diferencia<div class=\"d0 w249\">\u00a0</div>es<div class=\"d0 w336\">\u00a0</div>registrada<div class=\"d0 w292\">\u00a0</div>como<div class=\"d0 w166\">\u00a0</div>fondo<div class=\"d0 w222\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>comercio.<div class=\"d0 w225\">\u00a0</div>En<div class=\"d0 w388\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>caso<div class=\"d0 w468\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>diferencia<div class=\"d0 w249\">\u00a0</div>sea </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a3323\">negativa, \u00e9sta se registra como ingreso en la cuenta de resultados consolidada. </div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a3330\">La<div class=\"d0 w333\">\u00a0</div>participaci\u00f3n de<div class=\"d0 w276\">\u00a0</div>terceros<div class=\"d0 w396\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>patrimonio<div class=\"d0 w234\">\u00a0</div>neto<div class=\"d0 w17\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>resultados de<div class=\"d0 w617\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>sociedades<div class=\"d0 w234\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t1057\" id=\"a3331\">Grupo se presenta bajo los ep\u00edgrafes \"</div><div class=\"po0 fs26 cl2 l416 t1058\" id=\"a3332\">Patrimonio neto-<div class=\"d0 w618\">\u00a0</div>Participaciones no dominantes</div><div class=\"po0 fs14 cl2 l417 t1057\" id=\"a3337\">\" del balance </div><div class=\"po0 fs14 cl2 l340 t1059\" id=\"a3338\">de situaci\u00f3n<div class=\"d0 w366\">\u00a0</div>consolidado y \u201c</div><div class=\"po0 fs26 cl2 l418 t1060\" id=\"a3339\">Resultado atribuido<div class=\"d0 w63\">\u00a0</div>a participaciones no<div class=\"d0 w333\">\u00a0</div>dominantes</div><div class=\"po0 fs14 cl2 l419 t1059\" id=\"a3340\">\u201d de<div class=\"d0 w395\">\u00a0</div>la cuenta<div class=\"d0 w39\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a3342\">resultados consolidada. </div><div class=\"po0 fs14 cl2 l340 t1062\" id=\"a3345\">La<div class=\"d0 w164\">\u00a0</div>participaci\u00f3n<div class=\"d0 w418\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>accionistas<div class=\"d0 w110\">\u00a0</div>minoritarios<div class=\"d0 w420\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>establece<div class=\"d0 w383\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>proporci\u00f3n<div class=\"d0 w484\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>valores </div><div class=\"po0 fs14 cl2 l340 t1063\" id=\"a3346\">razonables de los activos y pasivos reconocidos. </div><div class=\"po0 fs14 cl2 l340 t1064\" id=\"a3349\">Todos<div class=\"d0 w31\">\u00a0</div>los saldos<div class=\"d0 w485\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>transacciones<div class=\"d0 w33\">\u00a0</div>entre las<div class=\"d0 w222\">\u00a0</div>sociedades consolidadas<div class=\"d0 w474\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>integraci\u00f3n global<div class=\"d0 w474\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l340 t1065\" id=\"a3350\">han eliminado en el proceso de consolidaci\u00f3n. </div><div class=\"po0 fs26 cl2 l340 t1066\" id=\"a3353\">M\u00e9todo de la participaci\u00f3n \u2013 </div><div class=\"po0 fs14 cl2 l340 t1067\" id=\"a3356\">Se ha aplicado este m\u00e9todo para<div class=\"d0 w251\">\u00a0</div>las sociedades asociadas, considerando<div class=\"d0 w558\">\u00a0</div>como tales aqu\u00e9llas en </div><div class=\"po0 fs14 cl2 l340 t1068\" id=\"a3357\">cuyo capital social la<div class=\"d0 w498\">\u00a0</div>participaci\u00f3n directa o indirecta<div class=\"d0 w619\">\u00a0</div>de PRISA se encuentra<div class=\"d0 w392\">\u00a0</div>entre un 20% y<div class=\"d0 w126\">\u00a0</div>un </div><div class=\"po0 fs14 cl2 l340 t1069\" id=\"a3358\">50% o<div class=\"d0 w344\">\u00a0</div>en las<div class=\"d0 w20\">\u00a0</div>que, a\u00fan<div class=\"d0 w26\">\u00a0</div>sin alcanzar<div class=\"d0 w21\">\u00a0</div>estos porcentajes de<div class=\"d0 w369\">\u00a0</div>participaci\u00f3n, se<div class=\"d0 w7\">\u00a0</div>posee una influencia </div><div class=\"po0 fs14 cl2 l340 t1070\" id=\"a3360\">significativa en la gesti\u00f3n. </div><div class=\"po0 fs14 cl2 l340 t1071\" id=\"a3363\">Adicionalmente, se<div class=\"d0 w389\">\u00a0</div>ha aplicado<div class=\"d0 w389\">\u00a0</div>este m\u00e9todo<div class=\"d0 w421\">\u00a0</div>para los<div class=\"d0 w389\">\u00a0</div>negocios conjuntos<div class=\"d0 w233\">\u00a0</div>considerando como </div><div class=\"po0 fs14 cl2 l340 t1072\" id=\"a3364\">tales a los acuerdos en los que las partes que tienen control conjunto sobre la sociedad y tienen </div><div class=\"po0 fs14 cl2 l340 t1073\" id=\"a3369\">derecho a los activos netos de la<div class=\"d0 w479\">\u00a0</div>misma en base a dicho acuerdo. Control<div class=\"d0 w561\">\u00a0</div>conjunto es el reparto </div><div class=\"po0 fs14 cl2 l340 t1074\" id=\"a3370\">del control contractualmente decidido y formalizado<div class=\"d0 w620\">\u00a0</div>en un acuerdo, que existe solo cuando<div class=\"d0 w620\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t1075\" id=\"a3371\">decisiones sobre las<div class=\"d0 w59\">\u00a0</div>actividades relevantes requieren el<div class=\"d0 w383\">\u00a0</div>consentimiento un\u00e1nime de<div class=\"d0 w32\">\u00a0</div>las partes </div><div class=\"po0 fs14 cl2 l340 t1076\" id=\"a3373\">que comparten el control. </div><div class=\"po0 fs14 cl2 l340 t1077\" id=\"a3376\">El m\u00e9todo<div class=\"d0 w230\">\u00a0</div>de la<div class=\"d0 w421\">\u00a0</div>participaci\u00f3n consiste<div class=\"d0 w484\">\u00a0</div>en registrar<div class=\"d0 w47\">\u00a0</div>la participaci\u00f3n<div class=\"d0 w56\">\u00a0</div>en el<div class=\"d0 w245\">\u00a0</div>balance de<div class=\"d0 w543\">\u00a0</div>situaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t1078\" id=\"a3377\">consolidado por la fracci\u00f3n<div class=\"d0 w332\">\u00a0</div>de su patrimonio neto<div class=\"d0 w621\">\u00a0</div>que representa la participaci\u00f3n<div class=\"d0 w148\">\u00a0</div>del Grupo en </div><div class=\"po0 fs14 cl2 l340 t1079\" id=\"a3378\">su capital una<div class=\"d0 w420\">\u00a0</div>vez ajustado, en su<div class=\"d0 w343\">\u00a0</div>caso, el efecto de<div class=\"d0 w111\">\u00a0</div>las transacciones realizadas<div class=\"d0 w17\">\u00a0</div>con el Grupo, </div><div class=\"po0 fs14 cl2 l340 t1080\" id=\"a3380\">m\u00e1s las plusval\u00edas t\u00e1citas que correspondan al fondo de<div class=\"d0 w21\">\u00a0</div>comercio pagado en la adquisici\u00f3n de </div><div class=\"po0 fs14 cl2 l340 t1081\" id=\"a3381\">la sociedad y ajustadas por el efecto del tipo de cambio. </div><div class=\"po0 fs14 cl2 l340 t1082\" id=\"a3386\">Los<div class=\"d0 w365\">\u00a0</div>dividendos<div class=\"d0 w529\">\u00a0</div>percibidos<div class=\"d0 w576\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>estas<div class=\"d0 w360\">\u00a0</div>sociedades<div class=\"d0 w576\">\u00a0</div>se<div class=\"d0 w181\">\u00a0</div>registran<div class=\"d0 w311\">\u00a0</div>reduciendo<div class=\"d0 w622\">\u00a0</div>el<div class=\"d0 w575\">\u00a0</div>valor<div class=\"d0 w623\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t1083\" id=\"a3387\">participaci\u00f3n,<div class=\"d0 w549\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>resultados<div class=\"d0 w336\">\u00a0</div>obtenidos<div class=\"d0 w482\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>estas<div class=\"d0 w468\">\u00a0</div>sociedades<div class=\"d0 w160\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>corresponden<div class=\"d0 w549\">\u00a0</div>al<div class=\"d0 w379\">\u00a0</div>Grupo </div><div class=\"po0 fs14 cl2 l340 t1084\" id=\"a3388\">conforme a<div class=\"d0 w34\">\u00a0</div>su participaci\u00f3n<div class=\"d0 w33\">\u00a0</div>se incorporan,<div class=\"d0 w33\">\u00a0</div>netos de<div class=\"d0 w60\">\u00a0</div>su efecto<div class=\"d0 w49\">\u00a0</div>fiscal, a<div class=\"d0 w63\">\u00a0</div>la cuenta<div class=\"d0 w58\">\u00a0</div>de resultados </div><div class=\"po0 fs14 cl2 l340 t1085\" id=\"a3390\">consolidada en el ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l420 t1086\" id=\"a3391\">Resultado de sociedades por el m\u00e9todo de la participaci\u00f3n</div><div class=\"po0 fs14 cl2 l421 t1085\" id=\"a3392\">\u201d.<div class=\"d0 w624\">\u00a0</div></div></div></div><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer1710\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer1710\"></div><div class=\"po0 l342 t1088 f0\" id=\"div_1698_XBRL_TS_6bce4a6a1ea043a1aa70a23b9dbd011a\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer1708\"><div class=\"po0 l342 t756 f0\" id=\"div_1699_XBRL_TS_12b43207616c4dd8938f3524bf4868a3\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer1706\"><div class=\"po0 l342 t756 f0\" id=\"div_1700_XBRL_TS_6b54ba9f99524efe8460ec044dce4a04\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer1704\"><div class=\"po0 l342 t756 f0\" id=\"div_1701_XBRL_TS_e014a044548c4a88a73ba6c2571a388a\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer1702\"><div class=\"po1 w198 z0\" id=\"TextContainer1702\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a3404\">En los Anexos<div class=\"d0 w515\">\u00a0</div>I y II de<div class=\"d0 w557\">\u00a0</div>esta Memoria consolidada<div class=\"d0 w560\">\u00a0</div>se indican las<div class=\"d0 w126\">\u00a0</div>sociedades integradas por<div class=\"d0 w326\">\u00a0</div>estos </div><div class=\"po0 fs14 cl2 l340 t1087\" id=\"a3405\">m\u00e9todos, as\u00ed como las principales magnitudes financieras de las entidades consolidadas por el </div><div class=\"po0 fs14 cl2 l340 t764\" id=\"a3406\">m\u00e9todo de la participaci\u00f3n. Asimismo, se hace<div class=\"d0 w38\">\u00a0</div>constar que ninguna de estas sociedades cotiza </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a3409\">en Bolsa.</div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w198 h76 lh0\" id=\"TextBlockContainer1720\"><div class=\"po1 w198 z0\" id=\"TextContainer1720\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a3413\">Otras consideraciones \u2013 </div></div><div class=\"po0 l342 t1089 f0\" id=\"div_1714_XBRL_TS_e5205159a36a4ed4904ba63c7943124c\"><div class=\"po1 w625 h74 lh0\" id=\"TextBlockContainer1715\"><div class=\"po1 w625 z0\" id=\"TextContainer1715\"><div class=\"po0 fs14 cl2 l341 t756\" id=\"a3416\">Todas las operaciones con partes vinculadas se han efectuado en condiciones<div class=\"d0 w341\">\u00a0</div>de mercado.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer1721\"><div class=\"po0 fs14 cl2 l340 t1090\" id=\"a3420\">Los datos referentes<div class=\"d0 w550\">\u00a0</div>a Sociedad<div class=\"d0 w406\">\u00a0</div>Espa\u00f1ola de<div class=\"d0 w532\">\u00a0</div>Radiodifusi\u00f3n, S.L.U., Grupo<div class=\"d0 w626\">\u00a0</div>Santillana Educaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t1091\" id=\"a3421\">Global, S.L., Grupo Latino<div class=\"d0 w619\">\u00a0</div>de Radiodifusi\u00f3n Chile,<div class=\"d0 w146\">\u00a0</div>Ltda. y Sistema Radi\u00f3polis,<div class=\"d0 w145\">\u00a0</div>S.A. de C.V.<div class=\"d0 w561\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t1092\" id=\"a3426\">se recogen en estas notas, corresponden a sus respectivos<div class=\"d0 w265\">\u00a0</div>estados financieros consolidados. </div></div><div class=\"po0 l342 t1104 f0\" id=\"div_1717_XBRL_TS_592febb63b954daaa18cfd6ea72db763\"><div class=\"po1 w198 h75 lh0\" id=\"TextBlockContainer1718\"><div class=\"po1 w198 z0\" id=\"TextContainer1718\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a3429\">Las<div class=\"d0 w9\">\u00a0</div>partidas<div class=\"d0 w22\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>balances de<div class=\"d0 w160\">\u00a0</div>situaci\u00f3n<div class=\"d0 w47\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>cuentas de<div class=\"d0 w335\">\u00a0</div>resultados de<div class=\"d0 w289\">\u00a0</div>las sociedades<div class=\"d0 w161\">\u00a0</div>cuya </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a3430\">moneda<div class=\"d0 w391\">\u00a0</div>funcional<div class=\"d0 w296\">\u00a0</div>no<div class=\"d0 w475\">\u00a0</div>es<div class=\"d0 w368\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>euro<div class=\"d0 w238\">\u00a0</div>incluidas<div class=\"d0 w543\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>consolidaci\u00f3n<div class=\"d0 w169\">\u00a0</div>han<div class=\"d0 w368\">\u00a0</div>sido<div class=\"d0 w485\">\u00a0</div>convertidas<div class=\"d0 w55\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>euros </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a3431\">aplicando<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>\"m\u00e9todo<div class=\"d0 w250\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>tipo<div class=\"d0 w176\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cambio<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cierre\",<div class=\"d0 w389\">\u00a0</div>es<div class=\"d0 w3\">\u00a0</div>decir,<div class=\"d0 w172\">\u00a0</div>aplicando<div class=\"d0 w8\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>todos<div class=\"d0 w281\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>bienes, </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a3434\">derechos y obligaciones el<div class=\"d0 w171\">\u00a0</div>tipo de cambio vigente<div class=\"d0 w48\">\u00a0</div>en la fecha<div class=\"d0 w236\">\u00a0</div>de cierre, y utilizando<div class=\"d0 w22\">\u00a0</div>el tipo de </div><div class=\"po0 fs14 cl2 l340 t1093\" id=\"a3435\">cambio<div class=\"d0 w227\">\u00a0</div>medio<div class=\"d0 w474\">\u00a0</div>mensual<div class=\"d0 w421\">\u00a0</div>para<div class=\"d0 w281\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>partidas<div class=\"d0 w281\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>cuenta<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>resultados.<div class=\"d0 w421\">\u00a0</div>La<div class=\"d0 w485\">\u00a0</div>diferencia<div class=\"d0 w391\">\u00a0</div>entre<div class=\"d0 w421\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t1094\" id=\"a3438\">importe de los<div class=\"d0 w584\">\u00a0</div>fondos propios<div class=\"d0 w479\">\u00a0</div>convertidos al<div class=\"d0 w328\">\u00a0</div>tipo de cambio<div class=\"d0 w145\">\u00a0</div>hist\u00f3rico y la<div class=\"d0 w385\">\u00a0</div>situaci\u00f3n patrimonial </div><div class=\"po0 fs14 cl2 l340 t1095\" id=\"a3440\">neta que<div class=\"d0 w247\">\u00a0</div>resulta de<div class=\"d0 w169\">\u00a0</div>la conversi\u00f3n<div class=\"d0 w58\">\u00a0</div>del resto<div class=\"d0 w383\">\u00a0</div>de partidas<div class=\"d0 w396\">\u00a0</div>seg\u00fan se<div class=\"d0 w200\">\u00a0</div>ha indicado,<div class=\"d0 w295\">\u00a0</div>se incluye<div class=\"d0 w165\">\u00a0</div>en el </div><div class=\"po0 fs14 cl2 l340 t1096\" id=\"a3441\">ep\u00edgrafe<div class=\"d0 w206\">\u00a0</div>\"</div><div class=\"po0 fs26 cl2 l422 t1097\" id=\"a3442\">Patrimonio<div class=\"d0 w398\">\u00a0</div>neto<div class=\"d0 w206\">\u00a0</div>-<div class=\"d0 w554\">\u00a0</div>Diferencias<div class=\"d0 w401\">\u00a0</div>de<div class=\"d0 w553\">\u00a0</div>conversi\u00f3n</div><div class=\"po0 fs14 cl2 l423 t1096\" id=\"a3446\">\"<div class=\"d0 w513\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>balance<div class=\"d0 w563\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>situaci\u00f3n<div class=\"d0 w554\">\u00a0</div>consolidado </div><div class=\"po0 fs14 cl2 l340 t1098\" id=\"a3447\">adjunto. En<div class=\"d0 w334\">\u00a0</div>el momento<div class=\"d0 w234\">\u00a0</div>de la<div class=\"d0 w421\">\u00a0</div>venta de<div class=\"d0 w239\">\u00a0</div>cualquier sociedad<div class=\"d0 w57\">\u00a0</div>que haya<div class=\"d0 w223\">\u00a0</div>generado diferencias<div class=\"d0 w223\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1099\" id=\"a3450\">conversi\u00f3n<div class=\"d0 w176\">\u00a0</div>o<div class=\"d0 w167\">\u00a0</div>diferencias<div class=\"d0 w30\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>conversi\u00f3n<div class=\"d0 w344\">\u00a0</div>en<div class=\"d0 w98\">\u00a0</div>resultados<div class=\"d0 w55\">\u00a0</div>acumulados,<div class=\"d0 w230\">\u00a0</div>\u00e9stas<div class=\"d0 w295\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>traspasar\u00e1n<div class=\"d0 w480\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t1100\" id=\"a3459\">cuenta<div class=\"d0 w221\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>resultados<div class=\"d0 w158\">\u00a0</div>consolidada<div class=\"d0 w627\">\u00a0</div>teniendo<div class=\"d0 w628\">\u00a0</div>su<div class=\"d0 w577\">\u00a0</div>reflejo<div class=\"d0 w310\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>el<div class=\"d0 w629\">\u00a0</div>estado<div class=\"d0 w630\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>resultado<div class=\"d0 w347\">\u00a0</div>global </div><div class=\"po0 fs14 cl2 l340 t1101\" id=\"a3461\">consolidado, en el ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l424 t1102\" id=\"a3462\">Importes transferidos a la cuenta de p\u00e9rdidas y ganancias</div><div class=\"po0 fs14 cl2 l425 t1101\" id=\"a3463\">\u201d, sin impacto </div><div class=\"po0 fs14 cl2 l341 t1103\" id=\"a3465\">en el patrimonio neto consolidado.</div></div></div></div></div>",
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    "concept": "ifrs-full:DisclosureOfBasisOfConsolidationExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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Asimismo, se hace<div class=\"d0 w38\">\u00a0</div>constar que ninguna de estas sociedades cotiza </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a3409\">en Bolsa.</div></div></div></div></div></div></div></div></div><div class=\"po1 w198 h65 lh0\" id=\"TextBlockContainer1731\"><div class=\"po1 w198 z0\" id=\"TextContainer1731\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a3692\">Las principales variaciones que<div class=\"d0 w236\">\u00a0</div>se han producido en<div class=\"d0 w394\">\u00a0</div>el per\u00edmetro de consolidaci\u00f3n<div class=\"d0 w110\">\u00a0</div>durante el </div><div class=\"po0 fs14 cl2 l340 t1152\" id=\"a3693\">ejercicio 2024 se exponen a continuaci\u00f3n: </div><div class=\"po0 fs25 cl2 l340 t1153\" id=\"a3698\">Sociedades dependientes </div><div class=\"po0 fs14 cl2 l340 t1154\" id=\"a3701\">En<div class=\"d0 w32\">\u00a0</div>enero de<div class=\"d0 w225\">\u00a0</div>2024 se<div class=\"d0 w250\">\u00a0</div>constituye, Fundaci\u00f3n<div class=\"d0 w421\">\u00a0</div>Santillana Educaci\u00f3n<div class=\"d0 w223\">\u00a0</div>(Chile), participada<div class=\"d0 w233\">\u00a0</div>al 100% </div><div class=\"po0 fs14 cl2 l340 t1155\" id=\"a3703\">por Santillana Educaci\u00f3n Chile, SpA. </div><div class=\"po0 fs14 cl2 l340 t1156\" id=\"a3708\">Asimismo, tambi\u00e9n<div class=\"d0 w85\">\u00a0</div>en enero<div class=\"d0 w488\">\u00a0</div>Sociedad Espa\u00f1ola<div class=\"d0 w403\">\u00a0</div>de Radiodifusi\u00f3n,<div class=\"d0 w375\">\u00a0</div>S.L.U. (SER)<div class=\"d0 w556\">\u00a0</div>adquiere el<div class=\"d0 w148\">\u00a0</div>64% </div><div class=\"po0 fs14 cl2 l340 t1157\" id=\"a3709\">del capital social de<div class=\"d0 w406\">\u00a0</div>Radio Ja\u00e9n, S.L.U., alcanz\u00e1ndose<div class=\"d0 w300\">\u00a0</div>un porcentaje de participaci\u00f3n<div class=\"d0 w422\">\u00a0</div>del 100% y </div><div class=\"po0 fs14 cl2 l340 t1158\" id=\"a3710\">empez\u00e1ndose a consolidar por el m\u00e9todo de integraci\u00f3n global. </div><div class=\"po0 fs14 cl2 l340 t1159\" id=\"a3713\">En mayo 2024 se constituye Forum<div class=\"d0 w479\">\u00a0</div>Tomorrow, S.L. participada al<div class=\"d0 w299\">\u00a0</div>50% por Prisa Media, S.A.U., </div><div class=\"po0 fs14 cl2 l340 t1160\" id=\"a3714\">en<div class=\"d0 w308\">\u00a0</div>octubre<div class=\"d0 w546\">\u00a0</div>se<div class=\"d0 w302\">\u00a0</div>adquiere<div class=\"d0 w314\">\u00a0</div>el<div class=\"d0 w629\">\u00a0</div>50%<div class=\"d0 w311\">\u00a0</div>restante<div class=\"d0 w158\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>dicha<div class=\"d0 w524\">\u00a0</div>sociedad,<div class=\"d0 w570\">\u00a0</div>se<div class=\"d0 w302\">\u00a0</div>vende<div class=\"d0 w546\">\u00a0</div>a<div class=\"d0 w358\">\u00a0</div>Promotora<div class=\"d0 w646\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1161\" id=\"a3715\">Informaciones, S.A. y pasa a denominarse World in Progress<div class=\"d0 w85\">\u00a0</div>Congress, S.L.U.<div class=\"d0 w647\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1162\" id=\"a3718\">En noviembre<div class=\"d0 w341\">\u00a0</div>de 2024<div class=\"d0 w424\">\u00a0</div>se liquida<div class=\"d0 w406\">\u00a0</div>Vertix SGPS,<div class=\"d0 w375\">\u00a0</div>S.A., sociedad<div class=\"d0 w144\">\u00a0</div>participada al<div class=\"d0 w326\">\u00a0</div>100% por<div class=\"d0 w405\">\u00a0</div>Promotora </div><div class=\"po0 fs14 cl2 l341 t613\" id=\"a3719\">de 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id=\"a22394\">NOMINAL </div><div class=\"po0 fs19 cl2 l3276 t5240\" id=\"a22396\">GRUPO<div class=\"d0 w1483\">\u00a0</div></div><div class=\"po0 fs19 cl2 l3277 t5241\" id=\"a22397\">FISCAL (*) </div><div class=\"po0 fs19 cl2 l529 t5242\" id=\"a22405\">EDUCACI\u00d3N </div><div class=\"po0 fs23 cl2 l529 t1303\" id=\"a22418\"><div class=\"d0 w112\">\u00a0</div>Integraci\u00f3n Global </div><div class=\"po0 fs18 cl2 l529 t5243\" id=\"a22432\">Activa Educa, S.A. (Guatemala) </div><div class=\"po0 fs18 cl2 l3278 t5243\" id=\"a22434\">Avenida Reforma 03/83, Zona 10, Ciudad de Guatemala </div><div class=\"po0 fs18 cl2 l233 t5243\" id=\"a22437\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5244\" id=\"a22439\">Santillana Educaci\u00f3n Pac\u00edfico, S.L </div><div class=\"po0 fs18 cl2 l3279 t5245\" id=\"a22441\">Santillana Sistemas Educativos, S.L.U. </div><div class=\"po0 fs18 cl2 l3280 t5244\" id=\"a22443\">97,203% </div><div class=\"po0 fs18 cl2 l3281 t5245\" id=\"a22445\">2,797% </div><div class=\"po0 fs18 cl2 l529 t5246\" id=\"a22448\">Avalia Qualidade Educacional Ltda. </div><div class=\"po0 fs18 cl2 l3278 t5246\" id=\"a22450\">Rua Padre Adelino, 758. Belezinho. Sao Paulo. Brasil </div><div class=\"po0 fs18 cl2 l233 t5246\" id=\"a22452\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5247\" id=\"a22454\">Santillana Latam, S.L.U<div class=\"d0 w1484\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3279 t5248\" id=\"a22456\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3281 t5247\" id=\"a22458\">99,99% </div><div class=\"po0 fs18 cl2 l3273 t5248\" id=\"a22460\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5249\" id=\"a22463\">Distribuidora y Editora Richmond, S.A.S. </div><div class=\"po0 fs18 cl2 l3278 t5249\" id=\"a22465\">Edificio Punto 99, Carrera 11\u00aa N\u00ba98-50 Oficina 501. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l233 t5249\" id=\"a22469\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5250\" id=\"a22471\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1485\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3279 t5249\" id=\"a22473\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3279 t5251\" id=\"a22475\">Santillana Educaci\u00f3n Pac\u00edfico, S.L. </div><div class=\"po0 fs18 cl2 l3281 t5250\" id=\"a22477\">98,44% </div><div class=\"po0 fs18 cl2 l3282 t5249\" id=\"a22479\">1,53% </div><div class=\"po0 fs18 cl2 l3282 t5251\" id=\"a22481\">0,03% </div><div class=\"po0 fs18 cl2 l529 t5252\" id=\"a22484\">Ediciones Santillana Inc.(Puerto Rico) </div><div class=\"po0 fs18 cl2 l3278 t5252\" id=\"a22486\">1506 Roosevelt Avenue. Guaynabo. Puerto Rico </div><div class=\"po0 fs18 cl2 l233 t5252\" id=\"a22488\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5252\" id=\"a22490\">Santillana Latam, S.L.U </div><div class=\"po0 fs18 cl2 l3283 t5252\" id=\"a22492\">100% </div><div class=\"po0 fs18 cl2 l529 t5253\" id=\"a22495\">Ediciones Santillana, S.A. (Argentina) </div><div class=\"po0 fs18 cl2 l3278 t5253\" id=\"a22497\">Dique Norte Cecilia Grierson 222, Buenos Aires, Argentina </div><div class=\"po0 fs18 cl2 l233 t5253\" id=\"a22499\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5254\" id=\"a22501\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3279 t1357\" id=\"a22503\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3281 t5254\" id=\"a22505\">95,00% </div><div class=\"po0 fs18 cl2 l3282 t1357\" id=\"a22507\">5,00% </div><div class=\"po0 fs18 cl2 l529 t5255\" id=\"a22510\">Ediciones Santillana, S.A. (Uruguay) </div><div class=\"po0 fs18 cl2 l3278 t5255\" id=\"a22512\">Juan Manuel Blanes 1132 Montevideo Uruguay </div><div class=\"po0 fs18 cl2 l233 t5255\" id=\"a22514\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5255\" id=\"a22516\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3283 t5255\" id=\"a22518\">100% </div><div class=\"po0 fs18 cl2 l529 t5256\" id=\"a22521\">Editora Altea Ltda. </div><div class=\"po0 fs18 cl2 l3278 t5256\" id=\"a22523\">Avenida Papa Jo\u00e3o Paulo I, n\u00ba 2258, Galp\u00e3o 1 Papa, Sala 02 S\u00e3o Paulo. Brasil </div><div class=\"po0 fs18 cl2 l233 t5256\" id=\"a22525\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5256\" id=\"a22527\">Editora Moderna, Ltda<div class=\"d0 w840\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3283 t5256\" id=\"a22529\">100% </div><div class=\"po0 fs18 cl2 l529 t5257\" id=\"a22532\">Editora Moderna Ltda. </div><div class=\"po0 fs18 cl2 l3278 t5257\" id=\"a22534\">Rua Padre Adelino, 758. Belezinho. Sao Paulo. Brasil </div><div class=\"po0 fs18 cl2 l233 t5257\" id=\"a22536\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5258\" id=\"a22538\">Santillana Latam, S.L.U </div><div class=\"po0 fs18 cl2 l3279 t5259\" id=\"a22540\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3283 t5258\" id=\"a22542\">100% </div><div class=\"po0 fs18 cl2 l3273 t5259\" id=\"a22544\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5260\" id=\"a22547\">Editora Pitangu\u00e1 Ltda. </div><div class=\"po0 fs18 cl2 l3278 t5260\" id=\"a22549\">Avenida Papa Jo\u00e3o Paulo I, n\u00ba 2258, Galp\u00e3o 1 Papa, Sala 01, S\u00e3o Paulo. Brasil </div><div class=\"po0 fs18 cl2 l233 t5260\" id=\"a22552\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5260\" id=\"a22554\">Editora Moderna, Ltda </div><div class=\"po0 fs18 cl2 l3283 t5260\" id=\"a22556\">100% </div><div class=\"po0 fs18 cl2 l529 t5261\" id=\"a22559\">Editorial Santillana, S.A. (Guatemala) </div><div class=\"po0 fs18 cl2 l3278 t5261\" id=\"a22561\">Avenida Reforma 03/83, Zona 10, Ciudad de Guatemala </div><div class=\"po0 fs18 cl2 l233 t5261\" id=\"a22563\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5262\" id=\"a22565\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3279 t5263\" id=\"a22567\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3280 t5262\" id=\"a22569\">99,991% </div><div class=\"po0 fs18 cl2 l3281 t5263\" id=\"a22571\">0,009% </div><div class=\"po0 fs18 cl2 l529 t5264\" id=\"a22574\">Editorial Santillana, S.A. (Honduras) </div><div class=\"po0 fs18 cl2 l3278 t5265\" id=\"a22576\">Colonia los Profesionales Boulevar Suyapa, Metropolis Torre 20501, </div><div class=\"po0 fs18 cl2 l3278 t5266\" id=\"a22577\">Tegucigalpa Honduras </div><div class=\"po0 fs18 cl2 l233 t5264\" id=\"a22579\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5265\" id=\"a22581\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3279 t5266\" id=\"a22583\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3281 t5265\" id=\"a22585\">99,00% </div><div class=\"po0 fs18 cl2 l3282 t5266\" id=\"a22587\">1,00% </div><div class=\"po0 fs18 cl2 l529 t5267\" id=\"a22590\">Editorial Santillana, S.A. (Rep. Dominicana) </div><div class=\"po0 fs18 cl2 l3278 t5267\" id=\"a22592\">Juan S\u00e1nchez Ram\u00edrez, 9. Gazcue. Santo Domingo. Rep\u00fablica Dominicana </div><div class=\"po0 fs18 cl2 l233 t5267\" id=\"a22594\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5268\" id=\"a22596\">Santillana Latam, S.L.U </div><div class=\"po0 fs18 cl2 l3279 t5267\" id=\"a22598\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3279 t5269\" id=\"a22600\">Ediciones Santillana Inc. (Puerto Rico) </div><div class=\"po0 fs18 cl2 l3280 t5268\" id=\"a22602\">99,952% </div><div class=\"po0 fs18 cl2 l3281 t5267\" id=\"a22604\">0,040% </div><div class=\"po0 fs18 cl2 l3281 t5269\" id=\"a22606\">0,008% </div><div class=\"po0 fs18 cl2 l529 t5270\" id=\"a22609\">Editorial Santillana, S.A. (Venezuela) </div><div class=\"po0 fs18 cl2 l3278 t5270\" id=\"a22611\">Avenida R\u00f3mulo Gallegos. Edificio Zulia 1\u00ba. Caracas. Venezuela </div><div class=\"po0 fs18 cl2 l233 t5270\" id=\"a22613\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5270\" id=\"a22615\">Santillana Latam, S.L.U </div><div class=\"po0 fs18 cl2 l3283 t5270\" id=\"a22617\">100% </div><div class=\"po0 fs18 cl2 l529 t5271\" id=\"a22620\">Editorial Santillana, S.A. de C.V.<div class=\"d0 w1487\">\u00a0</div>(M\u00e9xico) </div><div class=\"po0 fs18 cl2 l3278 t5271\" id=\"a22622\">Avenida Rio Mixcoac 274 Col Acacias. M\u00e9xico DF. M\u00e9xico </div><div class=\"po0 fs18 cl2 l233 t5271\" id=\"a22624\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5272\" id=\"a22626\">Santillana Latam, S.L.U.<div class=\"d0 w683\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3279 t5273\" id=\"a22628\">Educa Inventia, S.A. de C.V.<div class=\"d0 w1087\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3283 t5272\" id=\"a22630\">100% </div><div class=\"po0 fs18 cl2 l3273 t5273\" id=\"a22632\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5274\" id=\"a22635\">Editorial Santillana, S.A. de C.V. (El Salvador) </div><div class=\"po0 fs18 cl2 l3278 t5274\" id=\"a22637\">3a. Calle Poniente Y 87 Avenida Norte, No. 311, colonia Escalon San Salvador </div><div class=\"po0 fs18 cl2 l233 t5274\" id=\"a22640\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5275\" id=\"a22642\">Santillana Sistemas Educativos, S.L.U </div><div class=\"po0 fs18 cl2 l3279 t5276\" id=\"a22644\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3281 t5275\" id=\"a22646\">99,95% </div><div class=\"po0 fs18 cl2 l3282 t5276\" id=\"a22648\">0,05% </div><div class=\"po0 fs18 cl2 l529 t5277\" id=\"a22651\">Editorial Santillana, S.A.S. (Colombia) </div><div class=\"po0 fs18 cl2 l3278 t5277\" id=\"a22653\">Edificio Punto 99, Carrera 11\u00aa N\u00ba98-50 Oficina 501. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l233 t5277\" id=\"a22658\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5278\" id=\"a22660\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1485\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3279 t5277\" id=\"a22662\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3279 t5279\" id=\"a22663\">Distribuidora y Editora Richnond, S.A.S. </div><div class=\"po0 fs18 cl2 l3281 t5278\" id=\"a22665\">94,64%<div class=\"d0 w1488\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3284 t5277\" id=\"a22667\">2,05%<div class=\"d0 w1216\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3282 t5279\" id=\"a22668\">3,31% </div><div class=\"po0 fs18 cl2 l529 t5280\" id=\"a22671\">Educa Inventia, S.A. de C.V. (M\u00e9xico) </div><div class=\"po0 fs18 cl2 l3278 t5280\" id=\"a22674\">Avenida Rio Mixcoac 274 Col Acacias. M\u00e9xico DF. M\u00e9xico </div><div class=\"po0 fs18 cl2 l233 t5280\" id=\"a22676\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5281\" id=\"a22678\">Santillana Latam, S.L.U. </div><div class=\"po0 fs18 cl2 l3279 t5282\" id=\"a22680\">Editorial Santillana, S.A. de C.V.<div class=\"d0 w1487\">\u00a0</div>(M\u00e9xico) </div><div class=\"po0 fs18 cl2 l3281 t5281\" id=\"a22682\">99,99% </div><div class=\"po0 fs18 cl2 l3273 t5282\" id=\"a22684\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5283\" id=\"a22687\">Educactiva Ediciones, S.A.S. (Colombia) </div><div class=\"po0 fs18 cl2 l3278 t5283\" id=\"a22689\">Edificio Punto 99, Carrera 11\u00aa N\u00ba98-50 Oficina 503. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l233 t5283\" id=\"a22694\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5283\" id=\"a22696\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3283 t5283\" id=\"a22698\">100% </div><div class=\"po0 fs18 cl2 l529 t4226\" id=\"a22701\">Educactiva, S.A. (Chile) </div><div class=\"po0 fs18 cl2 l3278 t4226\" id=\"a22703\">Avenida Andr\u00e9s Bello 2299 Oficina 1001 Providencia. Santiago Chile </div><div class=\"po0 fs18 cl2 l233 t4226\" id=\"a22705\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5284\" id=\"a22707\">Santillana Educaci\u00f3n Pac\u00edfico, S.L </div><div class=\"po0 fs18 cl2 l3279 t5285\" id=\"a22709\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3281 t5284\" id=\"a22711\">93,52% </div><div class=\"po0 fs18 cl2 l3282 t5285\" id=\"a22713\">6,48% </div><div class=\"po0 fs18 cl2 l529 t5286\" id=\"a22716\">Educactiva, S.A.C. (Per\u00fa) </div><div class=\"po0 fs18 cl2 l3278 t5286\" id=\"a22718\">Av Primavera 2160 Santiago de Surco - Lima<div class=\"d0 w909\">\u00a0</div></div><div class=\"po0 fs18 cl2 l233 t5286\" id=\"a22723\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5287\" id=\"a22725\">Santillana Educaci\u00f3n Pac\u00edfico, S.L </div><div class=\"po0 fs18 cl2 l3279 t5288\" id=\"a22727\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3280 t5287\" id=\"a22729\">39,877% </div><div class=\"po0 fs18 cl2 l3280 t5288\" id=\"a22731\">57,116% </div><div class=\"po0 fs18 cl2 l529 t5289\" id=\"a22734\">Educactiva, S.A.S. (Colombia) </div><div class=\"po0 fs18 cl2 l3278 t5289\" id=\"a22736\">Edificio Punto 99, Carrera 11\u00aa N\u00ba98-50 Oficina 503. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l233 t5289\" id=\"a22740\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5290\" id=\"a22742\">Santillana Educaci\u00f3n Pac\u00edfico, S.L </div><div class=\"po0 fs18 cl2 l3279 t5291\" id=\"a22744\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3281 t5290\" id=\"a22746\">87,12% </div><div class=\"po0 fs18 cl2 l3281 t5291\" id=\"a22748\">12,88% </div><div class=\"po0 fs18 cl2 l529 t5292\" id=\"a22757\">(*) Grupo de consolidaci\u00f3n fiscal Promotora de Informaciones, S.A.: 2/91 </div></div></div></div></div><div class=\"po1 w1498 h368 lh0\" id=\"TextBlockContainer3237\"><div class=\"po0 l342 t756 f0\" id=\"div_3234_XBRL_TS_52f49eb01d77420cbdc44523076aeadb_1\"><div class=\"po1 w1498 h368 lh0\" id=\"TextBlockContainer3235\"><div class=\"w405 po0 h360 l3285 t5294 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3285 t5294 bgc0\">\u00a0</div>\n<div class=\"w1364 po0 h360 l3286 t5294 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3287 t5294 bgc0\">\u00a0</div>\n<div class=\"w1477 po0 h360 l3254 t5294 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3288 t5294 bgc0\">\u00a0</div>\n<div class=\"w1475 po0 h360 l3289 t5294 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3290 t5294 bgc0\">\u00a0</div>\n<div class=\"w1478 po0 h360 l3255 t5294 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l2617 t5294 bgc0\">\u00a0</div>\n<div class=\"w1435 po0 h360 l162 t5294 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3291 t5294 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3291 t5294 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3285 t5205 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3287 t5205 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3288 t5205 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3290 t5205 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l2617 t5205 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3291 t5205 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h361 l3292 t5206 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3293 t5207 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3293 t5208 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h360 l3285 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3287 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3288 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3290 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l2617 t5209 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h360 l162 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3294 t5209 bgc0\">\u00a0</div>\n<div class=\"w1473 po0 h360 l3260 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3291 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3285 t5206 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3287 t5206 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3288 t5206 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3290 t5206 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l2617 t5206 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3294 t5206 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3291 t5206 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3285 t5210 bgc0\">\u00a0</div>\n<div class=\"w1364 po0 h363 l3286 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3287 t5210 bgc0\">\u00a0</div>\n<div class=\"w1477 po0 h363 l3254 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3288 t5210 bgc0\">\u00a0</div>\n<div class=\"w1475 po0 h363 l3289 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3290 t5210 bgc0\">\u00a0</div>\n<div class=\"w1478 po0 h363 l3255 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l2617 t5210 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h363 l162 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3294 t5210 bgc0\">\u00a0</div>\n<div class=\"w1473 po0 h363 l3260 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3291 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h367 l3285 t3404 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h367 l3287 t3404 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h367 l3288 t3404 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h367 l3290 t3404 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h367 l2617 t3404 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h367 l3294 t3404 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h367 l3291 t3404 bgc0\">\u00a0</div>\n<div class=\"w1364 po0 h44 l3286 t5295 bgc1\">\u00a0</div>\n<div class=\"w1479 po0 h34 l3295 t5296 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h44 l162 t5295 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h34 l3296 t5296 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h44 l3285 t5295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3287 t5295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3288 t5295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3290 t5295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l2617 t5295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3294 t5295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3291 t5295 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class=\"w1492 po0 h360 l3299 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l2617 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l162 t5316 bgc0\">\u00a0</div>\n<div class=\"w1426 po0 h360 l75 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3294 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3260 t5316 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h360 l3293 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3291 t5316 bgc0\">\u00a0</div>\n<div class=\"po1 w1498 z0\" id=\"TextContainer3235\"><div class=\"po0 fs19 cl2 l3300 t5239\" id=\"a22765\">SOCIEDAD </div><div class=\"po0 fs19 cl2 l3301 t5239\" id=\"a22767\">DOMICILIO SOCIAL </div><div class=\"po0 fs19 cl2 l3302 t5239\" id=\"a22769\">ACTIVIDAD </div><div class=\"po0 fs19 cl2 l3303 t5239\" id=\"a22771\">SOCIEDAD QUE POSEE LA PARTICIPACI\u00d3N </div><div class=\"po0 fs36 cl2 l3304 t756\" id=\"a22773\">Diciembre 2024 </div><div class=\"po0 fs19 cl2 l3305 t5240\" id=\"a22775\">PORCENTAJE </div><div class=\"po0 fs19 cl2 l3306 t5241\" id=\"a22776\">NOMINAL </div><div class=\"po0 fs19 cl2 l3307 t5240\" id=\"a22778\">GRUPO<div class=\"d0 w1483\">\u00a0</div></div><div class=\"po0 fs19 cl2 l3308 t5241\" id=\"a22779\">FISCAL (*) </div><div class=\"po0 fs18 cl2 l3309 t5317\" id=\"a22781\">Fundaci\u00f3n Santillana Educaci\u00f3n (Chile) </div><div class=\"po0 fs18 cl2 l3310 t5317\" id=\"a22783\">Comuna de Providencia, Regi\u00f3n Metropolitana </div><div class=\"po0 fs18 cl2 l3311 t5318\" id=\"a22785\">Promoci\u00f3n de la educaci\u00f3n y </div><div class=\"po0 fs18 cl2 l3311 t5319\" id=\"a22787\">contribuci\u00f3n a la mejora y extensi\u00f3n </div><div class=\"po0 fs18 cl2 l3311 t5320\" id=\"a22788\">de la cultura en el Territorio de la </div><div class=\"po0 fs18 cl2 l3311 t2662\" id=\"a22789\">Rep\u00fablica de Chile, a trav\u00e9s de </div><div class=\"po0 fs18 cl2 l3311 t5321\" id=\"a22790\">todas las v\u00edas institucionales que </div><div class=\"po0 fs18 cl2 l3311 t5322\" id=\"a22791\">sean pertinentes. </div><div class=\"po0 fs18 cl2 l3312 t5317\" id=\"a22793\">Santillana Educaci\u00f3n Chile, SpA. </div><div class=\"po0 fs18 cl2 l3313 t5317\" id=\"a22795\">100% </div><div class=\"po0 fs18 cl2 l3309 t5323\" id=\"a22798\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3310 t5323\" id=\"a22801\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3311 t5323\" id=\"a22803\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5323\" id=\"a22805\">Prisa Activos Educativos, S.A.U </div><div class=\"po0 fs18 cl2 l3313 t5323\" id=\"a22807\">100% </div><div class=\"po0 fs18 cl2 l3314 t5323\" id=\"a22809\">2/91 </div><div class=\"po0 fs18 cl2 l3309 t5324\" id=\"a22811\">Improve Education Services, S.A.S (Colombia) </div><div class=\"po0 fs18 cl2 l3310 t5324\" id=\"a22813\">Edificio Punto 99, Carrera 11\u00aa N\u00ba98-50 Oficina 504. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3311 t5324\" id=\"a22817\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5325\" id=\"a22819\">Educactiva Ediciones S.A.S<div class=\"d0 w1493\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5326\" id=\"a22821\">Distribuidora y Editorora Richmond, S.A.S.<div class=\"d0 w311\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3315 t5325\" id=\"a22823\">50,00% </div><div class=\"po0 fs18 cl2 l3315 t5326\" id=\"a22825\">50,00% </div><div class=\"po0 fs18 cl2 l3309 t5327\" id=\"a22828\">Improve Learning S.A.S (Colombia) </div><div class=\"po0 fs18 cl2 l3310 t5327\" id=\"a22830\">Edificio Punto 99, Carrera 11\u00aa N\u00ba98-50 Oficina 504. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3311 t5327\" id=\"a22834\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5328\" id=\"a22836\">Educactiva Ediciones S.A.S<div class=\"d0 w1493\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5329\" id=\"a22838\">Distribuidora y Editorora Richmond, S.A.S.<div class=\"d0 w311\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3315 t5328\" id=\"a22840\">50,00% </div><div class=\"po0 fs18 cl2 l3315 t5329\" id=\"a22842\">50,00% </div><div class=\"po0 fs18 cl2 l3309 t5330\" id=\"a22845\">Kapelusz Editora, S.A. (Argentina) </div><div class=\"po0 fs18 cl2 l3310 t5330\" id=\"a22847\">Dique Norte Cecilia Grierson 222, Buenos Aires, Argentina </div><div class=\"po0 fs18 cl2 l3311 t5330\" id=\"a22849\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5331\" id=\"a22851\">Santillana Educaci\u00f3n Pac\u00edfico, S.L </div><div class=\"po0 fs18 cl2 l3312 t5332\" id=\"a22853\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3315 t5331\" id=\"a22855\">99,90% </div><div class=\"po0 fs18 cl2 l3316 t5332\" id=\"a22857\">0,10% </div><div class=\"po0 fs18 cl2 l3309 t5333\" id=\"a22860\">Pleno Internacional, SPA </div><div class=\"po0 fs18 cl2 l3310 t5333\" id=\"a22862\"><div class=\"d0 w113\">\u00a0</div>Avenida Andres Bello N\u00b0 2299 Oficina 1001 Providencia - Santiago </div><div class=\"po0 fs18 cl2 l3311 t5334\" id=\"a22868\">Asesor\u00eda y consultor\u00eda inform\u00e1tica, </div><div class=\"po0 fs18 cl2 l3311 t5335\" id=\"a22869\">desarrollo y venta de software </div><div class=\"po0 fs18 cl2 l3312 t5333\" id=\"a22871\">Santillana Educaci\u00f3n Chile, SpA </div><div class=\"po0 fs18 cl2 l3315 t5333\" id=\"a22873\">70,00% </div><div class=\"po0 fs18 cl2 l3309 t5336\" id=\"a22876\">Programas de Innovaci\u00f3n Educativa, S.A de C.V. </div><div class=\"po0 fs18 cl2 l3310 t5336\" id=\"a22878\">Avenida Rio Mixcoac 274 Col Acacias. M\u00e9xico DF. M\u00e9xico </div><div class=\"po0 fs18 cl2 l3311 t5336\" id=\"a22880\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5337\" id=\"a22882\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1494\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5336\" id=\"a22883\">Santillana Educaci\u00f3n Pac\u00edfico, S.L. </div><div class=\"po0 fs18 cl2 l3312 t5338\" id=\"a22885\">Santillana Educaci\u00f3n M\u00e9xico, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3317 t5337\" id=\"a22888\">87,472%<div class=\"d0 w1495\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3318 t5336\" id=\"a22889\">12,513% </div><div class=\"po0 fs18 cl2 l3315 t5338\" id=\"a22891\">0,015% </div><div class=\"po0 fs18 cl2 l3309 t5339\" id=\"a22894\">Richmond Educa\u00e7\u00e2o, Ltda. </div><div class=\"po0 fs18 cl2 l3310 t5339\" id=\"a22896\">Rua Padre Adelino, 758. Belezinho. Sao Paulo. Brasil </div><div class=\"po0 fs18 cl2 l3311 t5339\" id=\"a22898\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5340\" id=\"a22900\">Editora Moderna, Ltda. </div><div class=\"po0 fs18 cl2 l3312 t5341\" id=\"a22902\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3313 t5340\" id=\"a22904\">100% </div><div class=\"po0 fs18 cl2 l3304 t5341\" id=\"a22906\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l3309 t5342\" id=\"a22909\">Salamandra Editorial, Ltda. </div><div class=\"po0 fs18 cl2 l3310 t5342\" id=\"a22911\">Rua Urbano Santos 755, Sao Paulo. Brasil </div><div class=\"po0 fs18 cl2 l3311 t5342\" id=\"a22914\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5343\" id=\"a22916\">Editora Moderna, Ltda. </div><div class=\"po0 fs18 cl2 l3312 t5344\" id=\"a22918\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3313 t5343\" id=\"a22920\">100% </div><div class=\"po0 fs18 cl2 l3304 t5344\" id=\"a22922\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l3309 t5345\" id=\"a22925\">Santillana de Ediciones, S.A. (Bolivia) </div><div class=\"po0 fs18 cl2 l3310 t5345\" id=\"a22927\">Avenida Pedro Rivera n\u00ba 3095. Santa Cruz. Bolivia </div><div class=\"po0 fs18 cl2 l3311 t5345\" id=\"a22929\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5346\" id=\"a22931\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5345\" id=\"a22933\">Grupo Santillana Educaci\u00f3n Global, S.L.U.<div class=\"d0 w1496\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5347\" id=\"a22934\">Santillana Educaci\u00f3n Pac\u00edfico, S.L. </div><div class=\"po0 fs18 cl2 l3315 t5346\" id=\"a22936\">99,70% </div><div class=\"po0 fs18 cl2 l3319 t5345\" id=\"a22938\">0,15%<div class=\"d0 w1497\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3316 t5347\" id=\"a22939\">0,15% </div><div class=\"po0 fs18 cl2 l3309 t575\" id=\"a22942\">Santillana del Pac\u00edfico, S.A. de Ediciones<div class=\"d0 w497\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3310 t575\" id=\"a22944\">Avenida Andres Bello 2299 Oficina 1001-1002 Providencia. Santiago Chile </div><div class=\"po0 fs18 cl2 l3311 t575\" id=\"a22949\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5348\" id=\"a22951\">Santillana Latam, S.L.U </div><div class=\"po0 fs18 cl2 l3312 t5349\" id=\"a22953\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3313 t5348\" id=\"a22955\">100% </div><div class=\"po0 fs18 cl2 l3304 t5349\" id=\"a22957\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l3309 t3301\" id=\"a22960\">Santillana Educa\u00e7ao, Ltda. (Brasil) </div><div class=\"po0 fs18 cl2 l3310 t3301\" id=\"a22962\">Rua Padre Adelino, 758. Belezinho. Sao Paulo. Brasil </div><div class=\"po0 fs18 cl2 l3311 t3301\" id=\"a22964\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5350\" id=\"a22966\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5351\" id=\"a22968\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3313 t5350\" id=\"a22970\">100% </div><div class=\"po0 fs18 cl2 l3304 t5351\" id=\"a22972\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l3309 t5352\" id=\"a22975\">Santillana Educaci\u00f3n Chile, SpA. </div><div class=\"po0 fs18 cl2 l3310 t5352\" id=\"a22977\">Avenida Andr\u00e9s Bello 2299 Oficina 1002 Providencia. Santiago Chile </div><div class=\"po0 fs18 cl2 l3311 t5352\" id=\"a22979\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5353\" id=\"a22981\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5354\" id=\"a22983\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3315 t5353\" id=\"a22985\">99,99% </div><div class=\"po0 fs18 cl2 l3316 t5354\" id=\"a22987\">0,01% </div><div class=\"po0 fs18 cl2 l3309 t4300\" id=\"a22990\">Santillana Educaci\u00f3n M\u00e9xico, S.A.de C.V. </div><div class=\"po0 fs18 cl2 l3310 t4300\" id=\"a22992\">Avenida Rio Mixcoac 274 Col Acacias. M\u00e9xico DF. M\u00e9xico </div><div class=\"po0 fs18 cl2 l3311 t4300\" id=\"a22994\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5355\" id=\"a22996\">Programas de Innovaci\u00f3n Educativa, S.A de C.V </div><div class=\"po0 fs18 cl2 l3312 t5356\" id=\"a22998\">Santillana Educaci\u00f3n Pac\u00edfico, S.L. </div><div class=\"po0 fs18 cl2 l3315 t5355\" id=\"a23000\">99,99% </div><div class=\"po0 fs18 cl2 l3316 t5356\" id=\"a23002\">0,01% </div><div class=\"po0 fs18 cl2 l3309 t5357\" id=\"a23005\">Santillana Educaci\u00f3n Pac\u00edfico, S.L. </div><div class=\"po0 fs18 cl2 l3310 t5357\" id=\"a23007\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3311 t5357\" id=\"a23009\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5358\" id=\"a23011\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5359\" id=\"a23013\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3318 t5358\" id=\"a23015\">99,996% </div><div class=\"po0 fs18 cl2 l3315 t5359\" id=\"a23017\">0,004% </div><div class=\"po0 fs18 cl2 l3314 t5357\" id=\"a23019\">2/91 </div><div class=\"po0 fs18 cl2 l3309 t5360\" id=\"a23021\">Santillana Latam, S.L.U. </div><div class=\"po0 fs18 cl2 l3310 t5360\" id=\"a23023\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3311 t5360\" id=\"a23025\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5360\" id=\"a23027\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3313 t5360\" id=\"a23029\">100% </div><div class=\"po0 fs18 cl2 l3314 t5360\" id=\"a23031\">2/91 </div><div class=\"po0 fs18 cl2 l3309 t5361\" id=\"a23033\">Santillana Sistemas Educativos, S.L.U. </div><div class=\"po0 fs18 cl2 l3310 t5361\" id=\"a23035\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3311 t5361\" id=\"a23037\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5361\" id=\"a23039\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3313 t5361\" id=\"a23041\">100% </div><div class=\"po0 fs18 cl2 l3314 t5361\" id=\"a23043\">2/91 </div><div class=\"po0 fs18 cl2 l3309 t5362\" id=\"a23045\">Santillana, S.A. (Costa Rica) </div><div class=\"po0 fs18 cl2 l3310 t5362\" id=\"a23047\">La Uruca. 200 m Oeste de Aviaci\u00f3n Civil. San Jos\u00e9. Costa Rica </div><div class=\"po0 fs18 cl2 l3311 t5362\" id=\"a23050\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5363\" id=\"a23052\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5364\" id=\"a23054\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3318 t5363\" id=\"a23056\">99,992% </div><div class=\"po0 fs18 cl2 l3315 t5364\" id=\"a23058\">0,008% </div><div class=\"po0 fs18 cl2 l3309 t5365\" id=\"a23061\">Santillana, S.A. (Ecuador) </div><div class=\"po0 fs18 cl2 l3310 t5365\" id=\"a23063\">Calle De las Higueras 118 y Julio Arellano. Quito. Ecuador </div><div class=\"po0 fs18 cl2 l3311 t5365\" id=\"a23065\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5366\" id=\"a23067\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5367\" id=\"a23069\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3313 t5366\" id=\"a23071\">100% </div><div class=\"po0 fs18 cl2 l3304 t5367\" id=\"a23073\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l3309 t5368\" id=\"a23076\">Santillana, S.A. (Paraguay) </div><div class=\"po0 fs18 cl2 l3310 t5368\" id=\"a23078\">Avenida Venezuela. 276. Asunci\u00f3n. Paraguay </div><div class=\"po0 fs18 cl2 l3311 t5368\" id=\"a23080\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5369\" id=\"a23082\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t732\" id=\"a23084\">Ediciones Santillana, S.A. (Argentina) </div><div class=\"po0 fs18 cl2 l3315 t5369\" id=\"a23086\">99,89% </div><div class=\"po0 fs18 cl2 l3316 t732\" id=\"a23088\">0,11% </div><div class=\"po0 fs18 cl2 l3309 t733\" id=\"a23091\">Santillana, S.A. (Per\u00fa) </div><div class=\"po0 fs18 cl2 l3310 t733\" id=\"a23093\">Av. Primavera 2160 Santiago de Surco- Lima </div><div class=\"po0 fs18 cl2 l3311 t733\" id=\"a23098\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t733\" id=\"a23100\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3320 t733\" id=\"a23102\">95% </div><div class=\"po0 fs18 cl2 l3309 t5370\" id=\"a23105\">Sistemas Educativos de Ense\u00f1anza, S.A.S. </div><div class=\"po0 fs18 cl2 l3310 t5371\" id=\"a23107\">Calle Robles, piso E4-13. Edificio Proinco Calisto. Quito Distrito </div><div class=\"po0 fs18 cl2 l3310 t5372\" id=\"a23110\">Metropolitano. </div><div class=\"po0 fs18 cl2 l3311 t5370\" id=\"a23112\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5371\" id=\"a23114\">Santillana Sistemas Educativos, S.L.U<div class=\"d0 w928\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5372\" id=\"a23116\">Grupo Santillana Educaci\u00f3n Global, S.L.U </div><div class=\"po0 fs18 cl2 l3313 t5371\" id=\"a23118\">100% </div><div class=\"po0 fs18 cl2 l3304 t5372\" id=\"a23120\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l3309 t5373\" id=\"a23123\">Solu\u00e7\u00f5es Moderna Editora e Servi\u00e7os Educacionais Ltda.<div class=\"d0 w127\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3310 t5373\" id=\"a23125\">Rua Padre Adelino, 758. Sala Avalia, Quarta Parada, - Sao Paulo. Brasil </div><div class=\"po0 fs18 cl2 l3311 t5373\" id=\"a23130\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5374\" id=\"a23132\">Santillana Latam, S.L.U. </div><div class=\"po0 fs18 cl2 l3312 t4237\" id=\"a23135\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3313 t5374\" id=\"a23137\">100% </div><div class=\"po0 fs18 cl2 l3304 t4237\" id=\"a23139\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l2473 t5375\" id=\"a23142\">(*) Grupo de consolidaci\u00f3n fiscal Promotora de Informaciones, S.A.: 2/91</div></div></div></div></div><div class=\"po1 w1513 h375 lh0\" id=\"TextBlockContainer3243\"><div class=\"po0 l342 t756 f0\" id=\"div_3240_XBRL_TS_cb0d5d77e1c44ea3a85d53f8431a49b8\"><div class=\"po1 w1513 h375 lh0\" id=\"TextBlockContainer3241\"><div class=\"w1213 po0 h141 l3325 t5376 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h42 l3326 t5376 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h369 l3326 t5208 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l1451 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3327 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3328 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3329 t5377 bgc0\">\u00a0</div>\n<div class=\"w1473 po0 h360 l3330 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3331 t5377 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h360 l3325 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3332 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3253 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l1451 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3327 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3328 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3329 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3331 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3332 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3253 t5378 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h363 l3262 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l1451 t5378 bgc0\">\u00a0</div>\n<div class=\"w1501 po0 h363 l3333 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3327 t5378 bgc0\">\u00a0</div>\n<div class=\"w892 po0 h363 l3334 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3328 t5378 bgc0\">\u00a0</div>\n<div class=\"w1272 po0 h363 l2480 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3329 t5378 bgc0\">\u00a0</div>\n<div class=\"w1473 po0 h363 l3330 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3331 t5378 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h363 l3325 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3332 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l1451 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3327 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3328 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3329 t5210 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l3332 t5407 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h44 l3262 t5235 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t5235 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h44 l3253 t5235 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l1451 t5235 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3327 t5235 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3328 t5235 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3329 t5235 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3331 t5235 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3332 t5235 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h361 l3262 t5236 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t5236 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h361 l3253 t5236 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l1451 t5236 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3327 t5236 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3328 t5236 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3329 t5236 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3331 t5236 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3332 t5236 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h27 l3262 t5408 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t5408 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h27 l3253 t5408 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l1451 t5408 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3327 t5408 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3328 t5408 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3329 t5408 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3331 t5408 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3332 t5408 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h364 l3262 t1541 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t1541 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h364 l3253 t1541 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l1451 t1541 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3327 t1541 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3328 t1541 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3329 t1541 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3331 t1541 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3332 t1541 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h44 l3262 t5409 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t5409 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h44 l3253 t5409 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l1451 t5409 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3327 t5409 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3328 t5409 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3329 t5409 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3331 t5409 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3332 t5409 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h364 l3262 t5410 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t5410 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h364 l3253 t5410 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l1451 t5410 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3327 t5410 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3328 t5410 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3329 t5410 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3331 t5410 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3332 t5410 bgc0\">\u00a0</div>\n<div class=\"w1506 po0 h374 l3268 t5411 bgc1\">\u00a0</div>\n<div class=\"w1507 po0 h42 l350 t5411 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5412 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5412 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3262 t5412 bgc0\">\u00a0</div>\n<div class=\"w1508 po0 h360 l350 t5412 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l1451 t5412 bgc0\">\u00a0</div>\n<div class=\"w1501 po0 h360 l3333 t5412 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3327 t5412 bgc0\">\u00a0</div>\n<div class=\"w892 po0 h360 l3334 t5412 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3328 t5412 bgc0\">\u00a0</div>\n<div class=\"w1272 po0 h360 l2480 t5412 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3329 t5412 bgc0\">\u00a0</div>\n<div class=\"w1473 po0 h360 l3330 t5412 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3331 t5412 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h360 l3325 t5412 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3332 t5412 bgc0\">\u00a0</div>\n<div class=\"po1 w1513 z0\" id=\"TextContainer3241\"><div class=\"po0 fs19 cl2 l3340 t5413\" id=\"a23154\">SOCIEDAD </div><div class=\"po0 fs19 cl2 l3341 t5413\" id=\"a23156\">DOMICILIO SOCIAL </div><div class=\"po0 fs19 cl2 l2602 t5413\" id=\"a23158\">ACTIVIDAD </div><div class=\"po0 fs19 cl2 l3342 t5414\" id=\"a23160\">SOCIEDAD QUE POSEE LA </div><div class=\"po0 fs19 cl2 l3343 t5415\" id=\"a23161\">PARTICIPACI\u00d3N </div><div class=\"po0 fs36 cl2 l3344 t756\" id=\"a23163\">Diciembre 2024 </div><div class=\"po0 fs19 cl2 l3345 t5240\" id=\"a23165\">PORCENTAJE </div><div class=\"po0 fs19 cl2 l3346 t5241\" id=\"a23166\">NOMINAL </div><div class=\"po0 fs19 cl2 l3347 t5240\" id=\"a23168\">GRUPO FISCAL </div><div class=\"po0 fs19 cl2 l3348 t5241\" id=\"a23169\">(*) </div><div class=\"po0 fs19 cl2 l529 t5416\" id=\"a23177\">MEDIA </div><div class=\"po0 fs23 cl2 l529 t1302\" id=\"a23190\"><div class=\"d0 w112\">\u00a0</div>Integraci\u00f3n Global </div><div class=\"po0 fs18 cl2 l529 t5417\" id=\"a23198\">Lacoproductora, S.L.U. </div><div class=\"po0 fs18 cl2 l3349 t5417\" id=\"a23200\">Cardenal Cisneros, 74. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5417\" id=\"a23202\">Producci\u00f3n de largometrajes, cortometrajes, series, </div><div class=\"po0 fs18 cl2 l3350 t5418\" id=\"a23203\">miniseries y peliculas de televisi\u00f3n, as\u00ed com </div><div class=\"po0 fs18 cl2 l3350 t5419\" id=\"a23204\">cualquier otro tipo de obras audiovisuales </div><div class=\"po0 fs18 cl2 l3351 t5417\" id=\"a23207\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3352 t5417\" id=\"a23209\">100% </div><div class=\"po0 fs18 cl2 l529 t5420\" id=\"a23212\">Mobvious Corp.<div class=\"d0 w479\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5420\" id=\"a23214\">7742 N. Kendall Drive 101Miami. Florida. 33156-8550. </div><div class=\"po0 fs18 cl2 l3349 t5421\" id=\"a23217\">EE.UU. </div><div class=\"po0 fs18 cl2 l3350 t5420\" id=\"a23219\">Comercializadora de publicidad en medios </div><div class=\"po0 fs18 cl2 l3350 t5421\" id=\"a23220\">digitales. </div><div class=\"po0 fs18 cl2 l3351 t5420\" id=\"a23222\">Prisa Media USA, Inc. </div><div class=\"po0 fs18 cl2 l3353 t5420\" id=\"a23224\">60,00% </div><div class=\"po0 fs18 cl2 l529 t5422\" id=\"a23227\">Podium Podcast, S.L.U.<div class=\"d0 w1509\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5422\" id=\"a23229\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5422\" id=\"a23231\">Prestaci\u00f3n de servicios musicales </div><div class=\"po0 fs18 cl2 l3351 t5422\" id=\"a23233\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3352 t5422\" id=\"a23235\">100% </div><div class=\"po0 fs18 cl2 l3354 t5422\" id=\"a23237\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5423\" id=\"a23239\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3349 t5423\" id=\"a23241\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5423\" id=\"a23243\">La prestaci\u00f3n, por cuenta propia o ajena, de </div><div class=\"po0 fs18 cl2 l3350 t5424\" id=\"a23244\">cualquier clase de servicios relacionados, directa o </div><div class=\"po0 fs18 cl2 l3350 t5425\" id=\"a23245\">indirectamente, con la radiodifusi\u00f3n.<div class=\"d0 w846\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3350 t5426\" id=\"a23247\">El asesoramiento y prestaci\u00f3n de servicios a </div><div class=\"po0 fs18 cl2 l3350 t5427\" id=\"a23248\">empresas de comunicaci\u00f3n en materia de </div><div class=\"po0 fs18 cl2 l3350 t5428\" id=\"a23249\">publicidad, programaci\u00f3n, administraci\u00f3n, </div><div class=\"po0 fs18 cl2 l3350 t5429\" id=\"a23250\">marketing y cuestiones t\u00e9cnicas, inform\u00e1ticas y </div><div class=\"po0 fs18 cl2 l3350 t5430\" id=\"a23251\">comerciales y cualesquiera otras relacionadas con </div><div class=\"po0 fs18 cl2 l3350 t5431\" id=\"a23252\">su actividad. </div><div class=\"po0 fs18 cl2 l3351 t5423\" id=\"a23254\">Promotora de Informaciones, S.A. </div><div class=\"po0 fs18 cl2 l3352 t5423\" id=\"a23256\">100% </div><div class=\"po0 fs18 cl2 l3354 t5423\" id=\"a23258\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5432\" id=\"a23260\">Prisa Media M\u00e9xico, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3349 t5432\" id=\"a23262\">Avenida Paseo de la Reforma 231. Piso 6<div class=\"d0 w968\">\u00a0</div>Colonia </div><div class=\"po0 fs18 cl2 l3349 t5433\" id=\"a23263\">Cuauthemoc Ciudad de M\u00e9xico 06500 </div><div class=\"po0 fs18 cl2 l3350 t5432\" id=\"a23265\">Comercializadora de publicidad en medios </div><div class=\"po0 fs18 cl2 l3350 t5433\" id=\"a23266\">digitales. </div><div class=\"po0 fs18 cl2 l3351 t5432\" id=\"a23268\">Prisa Media USA, Inc. </div><div class=\"po0 fs18 cl2 l3351 t5433\" id=\"a23270\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t5432\" id=\"a23272\">99,99% </div><div class=\"po0 fs18 cl2 l3355 t5433\" id=\"a23274\">0,01% </div><div class=\"po0 fs18 cl2 l529 t5434\" id=\"a23277\">Prisa Media USA, Inc.<div class=\"d0 w140\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5434\" id=\"a23279\">7742 N. Kendall Drive 101Miami. Florida. 33156-8550. </div><div class=\"po0 fs18 cl2 l3349 t5390\" id=\"a23282\">EE.UU. </div><div class=\"po0 fs18 cl2 l3350 t5434\" id=\"a23284\">Comercializadora de publicidad en medios. </div><div class=\"po0 fs18 cl2 l3351 t5434\" id=\"a23286\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3352 t5434\" id=\"a23288\">100% </div><div class=\"po0 fs23 cl2 l529 t5392\" id=\"a23291\"><div class=\"d0 w112\">\u00a0</div>M\u00e9todo de la Participaci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5394\" id=\"a23305\">Wemass Media Audience Safe Solutions, S.L. </div><div class=\"po0 fs18 cl2 l3349 t5394\" id=\"a23307\">Calle Juan Ignacio Luca de Tena, n\u00ba7. </div><div class=\"po0 fs18 cl2 l3350 t5394\" id=\"a23309\">Contratacion de publicidad en medios. </div><div class=\"po0 fs18 cl2 l3350 t5435\" id=\"a23310\">Dise\u00f1o,organizaci\u00f3n, gestion y comercializaci\u00f3n de </div><div class=\"po0 fs18 cl2 l3350 t5436\" id=\"a23311\">todo tipo de actividades y eventos culturales, </div><div class=\"po0 fs18 cl2 l3350 t5437\" id=\"a23312\">deportivos, promocionales y de ocio. </div><div class=\"po0 fs18 cl2 l3351 t5394\" id=\"a23314\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t5394\" id=\"a23316\">33,33% </div><div class=\"po0 fs19 cl2 l529 t5438\" id=\"a23319\">MEDIA-<div class=\"d0 w1510\">\u00a0</div>RADIO </div><div class=\"po0 fs19 cl2 l529 t5439\" id=\"a23335\">RADIO ESPA\u00d1A </div><div class=\"po0 fs23 cl2 l529 t5440\" id=\"a23348\"><div class=\"d0 w112\">\u00a0</div>Integraci\u00f3n Global </div><div class=\"po0 fs18 cl2 l529 t5441\" id=\"a23362\">Antena 3 de Radio de Le\u00f3n, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5441\" id=\"a23364\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5441\" id=\"a23366\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5441\" id=\"a23368\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5441\" id=\"a23370\">99,56% </div><div class=\"po0 fs18 cl2 l3354 t5441\" id=\"a23372\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5442\" id=\"a23374\">Compa\u00f1\u00eda Aragonesa de Radiodifusi\u00f3n, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5442\" id=\"a23376\">Paseo de la Constituci\u00f3n, 21. Zaragoza </div><div class=\"po0 fs18 cl2 l3350 t5442\" id=\"a23378\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5442\" id=\"a23381\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5442\" id=\"a23383\">97,03% </div><div class=\"po0 fs18 cl2 l3354 t5442\" id=\"a23385\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5443\" id=\"a23387\">Ediciones LM, S.L. </div><div class=\"po0 fs18 cl2 l3349 t5443\" id=\"a23389\">Plaza de Cervantes, 6. Ciudad Real </div><div class=\"po0 fs18 cl2 l3350 t5443\" id=\"a23391\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5443\" id=\"a23393\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5443\" id=\"a23395\">50,00% </div><div class=\"po0 fs18 cl2 l529 t5444\" id=\"a23398\">Iniciativas Radiof\u00f3nicas de Castilla La Mancha, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5444\" id=\"a23401\">Carreteros, 1. Toledo </div><div class=\"po0 fs18 cl2 l3350 t5444\" id=\"a23403\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5444\" id=\"a23405\">Ediciones LM, S.L. </div><div class=\"po0 fs18 cl2 l3351 t5445\" id=\"a23407\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5444\" id=\"a23409\">40,00% </div><div class=\"po0 fs18 cl2 l3353 t5445\" id=\"a23411\">50,00% </div><div class=\"po0 fs18 cl2 l529 t5446\" id=\"a23414\">Ondas Galicia, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5447\" id=\"a23416\">San Pedro de Mezonzo, 3. Santiago de Compostela </div><div class=\"po0 fs18 cl2 l3350 t5446\" id=\"a23419\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5447\" id=\"a23421\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5446\" id=\"a23423\">51,14% </div><div class=\"po0 fs18 cl2 l529 t2525\" id=\"a23426\">Prisa Radio, S.A.U. </div><div class=\"po0 fs18 cl2 l3349 t2525\" id=\"a23428\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3350 t2525\" id=\"a23430\">Prestaci\u00f3n de servicios a empresas radiof\u00f3nicas </div><div class=\"po0 fs18 cl2 l3351 t2525\" id=\"a23432\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3352 t2525\" id=\"a23435\">100% </div><div class=\"po0 fs18 cl2 l3354 t2525\" id=\"a23437\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5448\" id=\"a23439\">Propulsora Monta\u00f1esa, S. A. </div><div class=\"po0 fs18 cl2 l3349 t5448\" id=\"a23441\">Pasaje de Pe\u00f1a. N\u00ba 2. Interior. 39008. Santander </div><div class=\"po0 fs18 cl2 l3350 t5448\" id=\"a23443\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5448\" id=\"a23445\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5448\" id=\"a23447\">99,94% </div><div class=\"po0 fs18 cl2 l3354 t5448\" id=\"a23450\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5449\" id=\"a23452\">Radio Club Canarias, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5449\" id=\"a23454\">Plaza Santa Cruz de la Sierra, 2. Santa Cruz de Tenerife </div><div class=\"po0 fs18 cl2 l3350 t5449\" id=\"a23456\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5449\" id=\"a23459\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5449\" id=\"a23461\">95,00% </div><div class=\"po0 fs18 cl2 l3354 t5449\" id=\"a23463\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5450\" id=\"a23465\">Radio Ja\u00e9n, S.L.U. </div><div class=\"po0 fs18 cl2 l3349 t5450\" id=\"a23467\">Obispo Aguilar, 1. Ja\u00e9n<div class=\"d0 w1509\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3350 t5450\" id=\"a23469\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5450\" id=\"a23471\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3352 t5450\" id=\"a23473\">100% </div><div class=\"po0 fs18 cl2 l529 t5282\" id=\"a23476\">Radio Lleida, S.L. </div><div class=\"po0 fs18 cl2 l3349 t5282\" id=\"a23478\">Calle Vila Antonia. N\u00ba 5. Lleida </div><div class=\"po0 fs18 cl2 l3350 t5282\" id=\"a23481\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5282\" id=\"a23483\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5282\" id=\"a23485\">66,50% </div><div class=\"po0 fs18 cl2 l529 t5451\" id=\"a23488\">Radio Murcia, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5451\" id=\"a23490\">Radio Murcia, 4. Murcia </div><div class=\"po0 fs18 cl2 l3350 t5451\" id=\"a23492\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5451\" id=\"a23494\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5451\" id=\"a23496\">83,33% </div><div class=\"po0 fs18 cl2 l3354 t5451\" id=\"a23498\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5452\" id=\"a23500\">Radio Zaragoza, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5452\" id=\"a23502\">Paseo de la Constituci\u00f3n, 21. Zaragoza </div><div class=\"po0 fs18 cl2 l3350 t5452\" id=\"a23504\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5452\" id=\"a23506\">Compa\u00f1\u00eda Aragonesa de Radiodifusi\u00f3n, S.A. </div><div class=\"po0 fs18 cl2 l3351 t5453\" id=\"a23508\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5452\" id=\"a23510\">57,11% </div><div class=\"po0 fs18 cl2 l3353 t5453\" id=\"a23512\">20,77% </div><div class=\"po0 fs18 cl2 l3354 t5452\" id=\"a23514\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5454\" id=\"a23516\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3349 t5454\" id=\"a23519\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5454\" id=\"a23521\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5454\" id=\"a23523\">Prisa Radio, S.A.U. </div><div class=\"po0 fs18 cl2 l3352 t5454\" id=\"a23525\">100% </div><div class=\"po0 fs18 cl2 l3354 t5454\" id=\"a23527\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5455\" id=\"a23529\">Sociedad Independiente Comunicaci\u00f3n Castilla La Mancha, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5455\" id=\"a23531\">Avenida de la Estaci\u00f3n, 5 Bajo. Albacete </div><div class=\"po0 fs18 cl2 l3350 t5455\" id=\"a23533\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5455\" id=\"a23536\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5455\" id=\"a23538\">74,77% </div><div class=\"po0 fs18 cl2 l529 t5456\" id=\"a23541\">Sonido e Imagen de Canarias, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5456\" id=\"a23543\">Caldera de Bandama, 5. Arrecife. Lanzarote </div><div class=\"po0 fs18 cl2 l3350 t5456\" id=\"a23545\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5456\" id=\"a23547\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5456\" id=\"a23549\">50,00% </div><div class=\"po0 fs18 cl2 l529 t5457\" id=\"a23552\">Teleser, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5457\" id=\"a23554\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5457\" id=\"a23556\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5457\" id=\"a23558\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U.<div class=\"d0 w1511\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5458\" id=\"a23559\">Radio Zaragoza, S.A. </div><div class=\"po0 fs18 cl2 l3353 t5457\" id=\"a23562\">81,46%<div class=\"d0 w1512\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3355 t5458\" id=\"a23563\">0,65% </div><div class=\"po0 fs18 cl2 l3354 t5457\" id=\"a23566\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5459\" id=\"a23568\">(*) Grupo de consolidaci\u00f3n fiscal Promotora de Informaciones, S.A.: 2/91 </div></div></div></div></div><div class=\"po1 w1517 h377 lh0\" id=\"TextBlockContainer3249\"><div class=\"po0 l342 t756 f0\" id=\"div_3246_XBRL_TS_cb0d5d77e1c44ea3a85d53f8431a49b8_1\"><div class=\"po1 w1517 h377 lh0\" id=\"TextBlockContainer3247\"><div class=\"w405 po0 h360 l3253 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bgc0\">\u00a0</div>\n<div class=\"w1272 po0 h360 l2480 t5496 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3329 t5496 bgc0\">\u00a0</div>\n<div class=\"w1473 po0 h360 l3330 t5496 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3331 t5496 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h360 l3325 t5496 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3332 t5496 bgc0\">\u00a0</div>\n<div class=\"po1 w1517 z0\" id=\"TextContainer3247\"><div class=\"po0 fs19 cl2 l3340 t5413\" id=\"a23576\">SOCIEDAD </div><div class=\"po0 fs19 cl2 l3341 t5413\" id=\"a23578\">DOMICILIO SOCIAL </div><div class=\"po0 fs19 cl2 l2602 t5413\" id=\"a23580\">ACTIVIDAD </div><div class=\"po0 fs19 cl2 l3342 t5414\" id=\"a23582\">SOCIEDAD QUE POSEE LA </div><div class=\"po0 fs19 cl2 l3343 t5415\" id=\"a23583\">PARTICIPACI\u00d3N </div><div class=\"po0 fs36 cl2 l3344 t756\" id=\"a23585\">Diciembre 2024 </div><div class=\"po0 fs19 cl2 l3345 t5240\" id=\"a23587\">PORCENTAJE </div><div class=\"po0 fs19 cl2 l3346 t5241\" id=\"a23588\">NOMINAL </div><div class=\"po0 fs19 cl2 l3347 t5240\" id=\"a23590\">GRUPO FISCAL </div><div class=\"po0 fs19 cl2 l3348 t5241\" id=\"a23591\">(*) </div><div class=\"po0 fs19 cl2 l529 t5497\" id=\"a23593\">RADIO INTERNACIONAL </div><div class=\"po0 fs23 cl2 l529 t5498\" id=\"a23606\"><div class=\"d0 w112\">\u00a0</div>Integraci\u00f3n Global </div><div class=\"po0 fs18 cl2 l529 t5499\" id=\"a23620\">Blaya y Vega, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5499\" id=\"a23622\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t5500\" id=\"a23623\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5499\" id=\"a23625\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5499\" id=\"a23627\">Multimedios GLP Chile , SpA. </div><div class=\"po0 fs18 cl2 l3351 t5500\" id=\"a23629\">Prisa Media Chile, S.A. </div><div class=\"po0 fs18 cl2 l3353 t5499\" id=\"a23631\">99,98% </div><div class=\"po0 fs18 cl2 l3355 t5500\" id=\"a23633\">0,02% </div><div class=\"po0 fs18 cl2 l529 t5501\" id=\"a23636\">Caracol Est\u00e9reo, S.A.S </div><div class=\"po0 fs18 cl2 l3349 t5501\" id=\"a23638\">Calle 67 N\u00ba 7-37 Piso 7 Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t5501\" id=\"a23642\">Servicios de radiodifusi\u00f3n comercial </div><div class=\"po0 fs18 cl2 l3351 t5501\" id=\"a23644\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5502\" id=\"a23646\">Prisa Radio, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t5501\" id=\"a23648\">77,04% </div><div class=\"po0 fs18 cl2 l3356 t5502\" id=\"a23650\">2 acciones </div><div class=\"po0 fs18 cl2 l529 t5503\" id=\"a23653\">Caracol, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5503\" id=\"a23655\">Calle 67 N\u00ba 7-37 Piso 7 Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t5503\" id=\"a23659\">Servicios de radiodifusi\u00f3n comercial </div><div class=\"po0 fs18 cl2 l3351 t5503\" id=\"a23661\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5323\" id=\"a23663\">Prisa Radio, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t5503\" id=\"a23665\">77,05% </div><div class=\"po0 fs18 cl2 l3356 t5323\" id=\"a23667\">2 acciones </div><div class=\"po0 fs18 cl2 l529 t5504\" id=\"a23670\">Compa\u00f1\u00eda de Comunicaciones de Colombia, S.A.S </div><div class=\"po0 fs18 cl2 l3349 t5504\" id=\"a23672\">Calle 67 N\u00ba 7-37 Piso 7 Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t5504\" id=\"a23676\">Servicios de radiodifusi\u00f3n comercial </div><div class=\"po0 fs18 cl2 l3351 t5504\" id=\"a23678\">Caracol, S.A. </div><div class=\"po0 fs18 cl2 l3351 t5505\" id=\"a23680\">Promotora de Publicidad Radial, S.A.S. </div><div class=\"po0 fs18 cl2 l3351 t5506\" id=\"a23682\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5507\" id=\"a23684\">Caracol Est\u00e9reo, S.A.S. </div><div class=\"po0 fs18 cl2 l3351 t5508\" id=\"a23686\">Ecos de la Monta\u00f1a Cadena Radial Andina, S.A. </div><div class=\"po0 fs18 cl2 l3353 t5504\" id=\"a23688\">43,45% </div><div class=\"po0 fs18 cl2 l3353 t5505\" id=\"a23690\">19,27% </div><div class=\"po0 fs18 cl2 l3353 t5506\" id=\"a23692\">16,76% </div><div class=\"po0 fs18 cl2 l3353 t5507\" id=\"a23694\">11,13% </div><div class=\"po0 fs18 cl2 l3355 t5508\" id=\"a23696\">4,42% </div><div class=\"po0 fs18 cl2 l529 t5509\" id=\"a23699\">Compa\u00f1\u00eda de Radios, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5509\" id=\"a23701\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t5510\" id=\"a23703\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5509\" id=\"a23705\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5509\" id=\"a23707\">Sociedad Radiodifusora del Norte, SpA. </div><div class=\"po0 fs18 cl2 l3351 t5510\" id=\"a23709\">Iberoamerican Radio Holdings Chile, S.A. </div><div class=\"po0 fs18 cl2 l3351 t5511\" id=\"a23711\">Prisa Media Chile, S.A. </div><div class=\"po0 fs18 cl2 l3353 t5509\" id=\"a23714\">44,32% </div><div class=\"po0 fs18 cl2 l3353 t5510\" id=\"a23716\">40,88% </div><div class=\"po0 fs18 cl2 l3353 t5511\" id=\"a23718\">14,80% </div><div class=\"po0 fs18 cl2 l529 t5512\" id=\"a23722\">Consorcio Radial de Panam\u00e1, S.A </div><div class=\"po0 fs18 cl2 l3349 t5512\" id=\"a23724\">Urbanizaci\u00f3n Obarrio, Calle 54 Edificio Caracol. Panam\u00e1 </div><div class=\"po0 fs18 cl2 l3350 t5512\" id=\"a23726\">Servicios de asesor\u00eda y comercializaci\u00f3n de servicios </div><div class=\"po0 fs18 cl2 l3350 t5337\" id=\"a23727\">y productos<div class=\"d0 w516\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5512\" id=\"a23729\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3352 t5512\" id=\"a23731\">100% </div><div class=\"po0 fs18 cl2 l529 t5513\" id=\"a23734\">Corporaci\u00f3n Argentina de Radiodifusi\u00f3n, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5513\" id=\"a23736\">Rivadavia 835. Ciudad de Buenos Aires. Argentina </div><div class=\"po0 fs18 cl2 l3350 t5513\" id=\"a23739\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5513\" id=\"a23741\">GLR Services Inc. </div><div class=\"po0 fs18 cl2 l3351 t5514\" id=\"a23743\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5513\" id=\"a23745\">76,20% </div><div class=\"po0 fs18 cl2 l3353 t5514\" id=\"a23747\">23,80% </div><div class=\"po0 fs18 cl2 l529 t5515\" id=\"a23750\">Ecos de la Monta\u00f1a Cadena Radial Andina, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5515\" id=\"a23752\">Calle 67. N\u00ba 7-37. Piso 7. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t5515\" id=\"a23756\">Servicios de radiodifusi\u00f3n comercial </div><div class=\"po0 fs18 cl2 l3351 t5515\" id=\"a23759\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5516\" id=\"a23761\">Prisa Radio, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t5515\" id=\"a23763\">76,80% </div><div class=\"po0 fs18 cl2 l3344 t5516\" id=\"a23765\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5517\" id=\"a23768\">Emisora Mil Veinte, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5517\" id=\"a23770\">Calle 67. N\u00ba 7-37. Piso 7. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t5517\" id=\"a23774\">Servicios de radiodifusi\u00f3n comercial </div><div class=\"po0 fs18 cl2 l3351 t5517\" id=\"a23776\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5518\" id=\"a23779\">Prisa Radio, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t5517\" id=\"a23781\">75,72% </div><div class=\"po0 fs18 cl2 l3344 t5518\" id=\"a23783\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5519\" id=\"a23786\">Fast Net Comunicaciones, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5519\" id=\"a23788\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t5520\" id=\"a23789\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5519\" id=\"a23791\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5519\" id=\"a23793\">Prisa Media Chile, S.A. </div><div class=\"po0 fs18 cl2 l3351 t5520\" id=\"a23795\">Compa\u00f1ias de Radio,S.A. </div><div class=\"po0 fs18 cl2 l3353 t5519\" id=\"a23797\">99,86% </div><div class=\"po0 fs18 cl2 l3355 t5520\" id=\"a23799\">0,14% </div><div class=\"po0 fs18 cl2 l529 t5521\" id=\"a23802\">Grupo Latino de Radiodifusi\u00f3n Chile, SpA (**) </div><div class=\"po0 fs18 cl2 l3349 t5521\" id=\"a23804\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t5522\" id=\"a23805\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5521\" id=\"a23807\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5521\" id=\"a23809\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5522\" id=\"a23811\">Caracol, S.A. </div><div class=\"po0 fs18 cl2 l3357 t5521\" id=\"a23813\">99,9986% </div><div class=\"po0 fs18 cl2 l3358 t5522\" id=\"a23815\">0,0014% </div><div class=\"po0 fs18 cl2 l529 t5523\" id=\"a23818\">GLR Services Inc. </div><div class=\"po0 fs18 cl2 l3349 t5523\" id=\"a23820\">2100 Coral Way - Miami 33145 - Florida, EE.UU. </div><div class=\"po0 fs18 cl2 l3350 t5523\" id=\"a23829\">Prestaci\u00f3n de servicios a empresas de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5523\" id=\"a23831\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3352 t5523\" id=\"a23833\">100% </div><div class=\"po0 fs18 cl2 l529 t5524\" id=\"a23836\">Iberoamerican Radio Holdings Chile, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5524\" id=\"a23838\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t5525\" id=\"a23839\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5524\" id=\"a23841\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5524\" id=\"a23843\">Prisa Media Chile, S.A.<div class=\"d0 w1514\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5525\" id=\"a23844\">Grupo Latino de Radiodifusi\u00f3n Chile, SpA </div><div class=\"po0 fs18 cl2 l3352 t5524\" id=\"a23847\">100% </div><div class=\"po0 fs18 cl2 l3344 t5525\" id=\"a23849\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5526\" id=\"a23852\">Iberoamericana de Noticias Ltda. </div><div class=\"po0 fs18 cl2 l3349 t5526\" id=\"a23854\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t5527\" id=\"a23856\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5526\" id=\"a23858\">Explotaci\u00f3n de medios y servicios de comunicaci\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5526\" id=\"a23860\">Grupo Latino de Radiodifusi\u00f3n Chile SpA.<div class=\"d0 w1515\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5527\" id=\"a23862\">Prisa Media Chile, S.A. </div><div class=\"po0 fs18 cl2 l3357 t5526\" id=\"a23865\">99,9996% </div><div class=\"po0 fs18 cl2 l3358 t5527\" id=\"a23867\">0,0004% </div><div class=\"po0 fs18 cl2 l529 t5528\" id=\"a23870\">La Voz de Colombia, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5528\" id=\"a23872\">Calle 67. N\u00ba 7-37. Piso 7. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t5528\" id=\"a23876\">Servicios de radiodifusi\u00f3n comercial </div><div class=\"po0 fs18 cl2 l3351 t5528\" id=\"a23878\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5529\" id=\"a23880\">Caracol, S.A. </div><div class=\"po0 fs18 cl2 l3353 t5528\" id=\"a23882\">75,64% </div><div class=\"po0 fs18 cl2 l3355 t5529\" id=\"a23884\">0,01% </div><div class=\"po0 fs18 cl2 l529 t5530\" id=\"a23887\">Multimedios GLP Chile SPA </div><div class=\"po0 fs18 cl2 l3349 t5530\" id=\"a23889\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t228\" id=\"a23891\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5530\" id=\"a23893\">Explotaci\u00f3n de medios y servicios de comunicaci\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5530\" id=\"a23895\">Prisa Media Chile, S.A. </div><div class=\"po0 fs18 cl2 l3352 t5530\" id=\"a23897\">100% </div><div class=\"po0 fs18 cl2 l529 t5531\" id=\"a23900\">Prisa Media Chile, S.A.<div class=\"d0 w1169\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5531\" id=\"a23902\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t5532\" id=\"a23903\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5531\" id=\"a23905\">Producci\u00f3n y venta de art\u00edculos publicitarios, </div><div class=\"po0 fs18 cl2 l3350 t5532\" id=\"a23906\">promociones y eventos </div><div class=\"po0 fs18 cl2 l3351 t5531\" id=\"a23908\">Grupo Latino de Radiodifusi\u00f3n Chile, SpA </div><div class=\"po0 fs18 cl2 l3351 t5532\" id=\"a23910\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5531\" id=\"a23912\">99,90% </div><div class=\"po0 fs18 cl2 l3355 t5532\" id=\"a23914\">0,10% </div><div class=\"po0 fs18 cl2 l529 t5533\" id=\"a23917\">Prisa Media Colombia, S.A.S<div class=\"d0 w1510\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5533\" id=\"a23919\">Calle 67 N\u00ba 7-37 Piso 7 Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t5533\" id=\"a23923\">Producci\u00f3n y organizaci\u00f3n de espect\u00e1culos y </div><div class=\"po0 fs18 cl2 l3350 t5534\" id=\"a23924\">eventos </div><div class=\"po0 fs18 cl2 l3351 t5533\" id=\"a23926\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3352 t5533\" id=\"a23928\">100% </div><div class=\"po0 fs18 cl2 l529 t3617\" id=\"a23931\">Promotora de Publicidad Radial, S.A.S. </div><div class=\"po0 fs18 cl2 l3349 t3617\" id=\"a23933\">Calle 67. N\u00ba 7-37. Piso 7. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t3617\" id=\"a23937\">Servicios de radiodifusi\u00f3n comercial </div><div class=\"po0 fs18 cl2 l3351 t3617\" id=\"a23939\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5535\" id=\"a23941\">Prisa Radio, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t3617\" id=\"a23943\">77,04% </div><div class=\"po0 fs18 cl2 l3356 t5535\" id=\"a23945\">2 acciones </div><div class=\"po0 fs18 cl2 l529 t5536\" id=\"a23949\">Radio Reloj, S.A.S. </div><div class=\"po0 fs18 cl2 l3349 t5536\" id=\"a23951\">CL 57 No 17 \u2013 48 Bogot\u00e1, Colombia<div class=\"d0 w1516\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3350 t5536\" id=\"a23956\">Explotaci\u00f3n de negocios de radiodifusi\u00f3n y </div><div class=\"po0 fs18 cl2 l3350 t5537\" id=\"a23957\">publicidad </div><div class=\"po0 fs18 cl2 l3351 t5536\" id=\"a23959\">Caracol, S.A. </div><div class=\"po0 fs18 cl2 l3352 t5536\" id=\"a23961\">100% </div><div class=\"po0 fs18 cl2 l529 t5538\" id=\"a23964\">Sociedad Radiodifusora del Norte, SpA. </div><div class=\"po0 fs18 cl2 l3349 t5538\" id=\"a23966\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t5539\" id=\"a23967\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5538\" id=\"a23969\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5538\" id=\"a23971\">Prisa Media Chile, S.A. </div><div class=\"po0 fs18 cl2 l3352 t5538\" id=\"a23974\">100% </div><div class=\"po0 fs18 cl2 l529 t5540\" id=\"a23978\">Societat de Comunicacio i Publicidat, S.L. </div><div class=\"po0 fs18 cl2 l3349 t5540\" id=\"a23980\">Parc. de la Mola, 10 Torre Caldea, 6\u00ba Escalde. Engordany. </div><div class=\"po0 fs18 cl2 l3349 t5541\" id=\"a23981\">Andorra </div><div class=\"po0 fs18 cl2 l3350 t5540\" id=\"a23983\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5540\" id=\"a23985\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5541\" id=\"a23988\">Uni\u00f3n Radio del Pirineu, S.A. </div><div class=\"po0 fs18 cl2 l3353 t5540\" id=\"a23990\">99,00% </div><div class=\"po0 fs18 cl2 l3355 t5541\" id=\"a23992\">1,00% </div><div class=\"po0 fs18 cl2 l529 t5542\" id=\"a24001\">(*) Grupo de consolidaci\u00f3n fiscal Promotora de Informaciones, S.A.: 2/91 </div></div></div></div></div><div class=\"po1 w1513 h382 lh0\" id=\"TextBlockContainer3255\"><div class=\"po0 l342 t756 f0\" id=\"div_3252_XBRL_TS_cb0d5d77e1c44ea3a85d53f8431a49b8_2\"><div class=\"po1 w1513 h382 lh0\" id=\"TextBlockContainer3253\"><div class=\"w405 po0 h360 l3253 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5461 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h360 l3262 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l1451 t5461 bgc0\">\u00a0</div>\n<div class=\"w1501 po0 h360 l3333 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3327 t5461 bgc0\">\u00a0</div>\n<div class=\"w892 po0 h360 l3334 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3328 t5461 bgc0\">\u00a0</div>\n<div class=\"w1272 po0 h360 l2480 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3329 t5461 bgc0\">\u00a0</div>\n<div class=\"w1435 po0 h360 l3330 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3332 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3332 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3253 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l1451 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3327 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3328 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3329 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3332 t5462 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h141 l3325 t5376 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h42 l3326 t5376 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h369 l3326 t5208 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l1451 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3327 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3328 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3329 t5377 bgc0\">\u00a0</div>\n<div class=\"w1473 po0 h360 l3330 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3331 t5377 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h360 l3325 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3332 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3253 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l1451 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3327 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 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class=\"w1213 po0 h44 l3335 t5568 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3336 t5568 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h44 l3253 t5568 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l1451 t5568 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3327 t5568 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3328 t5568 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3329 t5568 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3331 t5568 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3332 t5568 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h27 l3335 t5569 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h34 l3336 t5569 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h27 l3253 t5569 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l1451 t5569 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3327 t5569 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3328 t5569 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3329 t5569 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3331 t5569 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3332 t5569 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h44 l3335 t5570 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3336 t5570 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h44 l3253 t5570 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l1451 t5570 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3327 t5570 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3328 t5570 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3329 t5570 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3331 t5570 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3332 t5570 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h27 l3262 t5571 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t5571 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h27 l3335 t5571 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h34 l3336 t5571 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h27 l3253 t5571 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l1451 t5571 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3327 t5571 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3328 t5571 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3329 t5571 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3331 t5571 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3332 t5571 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h44 l3262 t4097 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h42 l350 t4097 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h44 l3253 t4097 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l1451 t4097 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3327 t4097 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3328 t4097 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3329 t4097 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3331 t4097 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3332 t4097 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h364 l3262 t5572 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t5572 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h364 l3335 t5572 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h34 l3336 t5572 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3336 t5573 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h364 l3253 t5572 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l1451 t5572 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3327 t5572 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3328 t5572 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3329 t5572 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3331 t5572 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3332 t5572 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h364 l3262 t2896 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t2896 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h364 l3335 t2896 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h34 l3336 t2896 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3336 t5574 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h364 l3253 t2896 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l1451 t2896 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3327 t2896 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3328 t2896 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3329 t2896 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3331 t2896 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3332 t2896 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h27 l3262 t5575 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t5575 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h27 l3335 t5575 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h34 l3336 t5575 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h27 l3253 t5575 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l1451 t5575 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3327 t5575 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3328 t5575 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3329 t5575 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3331 t5575 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3332 t5575 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h217 l3253 t5576 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h217 l1451 t5576 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h217 l3327 t5576 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h217 l3328 t5576 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h217 l3329 t5576 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h217 l3331 t5576 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h217 l3332 t5576 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3262 t5577 bgc0\">\u00a0</div>\n<div class=\"w1508 po0 h360 l350 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l1451 t5577 bgc0\">\u00a0</div>\n<div class=\"w1501 po0 h360 l3333 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3327 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3334 t5577 bgc0\">\u00a0</div>\n<div class=\"w1519 po0 h360 l3359 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3328 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l2480 t5577 bgc0\">\u00a0</div>\n<div class=\"w1520 po0 h360 l3360 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3329 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3330 t5577 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h360 l3336 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3331 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3325 t5577 bgc0\">\u00a0</div>\n<div class=\"w1426 po0 h360 l3361 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3332 t5577 bgc0\">\u00a0</div>\n<div class=\"po1 w1513 z0\" id=\"TextContainer3253\"><div class=\"po0 fs19 cl2 l3340 t5413\" id=\"a24009\">SOCIEDAD </div><div class=\"po0 fs19 cl2 l3341 t5413\" id=\"a24011\">DOMICILIO SOCIAL </div><div class=\"po0 fs19 cl2 l2602 t5413\" id=\"a24013\">ACTIVIDAD </div><div class=\"po0 fs19 cl2 l3342 t5414\" id=\"a24015\">SOCIEDAD QUE POSEE LA </div><div class=\"po0 fs19 cl2 l3343 t5415\" id=\"a24016\">PARTICIPACI\u00d3N </div><div class=\"po0 fs36 cl2 l3344 t756\" id=\"a24018\">Diciembre 2024 </div><div class=\"po0 fs19 cl2 l3345 t5240\" id=\"a24020\">PORCENTAJE </div><div class=\"po0 fs19 cl2 l3346 t5241\" id=\"a24021\">NOMINAL </div><div class=\"po0 fs19 cl2 l3347 t5240\" id=\"a24023\">GRUPO FISCAL </div><div class=\"po0 fs19 cl2 l3348 t5241\" id=\"a24024\">(*) </div><div class=\"po0 fs23 cl2 l529 t5378\" id=\"a24026\"><div class=\"d0 w112\">\u00a0</div>M\u00e9todo de la Participaci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5578\" id=\"a24040\">Cadena Radiodifusora Mexicana, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3349 t5578\" id=\"a24042\">Calzada de Tlalpan 3000 col Espartaco M\u00e9xico D.F. 04870. </div><div class=\"po0 fs18 cl2 l3349 t5579\" id=\"a24044\">M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5578\" id=\"a24046\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5578\" id=\"a24048\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w1521\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5579\" id=\"a24049\">Cadena Radi\u00f3polis, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3362 t5578\" id=\"a24052\">100%<div class=\"d0 w1522\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3363 t5579\" id=\"a24053\">353 acciones </div><div class=\"po0 fs18 cl2 l529 t5580\" id=\"a24057\">Cadena Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w1022\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5580\" id=\"a24059\">Calzada de Tlalpan n\u00famero<div class=\"d0 w1523\">\u00a0</div>3000, Colonia Espartaco, </div><div class=\"po0 fs18 cl2 l3349 t5581\" id=\"a24060\">Delegaci\u00f3n Coyoac\u00e1n, C\u00f3digo Postal 04870, Ciudad de </div><div class=\"po0 fs18 cl2 l3349 t5582\" id=\"a24061\">M\u00e9xico.<div class=\"d0 w265\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3350 t5580\" id=\"a24063\">Prestaci\u00f3n de servicios p\u00fablicos de </div><div class=\"po0 fs18 cl2 l3350 t5581\" id=\"a24064\">telecomunicaciones y radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5580\" id=\"a24066\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w1524\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5581\" id=\"a24068\">Cadena Radiodifusora Mexicana, S.A. de C.V.<div class=\"d0 w1525\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3353 t5580\" id=\"a24070\">99,90% </div><div class=\"po0 fs18 cl2 l3355 t5581\" id=\"a24072\">0,10% </div><div class=\"po0 fs18 cl2 l529 t5583\" id=\"a24075\">Caja Radiopolis, S.C </div><div class=\"po0 fs18 cl2 l3349 t5583\" id=\"a24077\">Calzada de Tlalpan 3000 col Espartaco M\u00e9xico D.F. 04870. </div><div class=\"po0 fs18 cl2 l3349 t5584\" id=\"a24078\">M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5583\" id=\"a24080\">Servicios de administracion de negocios </div><div class=\"po0 fs18 cl2 l3351 t5583\" id=\"a24082\">Servicios Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w1219\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5584\" id=\"a24084\">Radio Comerciales, S.A. de C.V.<div class=\"d0 w802\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5585\" id=\"a24086\">Xezz, S.A. de C.V.<div class=\"d0 w1516\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3353 t5583\" id=\"a24089\">67,00% </div><div class=\"po0 fs18 cl2 l3353 t5584\" id=\"a24091\">31,00% </div><div class=\"po0 fs18 cl2 l3355 t5585\" id=\"a24093\">2,00% </div><div class=\"po0 fs18 cl2 l529 t5426\" id=\"a24097\">Fondo Radiopolis, S.C. </div><div class=\"po0 fs18 cl2 l3349 t5426\" id=\"a24099\">Calzada de Tlalpan 3000 col Espartaco M\u00e9xico D.F. 04870. </div><div class=\"po0 fs18 cl2 l3349 t5427\" id=\"a24100\">M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5426\" id=\"a24102\">Servicios de administracion de negocios </div><div class=\"po0 fs18 cl2 l3351 t5426\" id=\"a24104\">Servicios Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w1219\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5427\" id=\"a24106\">Radio Comerciales, S.A. de C.V.<div class=\"d0 w802\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t3290\" id=\"a24108\">Xezz, S.A. de C.V.<div class=\"d0 w1516\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3353 t5426\" id=\"a24111\">67,00% </div><div class=\"po0 fs18 cl2 l3353 t5427\" id=\"a24113\">31,00% </div><div class=\"po0 fs18 cl2 l3355 t3290\" id=\"a24115\">2,00% </div><div class=\"po0 fs18 cl2 l529 t5586\" id=\"a24119\">Promotora Radial del Llano, LTDA </div><div class=\"po0 fs18 cl2 l3349 t5586\" id=\"a24121\">Calle 67 N\u00ba 7-37 Piso 7 Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t5586\" id=\"a24125\">Servicios de radiodifusi\u00f3n comercial </div><div class=\"po0 fs18 cl2 l3351 t5586\" id=\"a24127\">Caracol, S.A. </div><div class=\"po0 fs18 cl2 l3351 t5587\" id=\"a24129\">Promotora de Publicidad Radial, S.A.S </div><div class=\"po0 fs18 cl2 l3353 t5586\" id=\"a24131\">25,00% </div><div class=\"po0 fs18 cl2 l3353 t5587\" id=\"a24133\">25,00% </div><div class=\"po0 fs18 cl2 l529 t5511\" id=\"a24136\">Radio Comerciales, S.A. de C.V.<div class=\"d0 w1526\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5511\" id=\"a24138\">Rub\u00e9n Dar\u00edo n\u00ba 158. Guadalajara. M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5511\" id=\"a24140\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5511\" id=\"a24142\">Sistema Radi\u00f3polis, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3351 t5588\" id=\"a24144\">Cadena Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w1493\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3353 t5511\" id=\"a24146\">99,97% </div><div class=\"po0 fs18 cl2 l3355 t5588\" id=\"a24148\">0,03% </div><div class=\"po0 fs18 cl2 l529 t5589\" id=\"a24151\">Radio Melod\u00eda, S.A. de C.V.<div class=\"d0 w1527\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5589\" id=\"a24153\">Rub\u00e9n Dar\u00edo n\u00ba 158. Guadalajara. M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5589\" id=\"a24155\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5589\" id=\"a24157\">Cadena Radiodifusora Mexicana, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3351 t5590\" id=\"a24159\">Cadena Radi\u00f3polis, S.A de CV </div><div class=\"po0 fs18 cl2 l3353 t5589\" id=\"a24161\">99,00% </div><div class=\"po0 fs18 cl2 l3355 t5590\" id=\"a24163\">1,00% </div><div class=\"po0 fs18 cl2 l529 t5591\" id=\"a24166\">Radio Tapat\u00eda, S.A. de C.V.<div class=\"d0 w1528\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5591\" id=\"a24168\">Rub\u00e9n Dar\u00edo n\u00ba 158. Guadalajara. M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5591\" id=\"a24171\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5591\" id=\"a24173\">Cadena Radiodifusora Mexicana, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3351 t5592\" id=\"a24175\">Cadena Radi\u00f3polis, S.A de CV </div><div class=\"po0 fs18 cl2 l3353 t5591\" id=\"a24177\">99,00% </div><div class=\"po0 fs18 cl2 l3355 t5592\" id=\"a24179\">1,00% </div><div class=\"po0 fs18 cl2 l529 t5593\" id=\"a24182\">Radiotelevisora de Mexicali, S.A. de C.V.<div class=\"d0 w921\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5593\" id=\"a24184\">Avenida Reforma 1270. Mexicali Baja California. M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5593\" id=\"a24186\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5593\" id=\"a24188\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w1529\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5594\" id=\"a24189\">Cadena Radi\u00f3polis, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3362 t5593\" id=\"a24193\">100%<div class=\"d0 w1530\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3364 t5594\" id=\"a24194\">11 acciones </div><div class=\"po0 fs18 cl2 l529 t5595\" id=\"a24198\">Servicios Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w127\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5595\" id=\"a24200\">Calzada de Tlalpan 3000 col Espartaco M\u00e9xico D.F. 04870. </div><div class=\"po0 fs18 cl2 l3349 t5596\" id=\"a24201\">M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5595\" id=\"a24203\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5595\" id=\"a24205\">Sistema Radi\u00f3polis, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3351 t5596\" id=\"a24207\">Radio Comerciales, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3358 t5595\" id=\"a24209\">99,998% </div><div class=\"po0 fs18 cl2 l3353 t5596\" id=\"a24211\">0,002% </div><div class=\"po0 fs18 cl2 l529 t5597\" id=\"a24214\">Servicios Xezz, S.A. de C.V.<div class=\"d0 w832\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5597\" id=\"a24216\">Calzada de Tlalpan 3000 col Espartaco M\u00e9xico D.F. 04870. </div><div class=\"po0 fs18 cl2 l3349 t5598\" id=\"a24217\">M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5597\" id=\"a24219\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5597\" id=\"a24221\">Xezz, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3351 t5598\" id=\"a24223\">Radio Comerciales, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3358 t5597\" id=\"a24225\">99,998% </div><div class=\"po0 fs18 cl2 l3353 t5598\" id=\"a24227\">0,002% </div><div class=\"po0 fs18 cl2 l529 t576\" id=\"a24230\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w1516\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t576\" id=\"a24232\">Calzada de Tlalpan 3000 col Espartaco M\u00e9xico D.F. 04870. </div><div class=\"po0 fs18 cl2 l3349 t5599\" id=\"a24233\">M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t576\" id=\"a24235\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t576\" id=\"a24237\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t576\" id=\"a24239\">50,00% </div><div class=\"po0 fs18 cl2 l529 t225\" id=\"a24242\">Uni\u00f3n Radio del Pirineu, S.A. </div><div class=\"po0 fs18 cl2 l3349 t225\" id=\"a24244\">Carrer Prat del Creu, 32. Andorra </div><div class=\"po0 fs18 cl2 l3350 t225\" id=\"a24247\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t225\" id=\"a24249\">Prisa Radio, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t225\" id=\"a24251\">33,00% </div><div class=\"po0 fs18 cl2 l529 t5600\" id=\"a24254\">Xezz, S.A. de C.V.<div class=\"d0 w1516\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5600\" id=\"a24256\">Rub\u00e9n Dar\u00edo n\u00ba 158. Guadalajara. M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5600\" id=\"a24258\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5600\" id=\"a24260\">Cadena Radiodifusora Mexicana, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3351 t5601\" id=\"a24262\">Cadena Radi\u00f3polis, S.A de C.V. </div><div class=\"po0 fs18 cl2 l3353 t5600\" id=\"a24265\">99,00% </div><div class=\"po0 fs18 cl2 l3355 t5601\" id=\"a24267\">1,00% </div><div class=\"po0 fs19 cl2 l529 t5602\" id=\"a24282\">MEDIA-<div class=\"d0 w1510\">\u00a0</div>PRENSA </div><div class=\"po0 fs23 cl2 l529 t5603\" id=\"a24298\"><div class=\"d0 w112\">\u00a0</div>Integraci\u00f3n Global </div><div class=\"po0 fs18 cl2 l529 t5604\" id=\"a24312\">As Chile, SPA </div><div class=\"po0 fs18 cl2 l3349 t5604\" id=\"a24314\">Eliodoro Y\u00e1\u00f1ez 1783, Providencia. Santiago. Chile </div><div class=\"po0 fs18 cl2 l3350 t5604\" id=\"a24316\">Edici\u00f3n y explotaci\u00f3n del Diario As en Chile. </div><div class=\"po0 fs18 cl2 l3351 t5604\" id=\"a24318\">Diario As, S.L. </div><div class=\"po0 fs18 cl2 l3352 t5604\" id=\"a24320\">100% </div><div class=\"po0 fs18 cl2 l529 t103\" id=\"a24323\">Diario AS Colombia, SAS </div><div class=\"po0 fs18 cl2 l3349 t103\" id=\"a24325\">Cl 98, n\u00aa 1871 OF401. Bogot\u00e1 D.C. </div><div class=\"po0 fs18 cl2 l3350 t103\" id=\"a24328\">Edici\u00f3n y explotaci\u00f3n del Diario As en Colombia. </div><div class=\"po0 fs18 cl2 l3351 t103\" id=\"a24330\">Diario As, S.L. </div><div class=\"po0 fs18 cl2 l3352 t103\" id=\"a24332\">100% </div><div class=\"po0 fs18 cl2 l529 t5605\" id=\"a24335\">Diario As USA, Inc. </div><div class=\"po0 fs18 cl2 l3349 t5605\" id=\"a24337\">2100 Coral Way Suite 202. 33145 Miami, Florida </div><div class=\"po0 fs18 cl2 l3350 t5605\" id=\"a24339\">Edici\u00f3n y explotaci\u00f3n del Diario As en USA. </div><div class=\"po0 fs18 cl2 l3351 t5605\" id=\"a24341\">Diario As, S.L. </div><div class=\"po0 fs18 cl2 l3352 t5605\" id=\"a24343\">100% </div><div class=\"po0 fs18 cl2 l529 t5606\" id=\"a24346\">Diario As, S.L. </div><div class=\"po0 fs18 cl2 l3349 t5606\" id=\"a24348\">Valent\u00edn Beato, 44. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5606\" id=\"a24350\">Edici\u00f3n y explotaci\u00f3n del Diario As. </div><div class=\"po0 fs18 cl2 l3351 t5606\" id=\"a24352\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t5606\" id=\"a24354\">75,00% </div><div class=\"po0 fs18 cl2 l3354 t5606\" id=\"a24356\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5607\" id=\"a24358\">Diario Cinco D\u00edas, S.A.U. </div><div class=\"po0 fs18 cl2 l3349 t5607\" id=\"a24360\">Miguel Yuste, 42. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5607\" id=\"a24362\">Edici\u00f3n y explotaci\u00f3n del Diario Cinco D\u00edas. </div><div class=\"po0 fs18 cl2 l3351 t5607\" id=\"a24364\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3352 t5607\" id=\"a24366\">100% </div><div class=\"po0 fs18 cl2 l3354 t5607\" id=\"a24368\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5608\" id=\"a24370\">Diario El Pa\u00eds Argentina, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5608\" id=\"a24373\">Leandro N. Alem. 720. Buenos Aires. 1001. Argentina </div><div class=\"po0 fs18 cl2 l3350 t5608\" id=\"a24375\">Explotaci\u00f3n del Diario El Pa\u00eds en Argentina. </div><div class=\"po0 fs18 cl2 l3351 t5608\" id=\"a24377\">Diario El Pa\u00eds, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t540\" id=\"a24379\">Diario El Pa\u00eds M\u00e9xico, S.A. de C.V.<div class=\"d0 w920\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3353 t5608\" id=\"a24381\">94,52% </div><div class=\"po0 fs18 cl2 l3355 t540\" id=\"a24383\">5,48% </div><div class=\"po0 fs18 cl2 l529 t5609\" id=\"a24386\">Diario El Pa\u00eds M\u00e9xico, S.A. de C.V.<div class=\"d0 w846\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5609\" id=\"a24388\">Avenida Universidad 767. Colonia del Valle. M\u00e9xico D.F. </div><div class=\"po0 fs18 cl2 l3349 t5610\" id=\"a24389\">M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5609\" id=\"a24391\">Explotaci\u00f3n del Diario El Pa\u00eds en M\u00e9xico. </div><div class=\"po0 fs18 cl2 l3351 t5609\" id=\"a24393\">Ediciones El Pa\u00eds, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5610\" id=\"a24395\">Promotora de Informaciones, S.A. </div><div class=\"po0 fs18 cl2 l88 t5609\" id=\"a24397\">98,39,% </div><div class=\"po0 fs18 cl2 l3355 t5610\" id=\"a24399\">1,61% </div><div class=\"po0 fs18 cl2 l529 t5611\" id=\"a24402\">Diario El Pa\u00eds, S.L.U. </div><div class=\"po0 fs18 cl2 l3349 t5611\" id=\"a24404\">Miguel Yuste, 40. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5611\" id=\"a24407\">Edici\u00f3n y explotaci\u00f3n del Diario El Pa\u00eds. </div><div class=\"po0 fs18 cl2 l3351 t5611\" id=\"a24409\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3352 t5611\" id=\"a24411\">100% </div><div class=\"po0 fs18 cl2 l3354 t5611\" id=\"a24413\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5612\" id=\"a24421\">(*) Grupo de consolidaci\u00f3n fiscal Promotora de Informaciones, S.A.: 2/91<div class=\"d0 w1531\">\u00a0</div></div></div></div></div></div><div class=\"po1 w1533 h384 lh0\" id=\"TextBlockContainer3261\"><div class=\"po0 l342 t756 f0\" id=\"div_3258_XBRL_TS_cb0d5d77e1c44ea3a85d53f8431a49b8_3\"><div class=\"po1 w1533 h384 lh0\" id=\"TextBlockContainer3259\"><div class=\"w405 po0 h360 l3365 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3365 t5461 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h360 l3366 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3367 t5461 bgc0\">\u00a0</div>\n<div class=\"w1501 po0 h360 l3368 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l293 t5461 bgc0\">\u00a0</div>\n<div class=\"w892 po0 h360 l3369 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3370 t5461 bgc0\">\u00a0</div>\n<div class=\"w1272 po0 h360 l3371 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l168 t5461 bgc0\">\u00a0</div>\n<div class=\"w1435 po0 h360 l3372 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3373 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3373 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3365 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3367 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l293 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3370 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l168 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3373 t5462 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h141 l3374 t5376 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h42 l3375 t5376 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h369 l3375 t5208 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h360 l3365 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3367 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l293 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3370 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l168 t5377 bgc0\">\u00a0</div>\n<div class=\"w1473 po0 h360 l3372 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3376 t5377 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h360 l3374 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3373 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3365 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3367 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l293 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3370 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l168 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3376 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3373 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3365 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3365 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3366 t5378 bgc0\">\u00a0</div>\n<div class=\"w1508 po0 h363 l3377 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3367 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3368 t5378 bgc0\">\u00a0</div>\n<div class=\"w821 po0 h363 l3378 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l293 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3369 t5378 bgc0\">\u00a0</div>\n<div class=\"w1519 po0 h363 l3379 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3370 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3371 t5378 bgc0\">\u00a0</div>\n<div class=\"w1520 po0 h363 l3380 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l168 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3372 t5378 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h363 l3381 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3376 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3374 t5378 bgc0\">\u00a0</div>\n<div class=\"w1426 po0 h363 l3382 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3373 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3373 t5378 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h312 l3366 t4056 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l3377 t4056 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h312 l3383 t4056 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h34 l3381 t4056 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h318 l3381 t5613 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h312 l3365 t4056 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h312 l3367 t4056 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h312 l293 t4056 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h312 l3370 t4056 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h312 l168 t4056 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h312 l3376 t4056 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h312 l3373 t4056 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h364 l3366 t5614 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l3377 t5614 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h364 l3365 t5614 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3367 t5614 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l293 t5614 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3370 t5614 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l168 t5614 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3376 t5614 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3373 t5614 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h329 l3366 t5615 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l3377 t5615 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h329 l3365 t5615 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h329 l3367 t5615 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h329 l293 t5615 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h329 l3370 t5615 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h329 l168 t5615 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h329 l3376 t5615 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h329 l3373 t5615 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h364 l3366 t5616 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h42 l3377 t5616 bgc1\">\u00a0</div>\n<div class=\"w1501 po0 h364 l3368 t5616 bgc1\">\u00a0</div>\n<div class=\"w1388 po0 h42 l3384 t5616 bgc1\">\u00a0</div>\n<div class=\"w892 po0 h364 l3369 t5616 bgc1\">\u00a0</div>\n<div class=\"w1504 po0 h42 l3385 t5616 bgc1\">\u00a0</div>\n<div class=\"w1272 po0 h364 l3371 t5616 bgc1\">\u00a0</div>\n<div class=\"w955 po0 h42 l3386 t5616 bgc1\">\u00a0</div>\n<div class=\"w955 po0 h34 l3386 t5617 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h364 l3383 t5616 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3381 t5616 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h34 l3381 t5617 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h364 l3374 t5616 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h42 l3374 t5616 bgc1\">\u00a0</div>\n<div 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class=\"w405 po0 h360 l3370 t2868 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3371 t2868 bgc0\">\u00a0</div>\n<div class=\"w1520 po0 h360 l3380 t2868 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l168 t2868 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3372 t2868 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h360 l3381 t2868 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3376 t2868 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3374 t2868 bgc0\">\u00a0</div>\n<div class=\"w1426 po0 h360 l3382 t2868 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3373 t2868 bgc0\">\u00a0</div>\n<div class=\"po1 w1533 z0\" id=\"TextContainer3259\"><div class=\"po0 fs19 cl2 l3387 t5413\" id=\"a24433\">SOCIEDAD </div><div class=\"po0 fs19 cl2 l3388 t5413\" id=\"a24435\">DOMICILIO SOCIAL </div><div class=\"po0 fs19 cl2 l3389 t5413\" id=\"a24437\">ACTIVIDAD </div><div class=\"po0 fs19 cl2 l3390 t5414\" id=\"a24439\">SOCIEDAD QUE POSEE LA </div><div class=\"po0 fs19 cl2 l3391 t5415\" id=\"a24440\">PARTICIPACI\u00d3N </div><div class=\"po0 fs36 cl2 l3392 t756\" id=\"a24442\">Diciembre 2024 </div><div class=\"po0 fs19 cl2 l124 t5240\" id=\"a24444\">PORCENTAJE </div><div class=\"po0 fs19 cl2 l3393 t5241\" id=\"a24445\">NOMINAL </div><div class=\"po0 fs19 cl2 l3394 t5240\" id=\"a24447\">GRUPO FISCAL </div><div class=\"po0 fs19 cl2 l3395 t5241\" id=\"a24448\">(*) </div><div class=\"po0 fs18 cl2 l3396 t5623\" id=\"a24456\">Ediciones El Pa\u00eds, S.L.U. </div><div class=\"po0 fs18 cl2 l3397 t5623\" id=\"a24458\">Miguel Yuste, 40. Madrid </div><div class=\"po0 fs18 cl2 l3398 t5623\" id=\"a24460\">Edici\u00f3n, explotaci\u00f3n y venta del Diario El Pa\u00eds. </div><div class=\"po0 fs18 cl2 l3399 t5623\" id=\"a24463\">Diario El Pa\u00eds, S.L.U. </div><div class=\"po0 fs18 cl2 l3400 t5623\" id=\"a24466\">100% </div><div class=\"po0 fs18 cl2 l3401 t5623\" id=\"a24469\">2/91 </div><div class=\"po0 fs18 cl2 l3396 t5624\" id=\"a24471\">Espacio Digital Editorial, S.L. U. </div><div class=\"po0 fs18 cl2 l3397 t5624\" id=\"a24473\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3398 t5624\" id=\"a24475\">Edici\u00f3n y explotaci\u00f3n del Huffinton Post digital </div><div class=\"po0 fs18 cl2 l3398 t5625\" id=\"a24476\">para Espa\u00f1a. </div><div class=\"po0 fs18 cl2 l3399 t5624\" id=\"a24478\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3400 t5624\" id=\"a24480\">100% </div><div class=\"po0 fs18 cl2 l3401 t5624\" id=\"a24482\">2/91 </div><div class=\"po0 fs18 cl2 l3396 t5626\" id=\"a24484\">Factor\u00eda Prisa Noticias, S.L.U. </div><div class=\"po0 fs18 cl2 l3397 t5626\" id=\"a24487\">Valent\u00edn Beato, 44. Madrid </div><div class=\"po0 fs18 cl2 l3398 t5626\" id=\"a24489\">Prestaci\u00f3n de servicios administrativos, </div><div class=\"po0 fs18 cl2 l3398 t5627\" id=\"a24490\">tecnol\u00f3gicos y legales , as\u00ed como la distribuci\u00f3n de </div><div class=\"po0 fs18 cl2 l3398 t5628\" id=\"a24491\">medios escritos y digitales. </div><div class=\"po0 fs18 cl2 l3399 t5626\" id=\"a24493\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3400 t5626\" id=\"a24495\">100% </div><div class=\"po0 fs18 cl2 l3401 t5626\" id=\"a24497\">2/91 </div><div class=\"po0 fs18 cl2 l3396 t5247\" id=\"a24499\">Noticias AS M\u00e9xico, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3397 t5247\" id=\"a24501\">Rio Lerma 196 Bis Torre B 503, Ciudad de M\u00e9xico DF<div class=\"d0 w1102\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3398 t5247\" id=\"a24503\">Edici\u00f3n y explotaci\u00f3n del Diario As en M\u00e9xico. </div><div class=\"po0 fs18 cl2 l3399 t5247\" id=\"a24505\">Diario As, S.L. </div><div class=\"po0 fs18 cl2 l3399 t5248\" id=\"a24507\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3284 t5247\" id=\"a24509\">99,00% </div><div class=\"po0 fs18 cl2 l3402 t5248\" id=\"a24511\">1,00% </div><div class=\"po0 fs23 cl2 l3396 t5629\" id=\"a24514\"><div class=\"d0 w112\">\u00a0</div>M\u00e9todo de la Participaci\u00f3n </div><div class=\"po0 fs18 cl2 l3396 t5630\" id=\"a24528\">Kioskoym\u00e1s, Sociedad Gestora de la Plataforma Tecnol\u00f3gica, S.L.<div class=\"d0 w1102\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3397 t5630\" id=\"a24530\">Juan Ignacio Luca de Tena, 7. Madrid </div><div class=\"po0 fs18 cl2 l3398 t5630\" id=\"a24532\">Edici\u00f3n y comercializaci\u00f3n de obras peri\u00f3dicas en </div><div class=\"po0 fs18 cl2 l3398 t5631\" id=\"a24533\">formato digital </div><div class=\"po0 fs18 cl2 l3399 t5630\" id=\"a24535\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3284 t5630\" id=\"a24537\">50,00% </div><div class=\"po0 fs18 cl2 l3396 t5632\" id=\"a24540\">Le Monde Libre Societ\u00e9 Comandit\u00e9 Simple<div class=\"d0 w1532\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3397 t5632\" id=\"a24542\">17, Place de la Madeleine. Par\u00eds </div><div class=\"po0 fs18 cl2 l3398 t5632\" id=\"a24544\">Tenencia de acciones de sociedades editoriales </div><div class=\"po0 fs18 cl2 l3399 t5632\" id=\"a24546\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3284 t5632\" id=\"a24548\">20,00% </div><div class=\"po0 fs18 cl2 l2901 t501\" id=\"a24557\">(*) Grupo de consolidaci\u00f3n fiscal Promotora de Informaciones, S.A.: 2/91</div></div></div></div></div><div class=\"po1 w1543 h387 lh0\" id=\"TextBlockContainer3267\"><div class=\"po0 l342 t756 f0\" id=\"div_3264_XBRL_TS_20b199cf3180455a8cab8375cc4c3eba\"><div class=\"po1 w1543 h387 lh0\" id=\"TextBlockContainer3265\"><div class=\"w1213 po0 h385 l3407 t5633 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3408 t5634 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3408 t5635 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5636 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3254 t5636 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3409 t5636 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class=\"w405 po0 h243 l3412 t5646 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h243 l3414 t5646 bgc0\">\u00a0</div>\n<div class=\"w1364 po0 h243 l3262 t5147 bgc1\">\u00a0</div>\n<div class=\"w1479 po0 h34 l350 t5147 bgc1\">\u00a0</div>\n<div class=\"w1479 po0 h34 l350 t1626 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h243 l3253 t5147 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h243 l3254 t5147 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h243 l3409 t5147 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h243 l3410 t5147 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h243 l3411 t5147 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h243 l3412 t5147 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h243 l3414 t5147 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3253 t5647 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3254 t5647 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3409 t5647 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3410 t5647 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3411 t5647 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3412 t5647 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3414 t5647 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3262 t549 bgc0\">\u00a0</div>\n<div class=\"w1482 po0 h360 l350 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3254 t549 bgc0\">\u00a0</div>\n<div class=\"w1535 po0 h360 l3266 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3409 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3415 t549 bgc0\">\u00a0</div>\n<div class=\"w1539 po0 h360 l3417 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3410 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3416 t549 bgc0\">\u00a0</div>\n<div class=\"w1540 po0 h360 l3418 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3411 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l295 t549 bgc0\">\u00a0</div>\n<div class=\"w1426 po0 h360 l3419 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3412 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3413 t549 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h360 l3408 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3414 t549 bgc0\">\u00a0</div>\n<div class=\"po1 w1543 z0\" id=\"TextContainer3265\"><div class=\"po0 fs19 cl2 l3269 t5648\" id=\"a24569\">SOCIEDAD </div><div class=\"po0 fs19 cl2 l3420 t5648\" id=\"a24571\">DOMICILIO SOCIAL </div><div class=\"po0 fs19 cl2 l2499 t5648\" id=\"a24573\">ACTIVIDAD </div><div class=\"po0 fs19 cl2 l3421 t4024\" id=\"a24575\">SOCIEDAD QUE POSEE LA </div><div class=\"po0 fs19 cl2 l3422 t5649\" id=\"a24576\">PARTICIPACI\u00d3N </div><div class=\"po0 fs19 cl2 l3423 t756\" id=\"a24578\">Diciembre 2024 </div><div class=\"po0 fs19 cl2 l3424 t5650\" id=\"a24580\">PORCENTAJE </div><div class=\"po0 fs19 cl2 l3425 t1950\" id=\"a24581\">NOMINAL </div><div class=\"po0 fs19 cl2 l3426 t5650\" id=\"a24583\">GRUPO<div class=\"d0 w1524\">\u00a0</div></div><div class=\"po0 fs19 cl2 l3394 t1950\" id=\"a24584\">FISCAL (*) </div><div class=\"po0 fs19 cl2 l529 t5651\" id=\"a24592\">OTROS </div><div class=\"po0 fs23 cl2 l529 t5652\" id=\"a24605\"><div class=\"d0 w112\">\u00a0</div>Integraci\u00f3n Global </div><div class=\"po0 fs18 cl2 l529 t5653\" id=\"a24619\">Prisa Activos Educativos, S.A.U. </div><div class=\"po0 fs18 cl2 l3278 t5653\" id=\"a24621\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3427 t5653\" id=\"a24623\">La realizaci\u00f3n de todas las actividades inherentes al negocio editorial en su m\u00e1s amplio </div><div class=\"po0 fs18 cl2 l3427 t5654\" id=\"a24625\">sentido y, en especial, la edici\u00f3n comercializaci\u00f3n y distribuci\u00f3n de toda clase de </div><div class=\"po0 fs18 cl2 l3427 t5504\" id=\"a24626\">publicaciones y la prestaci\u00f3n de servicios editoriales, culturales, educativos, de ocio y </div><div class=\"po0 fs18 cl2 l3427 t5505\" id=\"a24628\">entretenimiento. </div><div class=\"po0 fs18 cl2 l3428 t5653\" id=\"a24631\">Promotora de Informaciones, S.A. </div><div class=\"po0 fs18 cl2 l3429 t5653\" id=\"a24633\">100% </div><div class=\"po0 fs18 cl2 l3430 t5653\" id=\"a24635\"><div class=\"d0 w112\">\u00a0</div>2/91 </div><div class=\"po0 fs18 cl2 l529 t5655\" id=\"a24638\">Prisa Gesti\u00f3n Financiera, S.L. </div><div class=\"po0 fs18 cl2 l3278 t5655\" id=\"a24640\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3427 t5655\" id=\"a24642\">Gesti\u00f3n y explotaci\u00f3n de medios de informaci\u00f3n y comunicaci\u00f3n social sea cual fuere </div><div class=\"po0 fs18 cl2 l3427 t866\" id=\"a24643\">su soporte t\u00e9cnico. La actuaci\u00f3n en el mercado de capitales y monetario. </div><div class=\"po0 fs18 cl2 l3428 t5655\" id=\"a24646\">Promotora de Informaciones, S.A. </div><div class=\"po0 fs18 cl2 l3429 t5655\" id=\"a24648\">100% </div><div class=\"po0 fs18 cl2 l3431 t5655\" id=\"a24650\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5656\" id=\"a24652\">Prisa Participadas, S.L.<div class=\"d0 w574\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3278 t5656\" id=\"a24654\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3427 t5656\" id=\"a24656\">Gesti\u00f3n y explotaci\u00f3n de medios de comunicaci\u00f3n social impresos y audiovisuales, la </div><div class=\"po0 fs18 cl2 l3427 t5657\" id=\"a24657\">participaci\u00f3n en sociedades y negocios, y la prestaci\u00f3n de toda clase de servicios. </div><div class=\"po0 fs18 cl2 l3428 t5656\" id=\"a24660\">Promotora de Informaciones, S.A. </div><div class=\"po0 fs18 cl2 l3429 t5656\" id=\"a24662\">100% </div><div class=\"po0 fs18 cl2 l3430 t5656\" id=\"a24664\"><div class=\"d0 w112\">\u00a0</div>2/91 </div><div class=\"po0 fs18 cl2 l529 t5658\" id=\"a24667\">Productora Extreme\u00f1a de Televisi\u00f3n, S.A. (En </div><div class=\"po0 fs18 cl2 l529 t5659\" id=\"a24668\">liquidaci\u00f3n) </div><div class=\"po0 fs18 cl2 l3278 t5658\" id=\"a24670\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3427 t5658\" id=\"a24672\">Prestaci\u00f3n de servicios de televisi\u00f3n local </div><div class=\"po0 fs18 cl2 l3428 t5658\" id=\"a24674\">Prisa Participadas, S.L. </div><div class=\"po0 fs18 cl2 l3432 t5658\" id=\"a24676\">70,00% </div><div class=\"po0 fs18 cl2 l529 t4010\" id=\"a24679\">Promotora de Actividades Am\u00e9rica 2010 - M\u00e9xico, S.A. </div><div class=\"po0 fs18 cl2 l529 t2913\" id=\"a24683\">de C.V. (En liquidaci\u00f3n) </div><div class=\"po0 fs18 cl2 l3278 t4010\" id=\"a24685\">Avenida Paseo de la Reforma 300. Piso </div><div class=\"po0 fs18 cl2 l3278 t2913\" id=\"a24686\">9. Col. Ju\u00e1rez. 06600. </div><div class=\"po0 fs18 cl2 l3278 t5660\" id=\"a24688\">M\u00e9xico. D.F. M\u00e9xico </div><div class=\"po0 fs18 cl2 l3427 t4010\" id=\"a24690\">Desarrollo, coordinaci\u00f3n y gesti\u00f3n de proyectos de todo tipo, nacionales e </div><div class=\"po0 fs18 cl2 l3427 t2913\" id=\"a24691\">internacionales, relacionados con la conmemoraci\u00f3n del Bicentenario de la </div><div class=\"po0 fs18 cl2 l3427 t5660\" id=\"a24692\">Independencia de las naciones americanas </div><div class=\"po0 fs18 cl2 l3428 t4010\" id=\"a24694\">Promotora de Actividades Am\u00e9rica </div><div class=\"po0 fs18 cl2 l3428 t2913\" id=\"a24695\">2010, S.L. </div><div class=\"po0 fs18 cl2 l3428 t5660\" id=\"a24697\">Prisa Participadas, S.L. </div><div class=\"po0 fs18 cl2 l3433 t4010\" id=\"a24699\">99,998%<div class=\"d0 w1541\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3434 t2913\" id=\"a24701\"><div class=\"d0 w1542\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3435 t5660\" id=\"a24702\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5661\" id=\"a24705\">Promotora de Actividades Am\u00e9rica 2010, S.L. (En </div><div class=\"po0 fs18 cl2 l529 t5662\" id=\"a24706\">liquidaci\u00f3n) </div><div class=\"po0 fs18 cl2 l3278 t5661\" id=\"a24708\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3427 t5661\" id=\"a24710\">Producci\u00f3n y organizaci\u00f3n de actividades y proyectos relacionados con la </div><div class=\"po0 fs18 cl2 l3427 t5662\" id=\"a24711\">conmemoraci\u00f3n del Bicentenario de la Independencia de las naciones americanas. </div><div class=\"po0 fs18 cl2 l3428 t5661\" id=\"a24713\">Promotora de Informaciones, S.A. </div><div class=\"po0 fs18 cl2 l3429 t5661\" id=\"a24715\">100% </div><div class=\"po0 fs18 cl2 l3430 t5661\" id=\"a24717\"><div class=\"d0 w112\">\u00a0</div>2/91 </div><div class=\"po0 fs18 cl2 l529 t5663\" id=\"a24720\">Promotora de Actividades Audiovisuales de Colombia, </div><div class=\"po0 fs18 cl2 l529 t5664\" id=\"a24721\">Ltda. </div><div class=\"po0 fs18 cl2 l3278 t5663\" id=\"a24723\">Calle 80, 10 23 . Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3427 t5663\" id=\"a24725\">Producci\u00f3n y distribuci\u00f3n de audiovisuales </div><div class=\"po0 fs18 cl2 l3428 t5663\" id=\"a24727\">Prisa Participadas, S.L. </div><div class=\"po0 fs18 cl2 l3428 t5664\" id=\"a24729\">Promotora de Informaciones, S.A. </div><div class=\"po0 fs18 cl2 l3432 t5663\" id=\"a24731\">99,00% </div><div class=\"po0 fs18 cl2 l3436 t5664\" id=\"a24733\">1,00% </div><div class=\"po0 fs18 cl2 l529 t5665\" id=\"a24736\">World In Progress Congress, S.L.U (antes Forum </div><div class=\"po0 fs18 cl2 l529 t5666\" id=\"a24738\">Tomorrow, S.L.U) </div><div class=\"po0 fs18 cl2 l3278 t5665\" id=\"a24740\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3427 t5665\" id=\"a24742\">Organizaci\u00f3n anual de un foro cultural, incluyendo todas las actividades relacionadas </div><div class=\"po0 fs18 cl2 l3427 t5666\" id=\"a24743\">con el mismo necesarias para su celebraci\u00f3n y desarrollo </div><div class=\"po0 fs18 cl2 l3428 t5665\" id=\"a24745\">Promotora de Informaciones, S.A. </div><div class=\"po0 fs18 cl2 l3429 t5665\" id=\"a24747\">100% </div><div class=\"po0 fs18 cl2 l341 t4342\" id=\"a24756\">(*) Grupo de consolidaci\u00f3n fiscal Promotora de Informaciones, S.A.: 2/91</div></div></div></div></div>",
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   "value": "<div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer1706\"><div class=\"po0 l342 t756 f0\" id=\"div_1700_XBRL_TS_6b54ba9f99524efe8460ec044dce4a04\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer1704\"><div class=\"po0 l342 t756 f0\" id=\"div_1701_XBRL_TS_e014a044548c4a88a73ba6c2571a388a\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer1702\"><div class=\"po1 w198 z0\" id=\"TextContainer1702\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a3404\">En los Anexos<div class=\"d0 w515\">\u00a0</div>I y II de<div class=\"d0 w557\">\u00a0</div>esta Memoria consolidada<div class=\"d0 w560\">\u00a0</div>se indican las<div class=\"d0 w126\">\u00a0</div>sociedades integradas por<div class=\"d0 w326\">\u00a0</div>estos </div><div class=\"po0 fs14 cl2 l340 t1087\" id=\"a3405\">m\u00e9todos, as\u00ed como las principales magnitudes financieras de las entidades consolidadas por el </div><div class=\"po0 fs14 cl2 l340 t764\" id=\"a3406\">m\u00e9todo de la participaci\u00f3n. Asimismo, se hace<div class=\"d0 w38\">\u00a0</div>constar que ninguna de estas sociedades cotiza </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a3409\">en Bolsa.</div></div></div></div></div></div></div><div class=\"po1 w681 h166 lh0\" id=\"TextBlockContainer2240\"><div class=\"po0 l342 t756 f0\" id=\"div_2230_XBRL_TS_aece50d733124b008b477802d2941dc9\"><div class=\"po1 w681 h166 lh0\" id=\"TextBlockContainer2238\"><div class=\"po0 l342 t756 f0\" id=\"div_2231_XBRL_TS_e4e1e08058e24e58aa2aa04b4aa016ef\"><div class=\"po1 w681 h166 lh0\" id=\"TextBlockContainer2235\"><div class=\"po1 w681 z0\" id=\"TextContainer2235\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a8469\">(8)<div class=\"d0 w138\">\u00a0</div>INVERSIONES CONTABILIZADAS POR EL M\u00c9TODO DE LA PARTICIPACI\u00d3N </div><div class=\"po0 fs25 cl2 l451 t2204\" id=\"a8473\">Ejercicio 2024- </div></div><div class=\"po0 l450 t2234 f0\" id=\"div_2232_XBRL_TS_c862db5990654761ac5abd394161f3fb\"><div class=\"po1 w198 h165 lh0\" id=\"TextBlockContainer2233\"><div class=\"w89 po0 h12 l1035 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t2205 bgc0\">\u00a0</div>\n<div class=\"w868 po0 h12 l1036 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1035 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1037 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t2207 bgc0\">\u00a0</div>\n<div class=\"w869 po0 h12 l1036 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1038 t2207 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1039 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t2207 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1041 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1042 t2207 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1043 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t2207 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1045 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t2207 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1047 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1035 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1038 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1040 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1042 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1044 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1046 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1037 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t2208 bgc0\">\u00a0</div>\n<div class=\"w872 po0 h12 l530 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t2208 bgc0\">\u00a0</div>\n<div class=\"w869 po0 h12 l1036 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1038 t2208 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1039 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t2208 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1041 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1042 t2208 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1043 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t2208 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1045 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t2208 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1047 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1035 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1038 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1042 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1044 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1046 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1037 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1035 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1038 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1040 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1042 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1044 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1046 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1037 t2210 bgc0\">\u00a0</div>\n<div class=\"w873 po0 h41 l529 t2211 bgc3\">\u00a0</div>\n<div class=\"w874 po0 h126 l531 t2212 bgc3\">\u00a0</div>\n<div class=\"w869 po0 h41 l1036 t2211 bgc3\">\u00a0</div>\n<div class=\"w875 po0 h126 l1048 t2212 bgc3\">\u00a0</div>\n<div class=\"w876 po0 h41 l1049 t2211 bgc3\">\u00a0</div>\n<div class=\"w877 po0 h126 l1050 t2212 bgc3\">\u00a0</div>\n<div class=\"w852 po0 h41 l1041 t2211 bgc3\">\u00a0</div>\n<div class=\"w855 po0 h126 l1051 t2212 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h41 l1043 t2211 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l1052 t2212 bgc3\">\u00a0</div>\n<div class=\"w878 po0 h41 l1045 t2211 bgc3\">\u00a0</div>\n<div class=\"w879 po0 h126 l1053 t2212 bgc3\">\u00a0</div>\n<div class=\"w876 po0 h41 l1054 t2211 bgc3\">\u00a0</div>\n<div class=\"w877 po0 h126 l1055 t2212 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2213 bgc0\">\u00a0</div>\n<div class=\"w873 po0 h12 l529 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t2213 bgc0\">\u00a0</div>\n<div class=\"w869 po0 h12 l1036 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1038 t2213 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1039 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t2213 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1041 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1042 t2213 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1043 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t2213 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1045 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t2213 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1047 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1243 bgc0\">\u00a0</div>\n<div class=\"w873 po0 h12 l529 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1035 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t1243 bgc0\">\u00a0</div>\n<div class=\"w869 po0 h12 l1036 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1038 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1038 t1243 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1039 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t1243 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1041 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1042 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1042 t1243 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1043 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1044 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t1243 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1045 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1046 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t1243 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1047 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1037 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t1243 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2233\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a8476\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l540 t2214\" id=\"a8477\">ha sido el siguiente: </div><div class=\"po0 fs35 cl2 l931 t2215\" id=\"a8481\">Miles de euros </div><div class=\"po0 fs35 cl2 l900 t2216\" id=\"a8483\">Saldo al </div><div class=\"po0 fs35 cl2 l1056 t2217\" id=\"a8484\">31.12.2023 </div><div class=\"po0 fs35 cl2 l1057 t2216\" id=\"a8486\">Ajustes por </div><div class=\"po0 fs35 cl2 l1058 t2217\" id=\"a8487\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l547 t2218\" id=\"a8489\">Cambios en </div><div class=\"po0 fs35 cl2 l565 t2219\" id=\"a8490\">el </div><div class=\"po0 fs35 cl2 l1059 t2220\" id=\"a8491\">porcentaje </div><div class=\"po0 fs35 cl2 l1060 t2219\" id=\"a8493\">Dividendos </div><div class=\"po0 fs35 cl2 l1061 t2216\" id=\"a8495\">Participaci\u00f3n </div><div class=\"po0 fs35 cl2 l1062 t2217\" id=\"a8497\"><div class=\"d0 w113\">\u00a0</div>en resultados </div><div class=\"po0 fs35 cl2 l1063 t2216\" id=\"a8500\">Saldo al </div><div class=\"po0 fs35 cl2 l1064 t2217\" id=\"a8501\">31.12.2024 </div><div class=\"po0 fs35 cl2 l556 t2221\" id=\"a8503\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w880\">\u00a0</div></div><div class=\"po0 fs35 cl2 l1065 t2221\" id=\"a8505\">44.409 </div><div class=\"po0 fs35 cl2 l1066 t2221\" id=\"a8507\">(6.244) </div><div class=\"po0 fs35 cl2 l1067 t2221\" id=\"a8509\">- </div><div class=\"po0 fs35 cl2 l1019 t2221\" id=\"a8511\">(745) </div><div class=\"po0 fs35 cl2 l1068 t2221\" id=\"a8513\">2.898 </div><div class=\"po0 fs35 cl2 l1069 t2221\" id=\"a8515\">40.318 </div><div class=\"po0 fs35 cl2 l556 t2222\" id=\"a8517\">Otras sociedades </div><div class=\"po0 fs35 cl2 l990 t2222\" id=\"a8519\">652 </div><div class=\"po0 fs35 cl2 l1070 t2222\" id=\"a8521\">(2) </div><div class=\"po0 fs35 cl2 l1071 t2222\" id=\"a8523\">(124) </div><div class=\"po0 fs35 cl2 l1019 t2222\" id=\"a8525\">(291) </div><div class=\"po0 fs35 cl2 l1072 t2222\" id=\"a8527\">281 </div><div class=\"po0 fs35 cl2 l692 t2222\" id=\"a8529\">516 </div><div class=\"po0 fs36 cl2 l556 t2223\" id=\"a8531\">Total </div><div class=\"po0 fs36 cl2 l1065 t2223\" id=\"a8533\">45.061 </div><div class=\"po0 fs36 cl2 l1066 t2223\" id=\"a8535\">(6.246) </div><div class=\"po0 fs36 cl2 l1071 t2223\" id=\"a8537\">(124) </div><div class=\"po0 fs36 cl2 l1073 t2223\" id=\"a8539\">(1.036) </div><div class=\"po0 fs36 cl2 l1068 t2223\" id=\"a8541\">3.179 </div><div class=\"po0 fs36 cl2 l1069 t2223\" id=\"a8543\">40.834 </div><div class=\"po0 fs14 cl2 l540 t2224\" id=\"a8547\">Durante el ejercicio 2024, la variaci\u00f3n en el ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l1074 t2225\" id=\"a8549\">Inversiones contabilizadas por el m\u00e9todo de la </div><div class=\"po0 fs26 cl2 l540 t2226\" id=\"a8550\">participaci\u00f3n</div><div class=\"po0 fs14 cl2 l1075 t2227\" id=\"a8551\">\u201d del balance de<div class=\"d0 w472\">\u00a0</div>situaci\u00f3n consolidado adjunto<div class=\"d0 w354\">\u00a0</div>se produce, fundamentalmente,<div class=\"d0 w341\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l540 t2228\" id=\"a8552\">la participaci\u00f3n en el resultado de Sistema Radi\u00f3polis, S.A. de C.V. por<div class=\"d0 w63\">\u00a0</div>importe de 2.898 miles </div><div class=\"po0 fs14 cl2 l540 t2229\" id=\"a8553\">de<div class=\"d0 w246\">\u00a0</div>euros, minorado<div class=\"d0 w369\">\u00a0</div>por el<div class=\"d0 w247\">\u00a0</div>efecto del<div class=\"d0 w345\">\u00a0</div>dividendo repartido<div class=\"d0 w333\">\u00a0</div>por Radi\u00f3polis<div class=\"d0 w338\">\u00a0</div>por importe<div class=\"d0 w223\">\u00a0</div>de 745 </div><div class=\"po0 fs14 cl2 l540 t2230\" id=\"a8559\">miles de euros y el efecto negativo del tipo de cambio. </div><div class=\"po0 fs14 cl2 l540 t2231\" id=\"a8564\">La<div class=\"d0 w164\">\u00a0</div>participaci\u00f3n<div class=\"d0 w165\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>Radi\u00f3polis<div class=\"d0 w418\">\u00a0</div>a<div class=\"d0 w248\">\u00a0</div>31<div class=\"d0 w293\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>diciembre<div class=\"d0 w420\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2024<div class=\"d0 w247\">\u00a0</div>incluye<div class=\"d0 w264\">\u00a0</div>23.112<div class=\"d0 w343\">\u00a0</div>miles<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros<div class=\"d0 w484\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l540 t2232\" id=\"a8570\">inversi\u00f3n que el Grupo PRISA<div class=\"d0 w406\">\u00a0</div>registra por encima<div class=\"d0 w113\">\u00a0</div>del valor de la participaci\u00f3n<div class=\"d0 w387\">\u00a0</div>del Grupo en el </div><div class=\"po0 fs14 cl2 l341 t2233\" id=\"a8571\">patrimonio neto consolidado en Radi\u00f3polis.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2236\"><div class=\"po0 fs14 cl2 l1076 t2235\" id=\"a8571_42_3\"><div class=\"d0 w739\">\u00a0</div></div></div></div></div></div></div></div><div class=\"po1 w502 h170 lh0\" id=\"TextBlockContainer2250\"><div class=\"po0 l464 t756 f0\" id=\"div_2244_XBRL_TS_e4e1e08058e24e58aa2aa04b4aa016ef_1\"><div class=\"po1 w198 h168 lh0\" id=\"TextBlockContainer2245\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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l1044 t2241 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1045 t2241 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1054 t2241 bgc0\">\u00a0</div>\n<div class=\"w124 po0 h12 l1082 t2241 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t2241 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l528 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2242 bgc0\">\u00a0</div>\n<div class=\"w885 po0 h12 l529 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1077 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1077 t2242 bgc0\">\u00a0</div>\n<div class=\"w882 po0 h12 l1078 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l514 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t2242 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l515 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1079 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1079 t2242 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l1080 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1081 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1081 t2242 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l207 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1044 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t2242 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1045 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1054 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1054 t2242 bgc0\">\u00a0</div>\n<div class=\"w124 po0 h12 l1082 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l625 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t2242 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2245\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a8583\">Ejercicio 2023- </div><div class=\"po0 fs14 cl2 l540 t1658\" id=\"a8586\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs14 cl2 l540 t1659\" id=\"a8587\">fue el siguiente: </div><div class=\"po0 fs35 cl2 l1088 t2137\" id=\"a8591\">Miles de euros </div><div class=\"po0 fs35 cl2 l1089 t2243\" id=\"a8593\">Saldo al </div><div class=\"po0 fs35 cl2 l1090 t2244\" id=\"a8594\">31.12.2022 </div><div class=\"po0 fs35 cl2 l1091 t2243\" id=\"a8596\">Ajustes por </div><div class=\"po0 fs35 cl2 l544 t2244\" id=\"a8597\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l1092 t2245\" id=\"a8599\">Variaci\u00f3n </div><div class=\"po0 fs35 cl2 l1093 t490\" id=\"a8600\">del </div><div class=\"po0 fs35 cl2 l1094 t2246\" id=\"a8601\">per\u00edmetro </div><div class=\"po0 fs35 cl2 l1095 t490\" id=\"a8603\">Dividendos </div><div class=\"po0 fs35 cl2 l656 t2245\" id=\"a8605\">Participaci\u00f3n </div><div class=\"po0 fs35 cl2 l1096 t490\" id=\"a8607\"><div class=\"d0 w113\">\u00a0</div>en resultados/ </div><div class=\"po0 fs35 cl2 l1097 t2246\" id=\"a8610\">reversi\u00f3n </div><div class=\"po0 fs35 cl2 l645 t2243\" id=\"a8612\">Saldo al </div><div class=\"po0 fs35 cl2 l1098 t2244\" id=\"a8613\">31.12.2023 </div><div class=\"po0 fs35 cl2 l556 t2247\" id=\"a8615\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w880\">\u00a0</div></div><div class=\"po0 fs35 cl2 l557 t2247\" id=\"a8617\">32.406 </div><div class=\"po0 fs35 cl2 l1099 t2247\" id=\"a8619\">3.678 </div><div class=\"po0 fs35 cl2 l1100 t2247\" id=\"a8621\">- </div><div class=\"po0 fs35 cl2 l1101 t2247\" id=\"a8623\">(4.937) </div><div class=\"po0 fs35 cl2 l1102 t2247\" id=\"a8625\">13.262 </div><div class=\"po0 fs35 cl2 l1103 t2247\" id=\"a8627\">44.409 </div><div class=\"po0 fs35 cl2 l556 t2248\" id=\"a8629\">Otras sociedades </div><div class=\"po0 fs35 cl2 l573 t2248\" id=\"a8631\">717 </div><div class=\"po0 fs35 cl2 l996 t2248\" id=\"a8633\">5 </div><div class=\"po0 fs35 cl2 l1104 t2248\" id=\"a8635\">(219) </div><div class=\"po0 fs35 cl2 l650 t2248\" id=\"a8637\">(248) </div><div class=\"po0 fs35 cl2 l1105 t2248\" id=\"a8639\">397 </div><div class=\"po0 fs35 cl2 l674 t2248\" id=\"a8641\">652 </div><div class=\"po0 fs36 cl2 l556 t2249\" id=\"a8643\">Total </div><div class=\"po0 fs36 cl2 l557 t2249\" id=\"a8645\">33.123 </div><div class=\"po0 fs36 cl2 l1099 t2249\" id=\"a8647\">3.683 </div><div class=\"po0 fs36 cl2 l1104 t2249\" id=\"a8649\">(219) </div><div class=\"po0 fs36 cl2 l1101 t2249\" id=\"a8651\">(5.185) </div><div class=\"po0 fs36 cl2 l1102 t2249\" id=\"a8653\">13.659 </div><div class=\"po0 fs36 cl2 l1103 t2249\" id=\"a8655\">45.061 </div><div class=\"po0 fs14 cl2 l540 t2250\" id=\"a8659\">Durante el ejercicio 2023, la variaci\u00f3n en el ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l1106 t2251\" id=\"a8661\">\u201cInversiones contabilizadas por el m\u00e9todo de la </div><div class=\"po0 fs26 cl2 l540 t2252\" id=\"a8663\">participaci\u00f3n\u201d</div><div class=\"po0 fs14 cl2 l1107 t2253\" id=\"a8664\"><div class=\"d0 w613\">\u00a0</div>del balance de situaci\u00f3n consolidado<div class=\"d0 w392\">\u00a0</div>adjunto se produjo, fundamentalmente, por </div><div class=\"po0 fs14 cl2 l540 t2254\" id=\"a8666\">la participaci\u00f3n en el resultado de Sistema Radi\u00f3polis, S.A. de C.V. por<div class=\"d0 w63\">\u00a0</div>importe de 3.387 miles </div><div class=\"po0 fs14 cl2 l540 t2255\" id=\"a8667\">de euros,<div class=\"d0 w402\">\u00a0</div>la reversi\u00f3n<div class=\"d0 w473\">\u00a0</div>del deterioro<div class=\"d0 w148\">\u00a0</div>registrado en<div class=\"d0 w567\">\u00a0</div>ejercicios anteriores<div class=\"d0 w697\">\u00a0</div>por importe<div class=\"d0 w557\">\u00a0</div>de 9.875<div class=\"d0 w414\">\u00a0</div>miles </div><div class=\"po0 fs14 cl2 l540 t611\" id=\"a8669\">de euros y el<div class=\"d0 w342\">\u00a0</div>efecto positivo del<div class=\"d0 w300\">\u00a0</div>tipo de cambio,<div class=\"d0 w375\">\u00a0</div>minorado por el efecto<div class=\"d0 w387\">\u00a0</div>del dividendo repartido </div><div class=\"po0 fs14 cl2 l540 t2256\" id=\"a8670\">por dicha sociedad en 2023 por importe de 4.937 miles de euros. </div><div class=\"po0 fs14 cl2 l540 t2257\" id=\"a8673\">La<div class=\"d0 w485\">\u00a0</div>participaci\u00f3n<div class=\"d0 w165\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>Radi\u00f3polis<div class=\"d0 w165\">\u00a0</div>a<div class=\"d0 w517\">\u00a0</div>31<div class=\"d0 w119\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>diciembre<div class=\"d0 w420\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2023<div class=\"d0 w224\">\u00a0</div>inclu\u00eda<div class=\"d0 w539\">\u00a0</div>26.602<div class=\"d0 w111\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l540 t2258\" id=\"a8677\">inversi\u00f3n que el Grupo PRISA<div class=\"d0 w406\">\u00a0</div>registra por encima<div class=\"d0 w113\">\u00a0</div>del valor de la participaci\u00f3n<div class=\"d0 w387\">\u00a0</div>del Grupo en el </div><div class=\"po0 fs14 cl2 l341 t2259\" id=\"a8678\">patrimonio neto consolidado en Radi\u00f3polis.</div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer2250\"><div class=\"po0 fs14 cl2 l1108 t2259\" id=\"a8678_42_3\"><div class=\"d0 w739\">\u00a0</div></div></div><div class=\"po0 l342 t2270 f0\" id=\"div_2247_XBRL_TS_1846485ac5c142a9973d485ce5e1338e\"><div class=\"po1 w502 h169 lh0\" id=\"TextBlockContainer2248\"><div class=\"po1 w502 z0\" id=\"TextContainer2248\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8681\">El<div class=\"d0 w110\">\u00a0</div>test<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>deterioro<div class=\"d0 w246\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>inversi\u00f3n neta<div class=\"d0 w469\">\u00a0</div>en<div class=\"d0 w231\">\u00a0</div>Sistema Radi\u00f3polis,<div class=\"d0 w468\">\u00a0</div>S.A.<div class=\"d0 w17\">\u00a0</div>de C.V.<div class=\"d0 w6\">\u00a0</div>obtiene el<div class=\"d0 w168\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a8683\">recuperable de dicha inversi\u00f3n, cuyo valor en uso<div class=\"d0 w19\">\u00a0</div>ha sido calculado a partir de las<div class=\"d0 w22\">\u00a0</div>previsiones </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a8684\">de los pr\u00f3ximos<div class=\"d0 w410\">\u00a0</div>5 a\u00f1os, incluyendo<div class=\"d0 w740\">\u00a0</div>un valor<div class=\"d0 w514\">\u00a0</div>terminal en<div class=\"d0 w402\">\u00a0</div>el que se<div class=\"d0 w550\">\u00a0</div>aplica una<div class=\"d0 w125\">\u00a0</div>tasa de crecimiento </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a8685\">esperado constante de<div class=\"d0 w560\">\u00a0</div>entre el<div class=\"d0 w557\">\u00a0</div>0,5% y el<div class=\"d0 w616\">\u00a0</div>1,5% (entre<div class=\"d0 w266\">\u00a0</div>0,5% y<div class=\"d0 w299\">\u00a0</div>el 1,5%<div class=\"d0 w516\">\u00a0</div>en 2023).<div class=\"d0 w561\">\u00a0</div>A efectos<div class=\"d0 w423\">\u00a0</div>de calcular </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a8693\">el valor actual de estos<div class=\"d0 w147\">\u00a0</div>flujos, se descuentan<div class=\"d0 w299\">\u00a0</div>a una tasa<div class=\"d0 w113\">\u00a0</div>que refleja el coste<div class=\"d0 w299\">\u00a0</div>medio ponderado del </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a8694\">capital empleado<div class=\"d0 w232\">\u00a0</div>ajustado por<div class=\"d0 w391\">\u00a0</div>el riesgo<div class=\"d0 w369\">\u00a0</div>pa\u00eds y<div class=\"d0 w469\">\u00a0</div>riesgo negocio.<div class=\"d0 w333\">\u00a0</div>As\u00ed,<div class=\"d0 w24\">\u00a0</div>en el<div class=\"d0 w245\">\u00a0</div>ejercicio 2024<div class=\"d0 w293\">\u00a0</div>la tasa </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a8701\">utilizada se ha situado entre el 11% y el 12% (entre el 12%<div class=\"d0 w265\">\u00a0</div>y 13% en 2023).<div class=\"d0 w647\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t2260\" id=\"a8717\">En el caso<div class=\"d0 w264\">\u00a0</div>de Radi\u00f3polis las proyecciones de<div class=\"d0 w19\">\u00a0</div>flujos de efectivo se<div class=\"d0 w7\">\u00a0</div>basan en un plan<div class=\"d0 w418\">\u00a0</div>de negocio </div><div class=\"po0 fs14 cl2 l340 t2261\" id=\"a8718\">actualizado<div class=\"d0 w289\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>ejercicio<div class=\"d0 w282\">\u00a0</div>2024.<div class=\"d0 w160\">\u00a0</div>A<div class=\"d0 w340\">\u00a0</div>este<div class=\"d0 w161\">\u00a0</div>respecto,<div class=\"d0 w222\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>ingresos<div class=\"d0 w474\">\u00a0</div>publicitarios<div class=\"d0 w288\">\u00a0</div>constituyen<div class=\"d0 w477\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t2262\" id=\"a8722\">principal fuente<div class=\"d0 w201\">\u00a0</div>de ingresos de<div class=\"d0 w264\">\u00a0</div>Radi\u00f3polis. Se<div class=\"d0 w129\">\u00a0</div>describe a continuaci\u00f3n<div class=\"d0 w228\">\u00a0</div>la principal palanca<div class=\"d0 w239\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t2263\" id=\"a8723\">ingresos<div class=\"d0 w526\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>este<div class=\"d0 w445\">\u00a0</div>negocio,<div class=\"d0 w151\">\u00a0</div>como<div class=\"d0 w256\">\u00a0</div>hip\u00f3tesis<div class=\"d0 w443\">\u00a0</div>clave<div class=\"d0 w211\">\u00a0</div>para<div class=\"d0 w159\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>elaboraci\u00f3n<div class=\"d0 w190\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>sus<div class=\"d0 w889\">\u00a0</div>proyecciones </div><div class=\"po0 fs14 cl2 l340 t961\" id=\"a8724\">considerando adem\u00e1s que es la variable con un mayor juicio<div class=\"d0 w479\">\u00a0</div>para su estimaci\u00f3n: </div><div class=\"po0 fs14 cl2 l1109 t1325\" id=\"a8728\">-</div><div class=\"po0 fs14 cl2 l867 t1325\" id=\"a8730\">Evoluci\u00f3n del mercado<div class=\"d0 w228\">\u00a0</div>de publicidad \u2013 La<div class=\"d0 w238\">\u00a0</div>Direcci\u00f3n ha adaptado<div class=\"d0 w34\">\u00a0</div>las proyecciones del </div><div class=\"po0 fs14 cl2 l867 t744\" id=\"a8734\">mercado de<div class=\"d0 w474\">\u00a0</div>publicidad a<div class=\"d0 w287\">\u00a0</div>las circunstancias<div class=\"d0 w475\">\u00a0</div>del entorno<div class=\"d0 w293\">\u00a0</div>macroecon\u00f3mico de<div class=\"d0 w539\">\u00a0</div>M\u00e9xico y </div><div class=\"po0 fs14 cl2 l867 t2264\" id=\"a8735\">del sector en particular. En ese sentido, teniendo en<div class=\"d0 w125\">\u00a0</div>cuenta las estimaciones de mercado </div><div class=\"po0 fs14 cl2 l867 t2265\" id=\"a8736\">realizadas por PwC en su<div class=\"d0 w47\">\u00a0</div>informe \u201cGlobal<div class=\"d0 w858\">\u00a0</div>Entertainment &amp; Media Outlook 2023-2027\u201d </div><div class=\"po0 fs14 cl2 l867 t2266\" id=\"a8744\">(que<div class=\"d0 w224\">\u00a0</div>no<div class=\"d0 w475\">\u00a0</div>difieren<div class=\"d0 w518\">\u00a0</div>apenas<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>informe<div class=\"d0 w223\">\u00a0</div>2024-2028).<div class=\"d0 w391\">\u00a0</div>Asimismo,<div class=\"d0 w419\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>tiene<div class=\"d0 w338\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l867 t2267\" id=\"a8748\">cuenta<div class=\"d0 w221\">\u00a0</div>su<div class=\"d0 w577\">\u00a0</div>experiencia<div class=\"d0 w312\">\u00a0</div>pasada<div class=\"d0 w577\">\u00a0</div>en<div class=\"d0 w308\">\u00a0</div>el<div class=\"d0 w673\">\u00a0</div>sector<div class=\"d0 w314\">\u00a0</div>radiof\u00f3nico,<div class=\"d0 w254\">\u00a0</div>considerando<div class=\"d0 w742\">\u00a0</div>adem\u00e1s<div class=\"d0 w304\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l867 t2268\" id=\"a8749\">posicionamiento<div class=\"d0 w166\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>sector<div class=\"d0 w294\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>t\u00e9rminos<div class=\"d0 w288\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>cuotas<div class=\"d0 w340\">\u00a0</div>de<div class=\"d0 w279\">\u00a0</div>participaci\u00f3n<div class=\"d0 w5\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>mercado </div><div class=\"po0 fs14 cl2 l867 t2269\" id=\"a8751\">publicitario. </div></div></div></div></div><div class=\"po1 w639 h171 lh0\" id=\"TextBlockContainer2258\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w639 z0\" id=\"TextContainer2258\"><div class=\"po0 fs14 cl2 l1110 t756\" id=\"a8763\">A<div class=\"d0 w57\">\u00a0</div>efectos informativos,<div class=\"d0 w57\">\u00a0</div>el CAGR<div class=\"d0 w394\">\u00a0</div>de los<div class=\"d0 w391\">\u00a0</div>ingresos publicitarios<div class=\"d0 w246\">\u00a0</div>del periodo<div class=\"d0 w233\">\u00a0</div>considerado </div><div class=\"po0 fs14 cl2 l1110 t1949\" id=\"a8764\">en<div class=\"d0 w281\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>proyecciones<div class=\"d0 w404\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>ejercicio<div class=\"d0 w369\">\u00a0</div>2024<div class=\"d0 w282\">\u00a0</div>es<div class=\"d0 w3\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>aproximadamente<div class=\"d0 w293\">\u00a0</div>2<div class=\"d0 w539\">\u00a0</div>puntos<div class=\"d0 w290\">\u00a0</div>porcentuales </div><div class=\"po0 fs14 cl2 l1110 t1950\" id=\"a8770\">inferior al utilizado en el test de deterioro de Radi\u00f3polis del ejercicio<div class=\"d0 w584\">\u00a0</div>2023. </div><div class=\"po0 fs14 cl2 l340 t2271\" id=\"a8773\">El resultado<div class=\"d0 w250\">\u00a0</div>del test<div class=\"d0 w484\">\u00a0</div>de deterioro<div class=\"d0 w367\">\u00a0</div>realizado sobre<div class=\"d0 w17\">\u00a0</div>la inversi\u00f3n<div class=\"d0 w119\">\u00a0</div>del Grupo<div class=\"d0 w171\">\u00a0</div>en Radi\u00f3polis<div class=\"d0 w200\">\u00a0</div>no ha </div><div class=\"po0 fs14 cl2 l340 t2272\" id=\"a8775\">puesto de<div class=\"d0 w326\">\u00a0</div>manifiesto la<div class=\"d0 w113\">\u00a0</div>existencia de<div class=\"d0 w147\">\u00a0</div>deterioro alguno<div class=\"d0 w472\">\u00a0</div>en dicho<div class=\"d0 w584\">\u00a0</div>activo a<div class=\"d0 w515\">\u00a0</div>31 de<div class=\"d0 w556\">\u00a0</div>diciembre de<div class=\"d0 w472\">\u00a0</div>2024. </div><div class=\"po0 fs14 cl2 l340 t1877\" id=\"a8779\">A este respecto, el valor recuperable de la inversi\u00f3n del Grupo<div class=\"d0 w49\">\u00a0</div>en Radi\u00f3polis en dicha fecha es<div class=\"d0 w534\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t2273\" id=\"a8784\">similar al valor en libros.<div class=\"d0 w890\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t2274\" id=\"a8787\">Adicionalmente, se incluye a continuaci\u00f3n, y a efectos<div class=\"d0 w392\">\u00a0</div>informativos, un an\u00e1lisis de sensibilidad </div><div class=\"po0 fs14 cl2 l340 t2275\" id=\"a8788\">en la recuperaci\u00f3n de la inversi\u00f3n del Grupo en Radi\u00f3polis<div class=\"d0 w402\">\u00a0</div>a 31 de diciembre de 2024: </div><div class=\"po0 fs14 cl2 l1109 t2276\" id=\"a8793\">-</div><div class=\"po0 fs14 cl2 l1111 t2276\" id=\"a8795\">Ante un incremento en un 0,5% de la tasa<div class=\"d0 w251\">\u00a0</div>de descuento el valor recuperable<div class=\"d0 w113\">\u00a0</div>ser\u00eda inferior </div><div class=\"po0 fs14 cl2 l1111 t2277\" id=\"a8796\">al valor en libros en aproximadamente 1 mill\u00f3n de euros. </div><div class=\"po0 fs14 cl2 l1109 t2278\" id=\"a8804\">-</div><div class=\"po0 fs14 cl2 l1111 t2278\" id=\"a8806\">Ante un descenso en<div class=\"d0 w725\">\u00a0</div>un 0,5% de<div class=\"d0 w406\">\u00a0</div>la tasa de<div class=\"d0 w392\">\u00a0</div>crecimiento perpetuo<div class=\"d0 w126\">\u00a0</div>el valor recuperable<div class=\"d0 w555\">\u00a0</div>ser\u00eda </div><div class=\"po0 fs14 cl2 l1111 t2279\" id=\"a8807\">inferior al valor en libros en aproximadamente 0,5 millones de euros. </div><div class=\"po0 fs14 cl2 l1109 t2280\" id=\"a8816\">-</div><div class=\"po0 fs14 cl2 l1111 t2280\" id=\"a8818\">Ante<div class=\"d0 w400\">\u00a0</div>una<div class=\"d0 w408\">\u00a0</div>reducci\u00f3n<div class=\"d0 w716\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>5%<div class=\"d0 w428\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>las<div class=\"d0 w551\">\u00a0</div>estimaciones<div class=\"d0 w544\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>crecimiento<div class=\"d0 w241\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>ingresos<div class=\"d0 w513\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l1111 t2281\" id=\"a8819\">publicidad,<div class=\"d0 w207\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>valor<div class=\"d0 w240\">\u00a0</div>recuperable<div class=\"d0 w416\">\u00a0</div>ser\u00eda<div class=\"d0 w553\">\u00a0</div>inferior<div class=\"d0 w715\">\u00a0</div>al<div class=\"d0 w433\">\u00a0</div>valor<div class=\"d0 w240\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>libros<div class=\"d0 w210\">\u00a0</div>a<div class=\"d0 w509\">\u00a0</div>ejercicio<div class=\"d0 w432\">\u00a0</div>2024<div class=\"d0 w551\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l1111 t2282\" id=\"a8823\">aproximadamente 10 millones de euros. </div><div class=\"po0 fs14 cl2 l362 t2283\" id=\"a8828\">En<div class=\"d0 w388\">\u00a0</div>relaci\u00f3n<div class=\"d0 w232\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>participaci\u00f3n<div class=\"d0 w483\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>Sistema<div class=\"d0 w248\">\u00a0</div>Radi\u00f3polis,<div class=\"d0 w224\">\u00a0</div>S.A.<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>C.V.,<div class=\"d0 w5\">\u00a0</div>no<div class=\"d0 w388\">\u00a0</div>existen<div class=\"d0 w482\">\u00a0</div>restricciones </div><div class=\"po0 fs14 cl2 l504 t1310\" id=\"a8829\">significativas a la transferencia de fondos.</div></div></div><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer2268\"><div class=\"po0 l342 t756 f0\" id=\"div_2265_XBRL_TS_46911d1f52d54f5e9f5ad959105833e3\"><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer2266\"><div class=\"po1 w198 z0\" id=\"TextContainer2266\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8832\">Las<div class=\"d0 w233\">\u00a0</div>principales<div class=\"d0 w165\">\u00a0</div>magnitudes<div class=\"d0 w369\">\u00a0</div>financieras<div class=\"d0 w480\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>sociedades<div class=\"d0 w518\">\u00a0</div>consolidadas<div class=\"d0 w59\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>m\u00e9todo<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a8833\">participaci\u00f3n se detallan en el Anexo II de esta Memoria consolidada.</div></div></div></div></div><div class=\"po1 w1498 h171 lh0\" id=\"TextBlockContainer3273\"><div class=\"po0 l342 t756 f0\" id=\"div_3270_XBRL_TS_73f080aa35954222a514987ab7b72c9e\"><div class=\"po1 w1498 h171 lh0\" id=\"TextBlockContainer3271\"><div class=\"w405 po0 h360 l3253 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3262 t5668 bgc0\">\u00a0</div>\n<div class=\"w1546 po0 h360 l350 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3440 t5668 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3441 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3442 t5668 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3443 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3444 t5668 bgc0\">\u00a0</div>\n<div class=\"w1030 po0 h360 l293 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3445 t5668 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3446 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3447 t5668 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3448 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3449 t5668 bgc0\">\u00a0</div>\n<div class=\"w1030 po0 h360 l3450 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3451 t5668 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3452 t5668 bgc0\">\u00a0</div>\n<div 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class=\"w1552 po0 h126 l3327 t5688 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h34 l3466 t5689 bgc1\">\u00a0</div>\n<div class=\"w1553 po0 h126 l3467 t5688 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h34 l3457 t5689 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h126 l3253 t5688 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3440 t5688 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3455 t5688 bgc0\">\u00a0</div>\n<div class=\"w1551 po0 h34 l2942 t5690 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h42 l3465 t5691 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h34 l3327 t5690 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h42 l3466 t5691 bgc1\">\u00a0</div>\n<div class=\"w1553 po0 h34 l3467 t5690 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h42 l3457 t5691 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h34 l3253 t5690 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h34 l3440 t5690 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h34 l3455 t5690 bgc0\">\u00a0</div>\n<div class=\"w1551 po0 h34 l2942 t5692 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h42 l3465 t3155 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h34 l3327 t5692 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h42 l3466 t3155 bgc1\">\u00a0</div>\n<div class=\"w1553 po0 h34 l3467 t5692 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h42 l3457 t3155 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h34 l3253 t5692 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h34 l3440 t5692 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h34 l3455 t5692 bgc0\">\u00a0</div>\n<div class=\"w1551 po0 h126 l2942 t5693 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h34 l3465 t5694 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h126 l3327 t5693 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h34 l3466 t5694 bgc1\">\u00a0</div>\n<div class=\"w1553 po0 h126 l3467 t5693 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h34 l3457 t5694 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h126 l3253 t5693 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3440 t5693 bgc0\">\u00a0</div>\n<div class=\"w405 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bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3440 t4592 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3455 t4592 bgc0\">\u00a0</div>\n<div class=\"w1551 po0 h34 l2942 t5696 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h34 l3465 t5696 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h34 l3327 t5696 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h34 l3466 t5696 bgc1\">\u00a0</div>\n<div class=\"w1553 po0 h34 l3467 t5696 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h34 l3457 t5696 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h34 l3253 t5696 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h34 l3440 t5696 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h34 l3455 t5696 bgc0\">\u00a0</div>\n<div class=\"w1381 po0 h44 l3463 t2107 bgc1\">\u00a0</div>\n<div class=\"w1381 po0 h131 l3463 t5697 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h44 l2942 t2107 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h131 l2942 t5697 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h44 l3327 t2107 bgc1\">\u00a0</div>\n<div class=\"w1552 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class=\"w1381 po0 h317 l3463 t5113 bgc1\">\u00a0</div>\n<div class=\"w1381 po0 h317 l3463 t5113 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h317 l2942 t5113 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h317 l2942 t5113 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h317 l3327 t5113 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h317 l3327 t5113 bgc1\">\u00a0</div>\n<div class=\"w1553 po0 h317 l3467 t5113 bgc1\">\u00a0</div>\n<div class=\"w1553 po0 h317 l3467 t5113 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h317 l3468 t5113 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h317 l3468 t5113 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h317 l3470 t5113 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h317 l3470 t5113 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h317 l3472 t5113 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h317 l3472 t5113 bgc1\">\u00a0</div>\n<div class=\"w1381 po0 h317 l3473 t5113 bgc1\">\u00a0</div>\n<div class=\"w1381 po0 h317 l3473 t5113 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h317 l3253 t5113 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h317 l3440 t5113 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h317 l3455 t5113 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3253 t4536 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3440 t4536 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3455 t4536 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3253 t4295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3440 t4295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3455 t4295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h33 l3253 t1826 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h33 l3440 t1826 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h33 l3455 t1826 bgc0\">\u00a0</div>\n<div class=\"w1554 po0 h45 l3365 t5699 bgc1\">\u00a0</div>\n<div class=\"w1555 po0 h45 l3462 t5699 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3262 t5700 bgc0\">\u00a0</div>\n<div class=\"w1546 po0 h360 l350 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3440 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3441 t5700 bgc0\">\u00a0</div>\n<div class=\"w931 po0 h360 l3464 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l2942 t5700 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3475 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3327 t5700 bgc0\">\u00a0</div>\n<div class=\"w1030 po0 h360 l1783 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3467 t5700 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3476 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3468 t5700 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3477 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3470 t5700 bgc0\">\u00a0</div>\n<div class=\"w1030 po0 h360 l3478 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3472 t5700 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3479 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3473 t5700 bgc0\">\u00a0</div>\n<div class=\"w1556 po0 h360 l3480 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3455 t5700 bgc0\">\u00a0</div>\n<div class=\"w1554 po0 h44 l3365 t5701 bgc1\">\u00a0</div>\n<div class=\"w1555 po0 h131 l3462 t5702 bgc1\">\u00a0</div>\n<div class=\"po1 w1498 z0\" id=\"TextContainer3271\"><div class=\"po0 fs36 cl2 l3481 t756\" id=\"a24772\">Diciembre 2024 </div><div class=\"po0 fs36 cl2 l3482 t5703\" id=\"a24774\">ENTIDAD PARTICIPADA </div><div class=\"po0 fs36 cl2 l3483 t5703\" id=\"a24776\">ACTIVO TOTAL </div><div class=\"po0 fs36 cl2 l3484 t5704\" id=\"a24778\">ACTIVO </div><div class=\"po0 fs36 cl2 l3485 t5705\" id=\"a24779\">CORRIENTE </div><div class=\"po0 fs36 cl2 l3486 t5704\" id=\"a24781\">ACTIVO NO </div><div class=\"po0 fs36 cl2 l3486 t5705\" id=\"a24782\">CORRIENTE </div><div class=\"po0 fs36 cl2 l3487 t5704\" id=\"a24784\">PASIVO </div><div class=\"po0 fs36 cl2 l3488 t5705\" id=\"a24785\">CORRIENTE </div><div class=\"po0 fs36 cl2 l3489 t5704\" id=\"a24787\">PASIVO NO </div><div class=\"po0 fs36 cl2 l3490 t5705\" id=\"a24788\">CORRIENTE </div><div class=\"po0 fs36 cl2 l3491 t5703\" id=\"a24790\">FONDOS PROPIOS </div><div class=\"po0 fs36 cl2 l3492 t5704\" id=\"a24792\">INGRESOS DE </div><div class=\"po0 fs36 cl2 l3493 t5705\" id=\"a24793\">EXPLOTACI\u00d3N </div><div class=\"po0 fs36 cl2 l3494 t5706\" id=\"a24795\">RESULTADO </div><div class=\"po0 fs36 cl2 l3495 t5703\" id=\"a24796\">OPERACIONES </div><div class=\"po0 fs36 cl2 l3496 t5707\" id=\"a24797\">CONTINUADAS </div><div class=\"po0 fs49 cl2 l3497 t5708\" id=\"a24799\">(Miles de euros) </div><div class=\"po0 fs36 cl2 l3497 t5709\" id=\"a24818\">MEDIA </div><div class=\"po0 fs35 cl2 l3498 t5710\" id=\"a24837\">Wemass Media Audience Safe Solutions, S.L. </div><div class=\"po0 fs35 cl2 l3499 t5710\" id=\"a24839\">6.177 </div><div class=\"po0 fs35 cl2 l3500 t5710\" id=\"a24841\">6.063 </div><div class=\"po0 fs35 cl2 l3501 t5710\" id=\"a24843\">114 </div><div class=\"po0 fs35 cl2 l3502 t5710\" id=\"a24845\">5.277 </div><div class=\"po0 fs35 cl2 l3503 t5710\" id=\"a24847\">0 </div><div class=\"po0 fs35 cl2 l3504 t5710\" id=\"a24849\">900 </div><div class=\"po0 fs35 cl2 l3505 t5710\" id=\"a24851\">23.620 </div><div class=\"po0 fs35 cl2 l3506 t5710\" id=\"a24853\">306 </div><div class=\"po0 fs36 cl2 l3497 t5711\" id=\"a24864\">MEDIA- RADIO </div><div class=\"po0 fs36 cl2 l3497 t5712\" id=\"a24886\">Radio Internacional </div><div class=\"po0 fs35 cl2 l3498 t5713\" id=\"a24905\">Cadena Radiodifusora Mexicana, S.A. de C.V.<div class=\"d0 w1370\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3507 t5714\" id=\"a24907\">41.599 </div><div class=\"po0 fs50 cl2 l3508 t5714\" id=\"a24909\">35.326 </div><div class=\"po0 fs50 cl2 l3509 t5714\" id=\"a24911\">6.273 </div><div class=\"po0 fs50 cl2 l3510 t5714\" id=\"a24913\">33.751 </div><div class=\"po0 fs50 cl2 l3511 t5714\" id=\"a24915\">4.180 </div><div class=\"po0 fs50 cl2 l3512 t5714\" id=\"a24917\">3.668 </div><div class=\"po0 fs50 cl2 l3513 t5714\" id=\"a24919\">37.855 </div><div class=\"po0 fs50 cl2 l3514 t5714\" id=\"a24921\">(2.262) </div><div class=\"po0 fs35 cl2 l3498 t5715\" id=\"a24923\">Cadena Radi\u00f3polis, S.A. de C.V. </div><div class=\"po0 fs50 cl2 l3515 t2909\" id=\"a24925\">4.629 </div><div class=\"po0 fs50 cl2 l3516 t2909\" id=\"a24927\">1.224 </div><div class=\"po0 fs50 cl2 l3509 t2909\" id=\"a24929\">3.405 </div><div class=\"po0 fs50 cl2 l3517 t2909\" id=\"a24931\">192 </div><div class=\"po0 fs50 cl2 l3518 t2909\" id=\"a24933\">340 </div><div class=\"po0 fs50 cl2 l3512 t2909\" id=\"a24935\">4.097 </div><div class=\"po0 fs50 cl2 l3519 t2909\" id=\"a24937\">422 </div><div class=\"po0 fs50 cl2 l3520 t2909\" id=\"a24939\">(887) </div><div class=\"po0 fs35 cl2 l3498 t5716\" id=\"a24941\">Caja Radiopolis, S.C </div><div class=\"po0 fs50 cl2 l3521 t5717\" id=\"a24943\">184 </div><div class=\"po0 fs50 cl2 l3522 t5717\" id=\"a24945\">184 </div><div class=\"po0 fs50 cl2 l3523 t5717\" id=\"a24947\">0 </div><div class=\"po0 fs50 cl2 l3517 t5717\" id=\"a24949\">184 </div><div class=\"po0 fs50 cl2 l3524 t5717\" id=\"a24951\">0 </div><div class=\"po0 fs50 cl2 l3525 t5717\" id=\"a24953\">0 </div><div class=\"po0 fs50 cl2 l3526 t5717\" id=\"a24955\">0 </div><div class=\"po0 fs50 cl2 l3527 t5717\" id=\"a24957\">0 </div><div class=\"po0 fs35 cl2 l3498 t5718\" id=\"a24959\">Fondo Radiopolis, S.C. </div><div class=\"po0 fs50 cl2 l3528 t5719\" id=\"a24961\">(13) </div><div class=\"po0 fs50 cl2 l3529 t5719\" id=\"a24963\">(13) </div><div class=\"po0 fs50 cl2 l3523 t5719\" id=\"a24965\">0 </div><div class=\"po0 fs50 cl2 l3530 t5719\" id=\"a24967\">(12) </div><div class=\"po0 fs50 cl2 l3524 t5719\" id=\"a24969\">0 </div><div class=\"po0 fs50 cl2 l3531 t5719\" id=\"a24971\">(1) </div><div class=\"po0 fs50 cl2 l3526 t5719\" id=\"a24973\">0 </div><div class=\"po0 fs50 cl2 l3527 t5719\" id=\"a24975\">0 </div><div class=\"po0 fs35 cl2 l3498 t5720\" id=\"a24977\">Promotora Radial del Llano, LTDA </div><div class=\"po0 fs50 cl2 l3521 t5721\" id=\"a24979\">101 </div><div class=\"po0 fs50 cl2 l3532 t5721\" id=\"a24981\">93 </div><div class=\"po0 fs50 cl2 l3523 t5721\" id=\"a24983\">8 </div><div class=\"po0 fs50 cl2 l3533 t5721\" id=\"a24985\">19 </div><div class=\"po0 fs50 cl2 l3524 t5721\" id=\"a24987\">0 </div><div class=\"po0 fs50 cl2 l3534 t5721\" id=\"a24989\">82 </div><div class=\"po0 fs50 cl2 l3519 t5721\" id=\"a24991\">105 </div><div class=\"po0 fs50 cl2 l3535 t5721\" id=\"a24993\">25 </div><div class=\"po0 fs35 cl2 l3498 t5722\" id=\"a24995\">Radio Comerciales, S.A. de C.V.<div class=\"d0 w1557\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3515 t5723\" id=\"a24997\">2.361 </div><div class=\"po0 fs50 cl2 l3532 t5723\" id=\"a24999\">46 </div><div class=\"po0 fs50 cl2 l3509 t5723\" id=\"a25001\">2.315 </div><div class=\"po0 fs50 cl2 l3517 t5723\" id=\"a25003\">304 </div><div class=\"po0 fs50 cl2 l3518 t5723\" id=\"a25005\">647 </div><div class=\"po0 fs50 cl2 l3512 t5723\" id=\"a25007\">1.410 </div><div class=\"po0 fs50 cl2 l3519 t5723\" id=\"a25009\">354 </div><div class=\"po0 fs50 cl2 l3536 t5723\" id=\"a25011\">107 </div><div class=\"po0 fs35 cl2 l3498 t5724\" id=\"a25013\">Radio Melod\u00eda, S.A. de C.V.<div class=\"d0 w1151\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3515 t3202\" id=\"a25015\">1.507 </div><div class=\"po0 fs50 cl2 l3522 t3202\" id=\"a25017\">703 </div><div class=\"po0 fs50 cl2 l3537 t3202\" id=\"a25019\">804 </div><div class=\"po0 fs50 cl2 l3517 t3202\" id=\"a25021\">290 </div><div class=\"po0 fs50 cl2 l3518 t3202\" id=\"a25023\">587 </div><div class=\"po0 fs50 cl2 l3538 t3202\" id=\"a25025\">630 </div><div class=\"po0 fs50 cl2 l3539 t3202\" id=\"a25027\">1.156 </div><div class=\"po0 fs50 cl2 l3540 t3202\" id=\"a25029\">(36) </div><div class=\"po0 fs35 cl2 l3498 t5725\" id=\"a25031\">Radio Tapat\u00eda, S.A. de C.V.<div class=\"d0 w1558\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3515 t5726\" id=\"a25033\">1.908 </div><div class=\"po0 fs50 cl2 l3522 t5726\" id=\"a25035\">939 </div><div class=\"po0 fs50 cl2 l3537 t5726\" id=\"a25037\">969 </div><div class=\"po0 fs50 cl2 l3517 t5726\" id=\"a25039\">336 </div><div class=\"po0 fs50 cl2 l3518 t5726\" id=\"a25041\">772 </div><div class=\"po0 fs50 cl2 l3538 t5726\" id=\"a25043\">800 </div><div class=\"po0 fs50 cl2 l3539 t5726\" id=\"a25045\">1.296 </div><div class=\"po0 fs50 cl2 l3540 t5726\" id=\"a25047\">(20) </div><div class=\"po0 fs35 cl2 l3498 t5727\" id=\"a25049\">Radiotelevisora de Mexicali, S.A. de C.V.<div class=\"d0 w1559\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3515 t5728\" id=\"a25051\">2.256 </div><div class=\"po0 fs50 cl2 l3516 t5728\" id=\"a25053\">1.851 </div><div class=\"po0 fs50 cl2 l3537 t5728\" id=\"a25055\">405 </div><div class=\"po0 fs50 cl2 l3541 t5728\" id=\"a25057\">1.747 </div><div class=\"po0 fs50 cl2 l3518 t5728\" id=\"a25059\">277 </div><div class=\"po0 fs50 cl2 l3538 t5728\" id=\"a25061\">232 </div><div class=\"po0 fs50 cl2 l3519 t5728\" id=\"a25063\">703 </div><div class=\"po0 fs50 cl2 l3540 t5728\" id=\"a25065\">(14) </div><div class=\"po0 fs35 cl2 l3498 t5729\" id=\"a25067\">Servicios Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w618\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3515 t5730\" id=\"a25069\">1.449 </div><div class=\"po0 fs50 cl2 l3516 t5730\" id=\"a25071\">1.210 </div><div class=\"po0 fs50 cl2 l3537 t5730\" id=\"a25073\">239 </div><div class=\"po0 fs50 cl2 l3517 t5730\" id=\"a25075\">618 </div><div class=\"po0 fs50 cl2 l3518 t5730\" id=\"a25077\">257 </div><div class=\"po0 fs50 cl2 l3538 t5730\" id=\"a25079\">574 </div><div class=\"po0 fs50 cl2 l3539 t5730\" id=\"a25081\">2.312 </div><div class=\"po0 fs50 cl2 l3535 t5730\" id=\"a25083\">26 </div><div class=\"po0 fs35 cl2 l3498 t5731\" id=\"a25085\">Servicios Xezz, S.A. de C.V.<div class=\"d0 w708\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3521 t5732\" id=\"a25087\">231 </div><div class=\"po0 fs50 cl2 l3522 t5732\" id=\"a25089\">167 </div><div class=\"po0 fs50 cl2 l3542 t5732\" id=\"a25091\">64 </div><div class=\"po0 fs50 cl2 l3533 t5732\" id=\"a25093\">45 </div><div class=\"po0 fs50 cl2 l3543 t5732\" id=\"a25095\">52 </div><div class=\"po0 fs50 cl2 l3538 t5732\" id=\"a25097\">134 </div><div class=\"po0 fs50 cl2 l3519 t5732\" id=\"a25099\">260 </div><div class=\"po0 fs50 cl2 l3536 t5732\" id=\"a25101\">247 </div><div class=\"po0 fs35 cl2 l3498 t5733\" id=\"a25103\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w286\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3507 t5734\" id=\"a25105\">63.177 </div><div class=\"po0 fs50 cl2 l3508 t5734\" id=\"a25107\">40.787 </div><div class=\"po0 fs50 cl2 l3544 t5734\" id=\"a25109\">22.390 </div><div class=\"po0 fs50 cl2 l3510 t5734\" id=\"a25111\">25.422 </div><div class=\"po0 fs50 cl2 l3511 t5734\" id=\"a25113\">3.344 </div><div class=\"po0 fs50 cl2 l3545 t5734\" id=\"a25115\">34.411 </div><div class=\"po0 fs50 cl2 l3513 t5734\" id=\"a25117\">50.637 </div><div class=\"po0 fs50 cl2 l3546 t5734\" id=\"a25119\">5.051 </div><div class=\"po0 fs35 cl2 l3498 t5735\" id=\"a25121\">Uni\u00f3n Radio del Pirineu, S.A. </div><div class=\"po0 fs50 cl2 l3521 t5736\" id=\"a25123\">333 </div><div class=\"po0 fs50 cl2 l3522 t5736\" id=\"a25125\">319 </div><div class=\"po0 fs50 cl2 l3542 t5736\" id=\"a25127\">14 </div><div class=\"po0 fs50 cl2 l3517 t5736\" id=\"a25129\">114 </div><div class=\"po0 fs50 cl2 l3524 t5736\" id=\"a25131\">0 </div><div class=\"po0 fs50 cl2 l3538 t5736\" id=\"a25133\">219 </div><div class=\"po0 fs50 cl2 l3519 t5736\" id=\"a25135\">281 </div><div class=\"po0 fs50 cl2 l3547 t5736\" id=\"a25137\">(2) </div><div class=\"po0 fs35 cl2 l3498 t5737\" id=\"a25139\">Xezz, S.A. de C.V.<div class=\"d0 w1102\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3521 t5738\" id=\"a25141\">469 </div><div class=\"po0 fs50 cl2 l3522 t5738\" id=\"a25143\">125 </div><div class=\"po0 fs50 cl2 l3537 t5738\" id=\"a25145\">344 </div><div class=\"po0 fs50 cl2 l3517 t5738\" id=\"a25147\">104 </div><div class=\"po0 fs50 cl2 l3518 t5738\" id=\"a25149\">240 </div><div class=\"po0 fs50 cl2 l3538 t5738\" id=\"a25151\">125 </div><div class=\"po0 fs50 cl2 l3519 t5738\" id=\"a25153\">350 </div><div class=\"po0 fs50 cl2 l3547 t5738\" id=\"a25155\">(9) </div><div class=\"po0 fs36 cl2 l3497 t5739\" id=\"a25166\">MEDIA- PRENSA </div><div class=\"po0 fs35 cl2 l3498 t5740\" id=\"a25188\">Kioskoym\u00e1s, Sociedad Gestora de la Plataforma Tecnol\u00f3gica, S.L.<div class=\"d0 w293\">\u00a0</div>(1) </div><div class=\"po0 fs50 cl2 l3515 t5741\" id=\"a25190\">1.627 </div><div class=\"po0 fs50 cl2 l3516 t5741\" id=\"a25192\">1.621 </div><div class=\"po0 fs50 cl2 l3523 t5741\" id=\"a25194\">6 </div><div class=\"po0 fs50 cl2 l3541 t5741\" id=\"a25196\">1.421 </div><div class=\"po0 fs50 cl2 l3524 t5741\" id=\"a25198\">0 </div><div class=\"po0 fs50 cl2 l3538 t5741\" id=\"a25200\">206 </div><div class=\"po0 fs50 cl2 l3539 t5741\" id=\"a25202\">1.246 </div><div class=\"po0 fs50 cl2 l3536 t5741\" id=\"a25204\">503 </div><div class=\"po0 fs35 cl2 l3498 t5742\" id=\"a25206\">Le Monde Libre (2) </div><div class=\"po0 fs50 cl2 l3548 t5743\" id=\"a25208\">152.593 </div><div class=\"po0 fs50 cl2 l3522 t5743\" id=\"a25210\">417 </div><div class=\"po0 fs50 cl2 l3549 t5743\" id=\"a25212\">152.176 </div><div class=\"po0 fs50 cl2 l3550 t5743\" id=\"a25214\">199.752 </div><div class=\"po0 fs50 cl2 l3524 t5743\" id=\"a25216\">0 </div><div class=\"po0 fs50 cl2 l3551 t5743\" id=\"a25218\">(47.159) </div><div class=\"po0 fs50 cl2 l3526 t5743\" id=\"a25220\">0 </div><div class=\"po0 fs50 cl2 l3552 t5743\" id=\"a25222\">(10.532) </div><div class=\"po0 fs35 cl2 l3497 t5744\" id=\"a25233\">(1) Datos a noviembre de 2024 </div><div class=\"po0 fs35 cl2 l341 t5745\" id=\"a25244\">(2) Datos a diciembre de 2023</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInvestmentsAccountedForUsingEquityMethodExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_308": {
   "value": "<div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer1704\"><div class=\"po0 l342 t756 f0\" id=\"div_1701_XBRL_TS_e014a044548c4a88a73ba6c2571a388a\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer1702\"><div class=\"po1 w198 z0\" id=\"TextContainer1702\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a3404\">En los Anexos<div class=\"d0 w515\">\u00a0</div>I y II de<div class=\"d0 w557\">\u00a0</div>esta Memoria consolidada<div class=\"d0 w560\">\u00a0</div>se indican las<div class=\"d0 w126\">\u00a0</div>sociedades integradas por<div class=\"d0 w326\">\u00a0</div>estos </div><div class=\"po0 fs14 cl2 l340 t1087\" id=\"a3405\">m\u00e9todos, as\u00ed como las principales magnitudes financieras de las entidades consolidadas por el </div><div class=\"po0 fs14 cl2 l340 t764\" id=\"a3406\">m\u00e9todo de la participaci\u00f3n. Asimismo, se hace<div class=\"d0 w38\">\u00a0</div>constar que ninguna de estas sociedades cotiza </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a3409\">en Bolsa.</div></div></div></div></div><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer1734\"><div class=\"po1 w198 z0\" id=\"TextContainer1734\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a3722\">Sociedades asociadas </div><div class=\"po0 fs14 cl2 l340 t1163\" id=\"a3725\">En octubre de 2024 se liquida Por Hache o por<div class=\"d0 w27\">\u00a0</div>B la Serie, S.L., sociedad participada al 25% por </div><div class=\"po0 fs14 cl2 l341 t1164\" id=\"a3727\">Lacoproductora, S.L.U.</div></div></div><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer1738\"><div class=\"po1 w198 z0\" id=\"TextContainer1738\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a3732\">Los cambios<div class=\"d0 w248\">\u00a0</div>en la<div class=\"d0 w543\">\u00a0</div>composici\u00f3n del<div class=\"d0 w110\">\u00a0</div>Grupo descritos<div class=\"d0 w110\">\u00a0</div>anteriormente no<div class=\"d0 w110\">\u00a0</div>han tenido<div class=\"d0 w169\">\u00a0</div>un impacto </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a3733\">significativo en los estados financieros consolidados, que no hayan sido revelados.</div></div></div><div class=\"po1 w681 h166 lh0\" id=\"TextBlockContainer2238\"><div class=\"po0 l342 t756 f0\" id=\"div_2231_XBRL_TS_e4e1e08058e24e58aa2aa04b4aa016ef\"><div class=\"po1 w681 h166 lh0\" id=\"TextBlockContainer2235\"><div class=\"po1 w681 z0\" id=\"TextContainer2235\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a8469\">(8)<div class=\"d0 w138\">\u00a0</div>INVERSIONES CONTABILIZADAS POR EL M\u00c9TODO DE LA PARTICIPACI\u00d3N </div><div class=\"po0 fs25 cl2 l451 t2204\" id=\"a8473\">Ejercicio 2024- </div></div><div class=\"po0 l450 t2234 f0\" id=\"div_2232_XBRL_TS_c862db5990654761ac5abd394161f3fb\"><div class=\"po1 w198 h165 lh0\" id=\"TextBlockContainer2233\"><div class=\"w89 po0 h12 l1035 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t2205 bgc0\">\u00a0</div>\n<div class=\"w868 po0 h12 l1036 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1035 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1037 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t2207 bgc0\">\u00a0</div>\n<div class=\"w869 po0 h12 l1036 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1038 t2207 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1039 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t2207 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1041 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1042 t2207 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1043 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t2207 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1045 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t2207 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1047 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1035 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1038 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1040 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1042 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1044 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1046 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1037 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t2208 bgc0\">\u00a0</div>\n<div class=\"w872 po0 h12 l530 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t2208 bgc0\">\u00a0</div>\n<div class=\"w869 po0 h12 l1036 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1038 t2208 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1039 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t2208 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1041 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1042 t2208 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1043 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t2208 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1045 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t2208 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1047 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1035 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1038 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1042 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1044 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1046 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1037 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1035 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1038 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1040 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1042 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1044 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1046 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1037 t2210 bgc0\">\u00a0</div>\n<div class=\"w873 po0 h41 l529 t2211 bgc3\">\u00a0</div>\n<div class=\"w874 po0 h126 l531 t2212 bgc3\">\u00a0</div>\n<div class=\"w869 po0 h41 l1036 t2211 bgc3\">\u00a0</div>\n<div class=\"w875 po0 h126 l1048 t2212 bgc3\">\u00a0</div>\n<div class=\"w876 po0 h41 l1049 t2211 bgc3\">\u00a0</div>\n<div class=\"w877 po0 h126 l1050 t2212 bgc3\">\u00a0</div>\n<div class=\"w852 po0 h41 l1041 t2211 bgc3\">\u00a0</div>\n<div class=\"w855 po0 h126 l1051 t2212 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h41 l1043 t2211 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l1052 t2212 bgc3\">\u00a0</div>\n<div class=\"w878 po0 h41 l1045 t2211 bgc3\">\u00a0</div>\n<div class=\"w879 po0 h126 l1053 t2212 bgc3\">\u00a0</div>\n<div class=\"w876 po0 h41 l1054 t2211 bgc3\">\u00a0</div>\n<div class=\"w877 po0 h126 l1055 t2212 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2213 bgc0\">\u00a0</div>\n<div class=\"w873 po0 h12 l529 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t2213 bgc0\">\u00a0</div>\n<div class=\"w869 po0 h12 l1036 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1038 t2213 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1039 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t2213 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1041 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1042 t2213 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1043 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t2213 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1045 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t2213 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1047 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1243 bgc0\">\u00a0</div>\n<div class=\"w873 po0 h12 l529 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1035 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t1243 bgc0\">\u00a0</div>\n<div class=\"w869 po0 h12 l1036 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1038 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1038 t1243 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1039 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t1243 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1041 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1042 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1042 t1243 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1043 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1044 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t1243 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1045 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1046 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t1243 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1047 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1037 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t1243 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2233\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a8476\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l540 t2214\" id=\"a8477\">ha sido el siguiente: </div><div class=\"po0 fs35 cl2 l931 t2215\" id=\"a8481\">Miles de euros </div><div class=\"po0 fs35 cl2 l900 t2216\" id=\"a8483\">Saldo al </div><div class=\"po0 fs35 cl2 l1056 t2217\" id=\"a8484\">31.12.2023 </div><div class=\"po0 fs35 cl2 l1057 t2216\" id=\"a8486\">Ajustes por </div><div class=\"po0 fs35 cl2 l1058 t2217\" id=\"a8487\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l547 t2218\" id=\"a8489\">Cambios en </div><div class=\"po0 fs35 cl2 l565 t2219\" id=\"a8490\">el </div><div class=\"po0 fs35 cl2 l1059 t2220\" id=\"a8491\">porcentaje </div><div class=\"po0 fs35 cl2 l1060 t2219\" id=\"a8493\">Dividendos </div><div class=\"po0 fs35 cl2 l1061 t2216\" id=\"a8495\">Participaci\u00f3n </div><div class=\"po0 fs35 cl2 l1062 t2217\" id=\"a8497\"><div class=\"d0 w113\">\u00a0</div>en resultados </div><div class=\"po0 fs35 cl2 l1063 t2216\" id=\"a8500\">Saldo al </div><div class=\"po0 fs35 cl2 l1064 t2217\" id=\"a8501\">31.12.2024 </div><div class=\"po0 fs35 cl2 l556 t2221\" id=\"a8503\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w880\">\u00a0</div></div><div class=\"po0 fs35 cl2 l1065 t2221\" id=\"a8505\">44.409 </div><div class=\"po0 fs35 cl2 l1066 t2221\" id=\"a8507\">(6.244) </div><div class=\"po0 fs35 cl2 l1067 t2221\" id=\"a8509\">- </div><div class=\"po0 fs35 cl2 l1019 t2221\" id=\"a8511\">(745) </div><div class=\"po0 fs35 cl2 l1068 t2221\" id=\"a8513\">2.898 </div><div class=\"po0 fs35 cl2 l1069 t2221\" id=\"a8515\">40.318 </div><div class=\"po0 fs35 cl2 l556 t2222\" id=\"a8517\">Otras sociedades </div><div class=\"po0 fs35 cl2 l990 t2222\" id=\"a8519\">652 </div><div class=\"po0 fs35 cl2 l1070 t2222\" id=\"a8521\">(2) </div><div class=\"po0 fs35 cl2 l1071 t2222\" id=\"a8523\">(124) </div><div class=\"po0 fs35 cl2 l1019 t2222\" id=\"a8525\">(291) </div><div class=\"po0 fs35 cl2 l1072 t2222\" id=\"a8527\">281 </div><div class=\"po0 fs35 cl2 l692 t2222\" id=\"a8529\">516 </div><div class=\"po0 fs36 cl2 l556 t2223\" id=\"a8531\">Total </div><div class=\"po0 fs36 cl2 l1065 t2223\" id=\"a8533\">45.061 </div><div class=\"po0 fs36 cl2 l1066 t2223\" id=\"a8535\">(6.246) </div><div class=\"po0 fs36 cl2 l1071 t2223\" id=\"a8537\">(124) </div><div class=\"po0 fs36 cl2 l1073 t2223\" id=\"a8539\">(1.036) </div><div class=\"po0 fs36 cl2 l1068 t2223\" id=\"a8541\">3.179 </div><div class=\"po0 fs36 cl2 l1069 t2223\" id=\"a8543\">40.834 </div><div class=\"po0 fs14 cl2 l540 t2224\" id=\"a8547\">Durante el ejercicio 2024, la variaci\u00f3n en el ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l1074 t2225\" id=\"a8549\">Inversiones contabilizadas por el m\u00e9todo de la </div><div class=\"po0 fs26 cl2 l540 t2226\" id=\"a8550\">participaci\u00f3n</div><div class=\"po0 fs14 cl2 l1075 t2227\" id=\"a8551\">\u201d del balance de<div class=\"d0 w472\">\u00a0</div>situaci\u00f3n consolidado adjunto<div class=\"d0 w354\">\u00a0</div>se produce, fundamentalmente,<div class=\"d0 w341\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l540 t2228\" id=\"a8552\">la participaci\u00f3n en el resultado de Sistema Radi\u00f3polis, S.A. de C.V. por<div class=\"d0 w63\">\u00a0</div>importe de 2.898 miles </div><div class=\"po0 fs14 cl2 l540 t2229\" id=\"a8553\">de<div class=\"d0 w246\">\u00a0</div>euros, minorado<div class=\"d0 w369\">\u00a0</div>por el<div class=\"d0 w247\">\u00a0</div>efecto del<div class=\"d0 w345\">\u00a0</div>dividendo repartido<div class=\"d0 w333\">\u00a0</div>por Radi\u00f3polis<div class=\"d0 w338\">\u00a0</div>por importe<div class=\"d0 w223\">\u00a0</div>de 745 </div><div class=\"po0 fs14 cl2 l540 t2230\" id=\"a8559\">miles de euros y el efecto negativo del tipo de cambio. </div><div class=\"po0 fs14 cl2 l540 t2231\" id=\"a8564\">La<div class=\"d0 w164\">\u00a0</div>participaci\u00f3n<div class=\"d0 w165\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>Radi\u00f3polis<div class=\"d0 w418\">\u00a0</div>a<div class=\"d0 w248\">\u00a0</div>31<div class=\"d0 w293\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>diciembre<div class=\"d0 w420\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2024<div class=\"d0 w247\">\u00a0</div>incluye<div class=\"d0 w264\">\u00a0</div>23.112<div class=\"d0 w343\">\u00a0</div>miles<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros<div class=\"d0 w484\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l540 t2232\" id=\"a8570\">inversi\u00f3n que el Grupo PRISA<div class=\"d0 w406\">\u00a0</div>registra por encima<div class=\"d0 w113\">\u00a0</div>del valor de la participaci\u00f3n<div class=\"d0 w387\">\u00a0</div>del Grupo en el </div><div class=\"po0 fs14 cl2 l341 t2233\" id=\"a8571\">patrimonio neto consolidado en Radi\u00f3polis.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2236\"><div class=\"po0 fs14 cl2 l1076 t2235\" id=\"a8571_42_3\"><div class=\"d0 w739\">\u00a0</div></div></div></div></div></div><div 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l1044 t2241 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1045 t2241 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1054 t2241 bgc0\">\u00a0</div>\n<div class=\"w124 po0 h12 l1082 t2241 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t2241 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l528 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2242 bgc0\">\u00a0</div>\n<div class=\"w885 po0 h12 l529 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1077 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1077 t2242 bgc0\">\u00a0</div>\n<div class=\"w882 po0 h12 l1078 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l514 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t2242 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l515 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1079 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1079 t2242 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l1080 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1081 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1081 t2242 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l207 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1044 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t2242 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1045 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1054 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1054 t2242 bgc0\">\u00a0</div>\n<div class=\"w124 po0 h12 l1082 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l625 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t2242 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2245\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a8583\">Ejercicio 2023- </div><div class=\"po0 fs14 cl2 l540 t1658\" id=\"a8586\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs14 cl2 l540 t1659\" id=\"a8587\">fue el siguiente: </div><div class=\"po0 fs35 cl2 l1088 t2137\" id=\"a8591\">Miles de euros </div><div class=\"po0 fs35 cl2 l1089 t2243\" id=\"a8593\">Saldo al </div><div class=\"po0 fs35 cl2 l1090 t2244\" id=\"a8594\">31.12.2022 </div><div class=\"po0 fs35 cl2 l1091 t2243\" id=\"a8596\">Ajustes por </div><div class=\"po0 fs35 cl2 l544 t2244\" id=\"a8597\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l1092 t2245\" id=\"a8599\">Variaci\u00f3n </div><div class=\"po0 fs35 cl2 l1093 t490\" id=\"a8600\">del </div><div class=\"po0 fs35 cl2 l1094 t2246\" id=\"a8601\">per\u00edmetro </div><div class=\"po0 fs35 cl2 l1095 t490\" id=\"a8603\">Dividendos </div><div class=\"po0 fs35 cl2 l656 t2245\" id=\"a8605\">Participaci\u00f3n </div><div class=\"po0 fs35 cl2 l1096 t490\" id=\"a8607\"><div class=\"d0 w113\">\u00a0</div>en resultados/ </div><div class=\"po0 fs35 cl2 l1097 t2246\" id=\"a8610\">reversi\u00f3n </div><div class=\"po0 fs35 cl2 l645 t2243\" id=\"a8612\">Saldo al </div><div class=\"po0 fs35 cl2 l1098 t2244\" id=\"a8613\">31.12.2023 </div><div class=\"po0 fs35 cl2 l556 t2247\" id=\"a8615\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w880\">\u00a0</div></div><div class=\"po0 fs35 cl2 l557 t2247\" id=\"a8617\">32.406 </div><div class=\"po0 fs35 cl2 l1099 t2247\" id=\"a8619\">3.678 </div><div class=\"po0 fs35 cl2 l1100 t2247\" id=\"a8621\">- </div><div class=\"po0 fs35 cl2 l1101 t2247\" id=\"a8623\">(4.937) </div><div class=\"po0 fs35 cl2 l1102 t2247\" id=\"a8625\">13.262 </div><div class=\"po0 fs35 cl2 l1103 t2247\" id=\"a8627\">44.409 </div><div class=\"po0 fs35 cl2 l556 t2248\" id=\"a8629\">Otras sociedades </div><div class=\"po0 fs35 cl2 l573 t2248\" id=\"a8631\">717 </div><div class=\"po0 fs35 cl2 l996 t2248\" id=\"a8633\">5 </div><div class=\"po0 fs35 cl2 l1104 t2248\" id=\"a8635\">(219) </div><div class=\"po0 fs35 cl2 l650 t2248\" id=\"a8637\">(248) </div><div class=\"po0 fs35 cl2 l1105 t2248\" id=\"a8639\">397 </div><div class=\"po0 fs35 cl2 l674 t2248\" id=\"a8641\">652 </div><div class=\"po0 fs36 cl2 l556 t2249\" id=\"a8643\">Total </div><div class=\"po0 fs36 cl2 l557 t2249\" id=\"a8645\">33.123 </div><div class=\"po0 fs36 cl2 l1099 t2249\" id=\"a8647\">3.683 </div><div class=\"po0 fs36 cl2 l1104 t2249\" id=\"a8649\">(219) </div><div class=\"po0 fs36 cl2 l1101 t2249\" id=\"a8651\">(5.185) </div><div class=\"po0 fs36 cl2 l1102 t2249\" id=\"a8653\">13.659 </div><div class=\"po0 fs36 cl2 l1103 t2249\" id=\"a8655\">45.061 </div><div class=\"po0 fs14 cl2 l540 t2250\" id=\"a8659\">Durante el ejercicio 2023, la variaci\u00f3n en el ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l1106 t2251\" id=\"a8661\">\u201cInversiones contabilizadas por el m\u00e9todo de la </div><div class=\"po0 fs26 cl2 l540 t2252\" id=\"a8663\">participaci\u00f3n\u201d</div><div class=\"po0 fs14 cl2 l1107 t2253\" id=\"a8664\"><div class=\"d0 w613\">\u00a0</div>del balance de situaci\u00f3n consolidado<div class=\"d0 w392\">\u00a0</div>adjunto se produjo, fundamentalmente, por </div><div class=\"po0 fs14 cl2 l540 t2254\" id=\"a8666\">la participaci\u00f3n en el resultado de Sistema Radi\u00f3polis, S.A. de C.V. por<div class=\"d0 w63\">\u00a0</div>importe de 3.387 miles </div><div class=\"po0 fs14 cl2 l540 t2255\" id=\"a8667\">de euros,<div class=\"d0 w402\">\u00a0</div>la reversi\u00f3n<div class=\"d0 w473\">\u00a0</div>del deterioro<div class=\"d0 w148\">\u00a0</div>registrado en<div class=\"d0 w567\">\u00a0</div>ejercicios anteriores<div class=\"d0 w697\">\u00a0</div>por importe<div class=\"d0 w557\">\u00a0</div>de 9.875<div class=\"d0 w414\">\u00a0</div>miles </div><div class=\"po0 fs14 cl2 l540 t611\" id=\"a8669\">de euros y el<div class=\"d0 w342\">\u00a0</div>efecto positivo del<div class=\"d0 w300\">\u00a0</div>tipo de cambio,<div class=\"d0 w375\">\u00a0</div>minorado por el efecto<div class=\"d0 w387\">\u00a0</div>del dividendo repartido </div><div class=\"po0 fs14 cl2 l540 t2256\" id=\"a8670\">por dicha sociedad en 2023 por importe de 4.937 miles de euros. </div><div class=\"po0 fs14 cl2 l540 t2257\" id=\"a8673\">La<div class=\"d0 w485\">\u00a0</div>participaci\u00f3n<div class=\"d0 w165\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>Radi\u00f3polis<div class=\"d0 w165\">\u00a0</div>a<div class=\"d0 w517\">\u00a0</div>31<div class=\"d0 w119\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>diciembre<div class=\"d0 w420\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2023<div class=\"d0 w224\">\u00a0</div>inclu\u00eda<div class=\"d0 w539\">\u00a0</div>26.602<div class=\"d0 w111\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l540 t2258\" id=\"a8677\">inversi\u00f3n que el Grupo PRISA<div class=\"d0 w406\">\u00a0</div>registra por encima<div class=\"d0 w113\">\u00a0</div>del valor de la participaci\u00f3n<div class=\"d0 w387\">\u00a0</div>del Grupo en el </div><div class=\"po0 fs14 cl2 l341 t2259\" id=\"a8678\">patrimonio neto consolidado en Radi\u00f3polis.</div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer2250\"><div class=\"po0 fs14 cl2 l1108 t2259\" id=\"a8678_42_3\"><div class=\"d0 w739\">\u00a0</div></div></div><div class=\"po0 l342 t2270 f0\" id=\"div_2247_XBRL_TS_1846485ac5c142a9973d485ce5e1338e\"><div class=\"po1 w502 h169 lh0\" id=\"TextBlockContainer2248\"><div class=\"po1 w502 z0\" id=\"TextContainer2248\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8681\">El<div class=\"d0 w110\">\u00a0</div>test<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>deterioro<div class=\"d0 w246\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>inversi\u00f3n neta<div class=\"d0 w469\">\u00a0</div>en<div class=\"d0 w231\">\u00a0</div>Sistema Radi\u00f3polis,<div class=\"d0 w468\">\u00a0</div>S.A.<div class=\"d0 w17\">\u00a0</div>de C.V.<div class=\"d0 w6\">\u00a0</div>obtiene el<div class=\"d0 w168\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a8683\">recuperable de dicha inversi\u00f3n, cuyo valor en uso<div class=\"d0 w19\">\u00a0</div>ha sido calculado a partir de las<div class=\"d0 w22\">\u00a0</div>previsiones </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a8684\">de los pr\u00f3ximos<div class=\"d0 w410\">\u00a0</div>5 a\u00f1os, incluyendo<div class=\"d0 w740\">\u00a0</div>un valor<div class=\"d0 w514\">\u00a0</div>terminal en<div class=\"d0 w402\">\u00a0</div>el que se<div class=\"d0 w550\">\u00a0</div>aplica una<div class=\"d0 w125\">\u00a0</div>tasa de crecimiento </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a8685\">esperado constante de<div class=\"d0 w560\">\u00a0</div>entre el<div class=\"d0 w557\">\u00a0</div>0,5% y el<div class=\"d0 w616\">\u00a0</div>1,5% (entre<div class=\"d0 w266\">\u00a0</div>0,5% y<div class=\"d0 w299\">\u00a0</div>el 1,5%<div class=\"d0 w516\">\u00a0</div>en 2023).<div class=\"d0 w561\">\u00a0</div>A efectos<div class=\"d0 w423\">\u00a0</div>de calcular </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a8693\">el valor actual de estos<div class=\"d0 w147\">\u00a0</div>flujos, se descuentan<div class=\"d0 w299\">\u00a0</div>a una tasa<div class=\"d0 w113\">\u00a0</div>que refleja el coste<div class=\"d0 w299\">\u00a0</div>medio ponderado del </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a8694\">capital empleado<div class=\"d0 w232\">\u00a0</div>ajustado por<div class=\"d0 w391\">\u00a0</div>el riesgo<div class=\"d0 w369\">\u00a0</div>pa\u00eds y<div class=\"d0 w469\">\u00a0</div>riesgo negocio.<div class=\"d0 w333\">\u00a0</div>As\u00ed,<div class=\"d0 w24\">\u00a0</div>en el<div class=\"d0 w245\">\u00a0</div>ejercicio 2024<div class=\"d0 w293\">\u00a0</div>la tasa </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a8701\">utilizada se ha situado entre el 11% y el 12% (entre el 12%<div class=\"d0 w265\">\u00a0</div>y 13% en 2023).<div class=\"d0 w647\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t2260\" id=\"a8717\">En el caso<div class=\"d0 w264\">\u00a0</div>de Radi\u00f3polis las proyecciones de<div class=\"d0 w19\">\u00a0</div>flujos de efectivo se<div class=\"d0 w7\">\u00a0</div>basan en un plan<div class=\"d0 w418\">\u00a0</div>de negocio </div><div class=\"po0 fs14 cl2 l340 t2261\" id=\"a8718\">actualizado<div class=\"d0 w289\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>ejercicio<div class=\"d0 w282\">\u00a0</div>2024.<div class=\"d0 w160\">\u00a0</div>A<div class=\"d0 w340\">\u00a0</div>este<div class=\"d0 w161\">\u00a0</div>respecto,<div class=\"d0 w222\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>ingresos<div class=\"d0 w474\">\u00a0</div>publicitarios<div class=\"d0 w288\">\u00a0</div>constituyen<div class=\"d0 w477\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t2262\" id=\"a8722\">principal fuente<div class=\"d0 w201\">\u00a0</div>de ingresos de<div class=\"d0 w264\">\u00a0</div>Radi\u00f3polis. Se<div class=\"d0 w129\">\u00a0</div>describe a continuaci\u00f3n<div class=\"d0 w228\">\u00a0</div>la principal palanca<div class=\"d0 w239\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t2263\" id=\"a8723\">ingresos<div class=\"d0 w526\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>este<div class=\"d0 w445\">\u00a0</div>negocio,<div class=\"d0 w151\">\u00a0</div>como<div class=\"d0 w256\">\u00a0</div>hip\u00f3tesis<div class=\"d0 w443\">\u00a0</div>clave<div class=\"d0 w211\">\u00a0</div>para<div class=\"d0 w159\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>elaboraci\u00f3n<div class=\"d0 w190\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>sus<div class=\"d0 w889\">\u00a0</div>proyecciones </div><div class=\"po0 fs14 cl2 l340 t961\" id=\"a8724\">considerando adem\u00e1s que es la variable con un mayor juicio<div class=\"d0 w479\">\u00a0</div>para su estimaci\u00f3n: </div><div class=\"po0 fs14 cl2 l1109 t1325\" id=\"a8728\">-</div><div class=\"po0 fs14 cl2 l867 t1325\" id=\"a8730\">Evoluci\u00f3n del mercado<div class=\"d0 w228\">\u00a0</div>de publicidad \u2013 La<div class=\"d0 w238\">\u00a0</div>Direcci\u00f3n ha adaptado<div class=\"d0 w34\">\u00a0</div>las proyecciones del </div><div class=\"po0 fs14 cl2 l867 t744\" id=\"a8734\">mercado de<div class=\"d0 w474\">\u00a0</div>publicidad a<div class=\"d0 w287\">\u00a0</div>las circunstancias<div class=\"d0 w475\">\u00a0</div>del entorno<div class=\"d0 w293\">\u00a0</div>macroecon\u00f3mico de<div class=\"d0 w539\">\u00a0</div>M\u00e9xico y </div><div class=\"po0 fs14 cl2 l867 t2264\" id=\"a8735\">del sector en particular. En ese sentido, teniendo en<div class=\"d0 w125\">\u00a0</div>cuenta las estimaciones de mercado </div><div class=\"po0 fs14 cl2 l867 t2265\" id=\"a8736\">realizadas por PwC en su<div class=\"d0 w47\">\u00a0</div>informe \u201cGlobal<div class=\"d0 w858\">\u00a0</div>Entertainment &amp; Media Outlook 2023-2027\u201d </div><div class=\"po0 fs14 cl2 l867 t2266\" id=\"a8744\">(que<div class=\"d0 w224\">\u00a0</div>no<div class=\"d0 w475\">\u00a0</div>difieren<div class=\"d0 w518\">\u00a0</div>apenas<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>informe<div class=\"d0 w223\">\u00a0</div>2024-2028).<div class=\"d0 w391\">\u00a0</div>Asimismo,<div class=\"d0 w419\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>tiene<div class=\"d0 w338\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l867 t2267\" id=\"a8748\">cuenta<div class=\"d0 w221\">\u00a0</div>su<div class=\"d0 w577\">\u00a0</div>experiencia<div class=\"d0 w312\">\u00a0</div>pasada<div class=\"d0 w577\">\u00a0</div>en<div class=\"d0 w308\">\u00a0</div>el<div class=\"d0 w673\">\u00a0</div>sector<div class=\"d0 w314\">\u00a0</div>radiof\u00f3nico,<div class=\"d0 w254\">\u00a0</div>considerando<div class=\"d0 w742\">\u00a0</div>adem\u00e1s<div class=\"d0 w304\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l867 t2268\" id=\"a8749\">posicionamiento<div class=\"d0 w166\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>sector<div class=\"d0 w294\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>t\u00e9rminos<div class=\"d0 w288\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>cuotas<div class=\"d0 w340\">\u00a0</div>de<div class=\"d0 w279\">\u00a0</div>participaci\u00f3n<div class=\"d0 w5\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>mercado </div><div class=\"po0 fs14 cl2 l867 t2269\" id=\"a8751\">publicitario. </div></div></div></div></div></div></div><div class=\"po1 w639 h171 lh0\" id=\"TextBlockContainer2260\"><div class=\"po0 l342 t756 f0\" id=\"div_2257_XBRL_TS_ecaac5bf84d74c67a7e5cde851ae0976_2\"><div class=\"po1 w639 h171 lh0\" id=\"TextBlockContainer2258\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w639 z0\" id=\"TextContainer2258\"><div class=\"po0 fs14 cl2 l1110 t756\" id=\"a8763\">A<div class=\"d0 w57\">\u00a0</div>efectos informativos,<div class=\"d0 w57\">\u00a0</div>el CAGR<div class=\"d0 w394\">\u00a0</div>de los<div class=\"d0 w391\">\u00a0</div>ingresos publicitarios<div class=\"d0 w246\">\u00a0</div>del periodo<div class=\"d0 w233\">\u00a0</div>considerado </div><div class=\"po0 fs14 cl2 l1110 t1949\" id=\"a8764\">en<div class=\"d0 w281\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>proyecciones<div class=\"d0 w404\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>ejercicio<div class=\"d0 w369\">\u00a0</div>2024<div class=\"d0 w282\">\u00a0</div>es<div class=\"d0 w3\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>aproximadamente<div class=\"d0 w293\">\u00a0</div>2<div class=\"d0 w539\">\u00a0</div>puntos<div class=\"d0 w290\">\u00a0</div>porcentuales </div><div class=\"po0 fs14 cl2 l1110 t1950\" id=\"a8770\">inferior al utilizado en el test de deterioro de Radi\u00f3polis del ejercicio<div class=\"d0 w584\">\u00a0</div>2023. </div><div class=\"po0 fs14 cl2 l340 t2271\" id=\"a8773\">El resultado<div class=\"d0 w250\">\u00a0</div>del test<div class=\"d0 w484\">\u00a0</div>de deterioro<div class=\"d0 w367\">\u00a0</div>realizado sobre<div class=\"d0 w17\">\u00a0</div>la inversi\u00f3n<div class=\"d0 w119\">\u00a0</div>del Grupo<div class=\"d0 w171\">\u00a0</div>en Radi\u00f3polis<div class=\"d0 w200\">\u00a0</div>no ha </div><div class=\"po0 fs14 cl2 l340 t2272\" id=\"a8775\">puesto de<div class=\"d0 w326\">\u00a0</div>manifiesto la<div class=\"d0 w113\">\u00a0</div>existencia de<div class=\"d0 w147\">\u00a0</div>deterioro alguno<div class=\"d0 w472\">\u00a0</div>en dicho<div class=\"d0 w584\">\u00a0</div>activo a<div class=\"d0 w515\">\u00a0</div>31 de<div class=\"d0 w556\">\u00a0</div>diciembre de<div class=\"d0 w472\">\u00a0</div>2024. </div><div class=\"po0 fs14 cl2 l340 t1877\" id=\"a8779\">A este respecto, el valor recuperable de la inversi\u00f3n del Grupo<div class=\"d0 w49\">\u00a0</div>en Radi\u00f3polis en dicha fecha es<div class=\"d0 w534\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t2273\" id=\"a8784\">similar al valor en libros.<div class=\"d0 w890\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t2274\" id=\"a8787\">Adicionalmente, se incluye a continuaci\u00f3n, y a efectos<div class=\"d0 w392\">\u00a0</div>informativos, un an\u00e1lisis de sensibilidad </div><div class=\"po0 fs14 cl2 l340 t2275\" id=\"a8788\">en la recuperaci\u00f3n de la inversi\u00f3n del Grupo en Radi\u00f3polis<div class=\"d0 w402\">\u00a0</div>a 31 de diciembre de 2024: </div><div class=\"po0 fs14 cl2 l1109 t2276\" id=\"a8793\">-</div><div class=\"po0 fs14 cl2 l1111 t2276\" id=\"a8795\">Ante un incremento en un 0,5% de la tasa<div class=\"d0 w251\">\u00a0</div>de descuento el valor recuperable<div class=\"d0 w113\">\u00a0</div>ser\u00eda inferior </div><div class=\"po0 fs14 cl2 l1111 t2277\" id=\"a8796\">al valor en libros en aproximadamente 1 mill\u00f3n de euros. </div><div class=\"po0 fs14 cl2 l1109 t2278\" id=\"a8804\">-</div><div class=\"po0 fs14 cl2 l1111 t2278\" id=\"a8806\">Ante un descenso en<div class=\"d0 w725\">\u00a0</div>un 0,5% de<div class=\"d0 w406\">\u00a0</div>la tasa de<div class=\"d0 w392\">\u00a0</div>crecimiento perpetuo<div class=\"d0 w126\">\u00a0</div>el valor recuperable<div class=\"d0 w555\">\u00a0</div>ser\u00eda </div><div class=\"po0 fs14 cl2 l1111 t2279\" id=\"a8807\">inferior al valor en libros en aproximadamente 0,5 millones de euros. </div><div class=\"po0 fs14 cl2 l1109 t2280\" id=\"a8816\">-</div><div class=\"po0 fs14 cl2 l1111 t2280\" id=\"a8818\">Ante<div class=\"d0 w400\">\u00a0</div>una<div class=\"d0 w408\">\u00a0</div>reducci\u00f3n<div class=\"d0 w716\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>5%<div class=\"d0 w428\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>las<div class=\"d0 w551\">\u00a0</div>estimaciones<div class=\"d0 w544\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>crecimiento<div class=\"d0 w241\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>ingresos<div class=\"d0 w513\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l1111 t2281\" id=\"a8819\">publicidad,<div class=\"d0 w207\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>valor<div class=\"d0 w240\">\u00a0</div>recuperable<div class=\"d0 w416\">\u00a0</div>ser\u00eda<div class=\"d0 w553\">\u00a0</div>inferior<div class=\"d0 w715\">\u00a0</div>al<div class=\"d0 w433\">\u00a0</div>valor<div class=\"d0 w240\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>libros<div class=\"d0 w210\">\u00a0</div>a<div class=\"d0 w509\">\u00a0</div>ejercicio<div class=\"d0 w432\">\u00a0</div>2024<div class=\"d0 w551\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l1111 t2282\" id=\"a8823\">aproximadamente 10 millones de euros. </div><div class=\"po0 fs14 cl2 l362 t2283\" id=\"a8828\">En<div class=\"d0 w388\">\u00a0</div>relaci\u00f3n<div class=\"d0 w232\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>participaci\u00f3n<div class=\"d0 w483\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>Sistema<div class=\"d0 w248\">\u00a0</div>Radi\u00f3polis,<div class=\"d0 w224\">\u00a0</div>S.A.<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>C.V.,<div class=\"d0 w5\">\u00a0</div>no<div class=\"d0 w388\">\u00a0</div>existen<div class=\"d0 w482\">\u00a0</div>restricciones </div><div class=\"po0 fs14 cl2 l504 t1310\" id=\"a8829\">significativas a la transferencia de fondos.</div></div></div></div></div><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer2266\"><div class=\"po1 w198 z0\" id=\"TextContainer2266\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8832\">Las<div class=\"d0 w233\">\u00a0</div>principales<div class=\"d0 w165\">\u00a0</div>magnitudes<div class=\"d0 w369\">\u00a0</div>financieras<div class=\"d0 w480\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>sociedades<div class=\"d0 w518\">\u00a0</div>consolidadas<div class=\"d0 w59\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>m\u00e9todo<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a8833\">participaci\u00f3n se detallan en el Anexo II de esta Memoria consolidada.</div></div></div><div class=\"po1 w1498 h171 lh0\" id=\"TextBlockContainer3271\"><div class=\"w405 po0 h360 l3253 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3262 t5668 bgc0\">\u00a0</div>\n<div class=\"w1546 po0 h360 l350 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3440 t5668 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3441 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3442 t5668 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3443 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3444 t5668 bgc0\">\u00a0</div>\n<div class=\"w1030 po0 h360 l293 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3445 t5668 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3446 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3447 t5668 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3448 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3449 t5668 bgc0\">\u00a0</div>\n<div class=\"w1030 po0 h360 l3450 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3451 t5668 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3452 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3453 t5668 bgc0\">\u00a0</div>\n<div class=\"w1030 po0 h360 l3454 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3455 t5668 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h333 l3253 t5669 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h333 l3440 t5669 bgc0\">\u00a0</div>\n<div 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bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h42 l3457 t2872 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h34 l3253 t5229 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h34 l3440 t5229 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h34 l3455 t5229 bgc0\">\u00a0</div>\n<div class=\"w1551 po0 h126 l2942 t4592 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h34 l3465 t5695 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h126 l3327 t4592 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h34 l3466 t5695 bgc1\">\u00a0</div>\n<div class=\"w1553 po0 h126 l3467 t4592 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h34 l3457 t5695 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h126 l3253 t4592 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3440 t4592 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3455 t4592 bgc0\">\u00a0</div>\n<div class=\"w1551 po0 h34 l2942 t5696 bgc1\">\u00a0</div>\n<div class=\"w1385 po0 h34 l3465 t5696 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h34 l3327 t5696 bgc1\">\u00a0</div>\n<div class=\"w1385 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class=\"w1551 po0 h27 l3468 t5698 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h131 l3468 t2994 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h27 l3470 t5698 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h131 l3470 t2994 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h27 l3472 t5698 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h131 l3472 t2994 bgc1\">\u00a0</div>\n<div class=\"w1381 po0 h27 l3473 t5698 bgc1\">\u00a0</div>\n<div class=\"w1381 po0 h131 l3473 t2994 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h27 l3253 t5698 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3440 t5698 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3455 t5698 bgc0\">\u00a0</div>\n<div class=\"w1381 po0 h317 l3463 t5113 bgc1\">\u00a0</div>\n<div class=\"w1381 po0 h317 l3463 t5113 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h317 l2942 t5113 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h317 l2942 t5113 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h317 l3327 t5113 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h317 l3327 t5113 bgc1\">\u00a0</div>\n<div class=\"w1553 po0 h317 l3467 t5113 bgc1\">\u00a0</div>\n<div class=\"w1553 po0 h317 l3467 t5113 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h317 l3468 t5113 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h317 l3468 t5113 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h317 l3470 t5113 bgc1\">\u00a0</div>\n<div class=\"w1552 po0 h317 l3470 t5113 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h317 l3472 t5113 bgc1\">\u00a0</div>\n<div class=\"w1551 po0 h317 l3472 t5113 bgc1\">\u00a0</div>\n<div class=\"w1381 po0 h317 l3473 t5113 bgc1\">\u00a0</div>\n<div class=\"w1381 po0 h317 l3473 t5113 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h317 l3253 t5113 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h317 l3440 t5113 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h317 l3455 t5113 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3253 t4536 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3440 t4536 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3455 t4536 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3253 t4295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3440 t4295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3455 t4295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h33 l3253 t1826 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h33 l3440 t1826 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h33 l3455 t1826 bgc0\">\u00a0</div>\n<div class=\"w1554 po0 h45 l3365 t5699 bgc1\">\u00a0</div>\n<div class=\"w1555 po0 h45 l3462 t5699 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3262 t5700 bgc0\">\u00a0</div>\n<div class=\"w1546 po0 h360 l350 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3440 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3441 t5700 bgc0\">\u00a0</div>\n<div class=\"w931 po0 h360 l3464 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l2942 t5700 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3475 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3327 t5700 bgc0\">\u00a0</div>\n<div class=\"w1030 po0 h360 l1783 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3467 t5700 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3476 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3468 t5700 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3477 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3470 t5700 bgc0\">\u00a0</div>\n<div class=\"w1030 po0 h360 l3478 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3472 t5700 bgc0\">\u00a0</div>\n<div class=\"w1547 po0 h360 l3479 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3473 t5700 bgc0\">\u00a0</div>\n<div class=\"w1556 po0 h360 l3480 t5700 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3455 t5700 bgc0\">\u00a0</div>\n<div class=\"w1554 po0 h44 l3365 t5701 bgc1\">\u00a0</div>\n<div class=\"w1555 po0 h131 l3462 t5702 bgc1\">\u00a0</div>\n<div class=\"po1 w1498 z0\" id=\"TextContainer3271\"><div class=\"po0 fs36 cl2 l3481 t756\" id=\"a24772\">Diciembre 2024 </div><div class=\"po0 fs36 cl2 l3482 t5703\" id=\"a24774\">ENTIDAD PARTICIPADA </div><div class=\"po0 fs36 cl2 l3483 t5703\" id=\"a24776\">ACTIVO TOTAL </div><div class=\"po0 fs36 cl2 l3484 t5704\" id=\"a24778\">ACTIVO </div><div class=\"po0 fs36 cl2 l3485 t5705\" id=\"a24779\">CORRIENTE </div><div class=\"po0 fs36 cl2 l3486 t5704\" id=\"a24781\">ACTIVO NO </div><div class=\"po0 fs36 cl2 l3486 t5705\" id=\"a24782\">CORRIENTE </div><div class=\"po0 fs36 cl2 l3487 t5704\" id=\"a24784\">PASIVO </div><div class=\"po0 fs36 cl2 l3488 t5705\" id=\"a24785\">CORRIENTE </div><div class=\"po0 fs36 cl2 l3489 t5704\" id=\"a24787\">PASIVO NO </div><div class=\"po0 fs36 cl2 l3490 t5705\" id=\"a24788\">CORRIENTE </div><div class=\"po0 fs36 cl2 l3491 t5703\" id=\"a24790\">FONDOS PROPIOS </div><div class=\"po0 fs36 cl2 l3492 t5704\" id=\"a24792\">INGRESOS DE </div><div class=\"po0 fs36 cl2 l3493 t5705\" id=\"a24793\">EXPLOTACI\u00d3N </div><div class=\"po0 fs36 cl2 l3494 t5706\" id=\"a24795\">RESULTADO </div><div class=\"po0 fs36 cl2 l3495 t5703\" id=\"a24796\">OPERACIONES </div><div class=\"po0 fs36 cl2 l3496 t5707\" id=\"a24797\">CONTINUADAS </div><div class=\"po0 fs49 cl2 l3497 t5708\" id=\"a24799\">(Miles de euros) </div><div class=\"po0 fs36 cl2 l3497 t5709\" id=\"a24818\">MEDIA </div><div class=\"po0 fs35 cl2 l3498 t5710\" id=\"a24837\">Wemass Media Audience Safe Solutions, S.L. </div><div class=\"po0 fs35 cl2 l3499 t5710\" id=\"a24839\">6.177 </div><div class=\"po0 fs35 cl2 l3500 t5710\" id=\"a24841\">6.063 </div><div class=\"po0 fs35 cl2 l3501 t5710\" id=\"a24843\">114 </div><div class=\"po0 fs35 cl2 l3502 t5710\" id=\"a24845\">5.277 </div><div class=\"po0 fs35 cl2 l3503 t5710\" id=\"a24847\">0 </div><div class=\"po0 fs35 cl2 l3504 t5710\" id=\"a24849\">900 </div><div class=\"po0 fs35 cl2 l3505 t5710\" id=\"a24851\">23.620 </div><div class=\"po0 fs35 cl2 l3506 t5710\" id=\"a24853\">306 </div><div class=\"po0 fs36 cl2 l3497 t5711\" id=\"a24864\">MEDIA- RADIO </div><div class=\"po0 fs36 cl2 l3497 t5712\" id=\"a24886\">Radio Internacional </div><div class=\"po0 fs35 cl2 l3498 t5713\" id=\"a24905\">Cadena Radiodifusora Mexicana, S.A. de C.V.<div class=\"d0 w1370\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3507 t5714\" id=\"a24907\">41.599 </div><div class=\"po0 fs50 cl2 l3508 t5714\" id=\"a24909\">35.326 </div><div class=\"po0 fs50 cl2 l3509 t5714\" id=\"a24911\">6.273 </div><div class=\"po0 fs50 cl2 l3510 t5714\" id=\"a24913\">33.751 </div><div class=\"po0 fs50 cl2 l3511 t5714\" id=\"a24915\">4.180 </div><div class=\"po0 fs50 cl2 l3512 t5714\" id=\"a24917\">3.668 </div><div class=\"po0 fs50 cl2 l3513 t5714\" id=\"a24919\">37.855 </div><div class=\"po0 fs50 cl2 l3514 t5714\" id=\"a24921\">(2.262) </div><div class=\"po0 fs35 cl2 l3498 t5715\" id=\"a24923\">Cadena Radi\u00f3polis, S.A. de C.V. </div><div class=\"po0 fs50 cl2 l3515 t2909\" id=\"a24925\">4.629 </div><div class=\"po0 fs50 cl2 l3516 t2909\" id=\"a24927\">1.224 </div><div class=\"po0 fs50 cl2 l3509 t2909\" id=\"a24929\">3.405 </div><div class=\"po0 fs50 cl2 l3517 t2909\" id=\"a24931\">192 </div><div class=\"po0 fs50 cl2 l3518 t2909\" id=\"a24933\">340 </div><div class=\"po0 fs50 cl2 l3512 t2909\" id=\"a24935\">4.097 </div><div class=\"po0 fs50 cl2 l3519 t2909\" id=\"a24937\">422 </div><div class=\"po0 fs50 cl2 l3520 t2909\" id=\"a24939\">(887) </div><div class=\"po0 fs35 cl2 l3498 t5716\" id=\"a24941\">Caja Radiopolis, S.C </div><div class=\"po0 fs50 cl2 l3521 t5717\" id=\"a24943\">184 </div><div class=\"po0 fs50 cl2 l3522 t5717\" id=\"a24945\">184 </div><div class=\"po0 fs50 cl2 l3523 t5717\" id=\"a24947\">0 </div><div class=\"po0 fs50 cl2 l3517 t5717\" id=\"a24949\">184 </div><div class=\"po0 fs50 cl2 l3524 t5717\" id=\"a24951\">0 </div><div class=\"po0 fs50 cl2 l3525 t5717\" id=\"a24953\">0 </div><div class=\"po0 fs50 cl2 l3526 t5717\" id=\"a24955\">0 </div><div class=\"po0 fs50 cl2 l3527 t5717\" id=\"a24957\">0 </div><div class=\"po0 fs35 cl2 l3498 t5718\" id=\"a24959\">Fondo Radiopolis, S.C. </div><div class=\"po0 fs50 cl2 l3528 t5719\" id=\"a24961\">(13) </div><div class=\"po0 fs50 cl2 l3529 t5719\" id=\"a24963\">(13) </div><div class=\"po0 fs50 cl2 l3523 t5719\" id=\"a24965\">0 </div><div class=\"po0 fs50 cl2 l3530 t5719\" id=\"a24967\">(12) </div><div class=\"po0 fs50 cl2 l3524 t5719\" id=\"a24969\">0 </div><div class=\"po0 fs50 cl2 l3531 t5719\" id=\"a24971\">(1) </div><div class=\"po0 fs50 cl2 l3526 t5719\" id=\"a24973\">0 </div><div class=\"po0 fs50 cl2 l3527 t5719\" id=\"a24975\">0 </div><div class=\"po0 fs35 cl2 l3498 t5720\" id=\"a24977\">Promotora Radial del Llano, LTDA </div><div class=\"po0 fs50 cl2 l3521 t5721\" id=\"a24979\">101 </div><div class=\"po0 fs50 cl2 l3532 t5721\" id=\"a24981\">93 </div><div class=\"po0 fs50 cl2 l3523 t5721\" id=\"a24983\">8 </div><div class=\"po0 fs50 cl2 l3533 t5721\" id=\"a24985\">19 </div><div class=\"po0 fs50 cl2 l3524 t5721\" id=\"a24987\">0 </div><div class=\"po0 fs50 cl2 l3534 t5721\" id=\"a24989\">82 </div><div class=\"po0 fs50 cl2 l3519 t5721\" id=\"a24991\">105 </div><div class=\"po0 fs50 cl2 l3535 t5721\" id=\"a24993\">25 </div><div class=\"po0 fs35 cl2 l3498 t5722\" id=\"a24995\">Radio Comerciales, S.A. de C.V.<div class=\"d0 w1557\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3515 t5723\" id=\"a24997\">2.361 </div><div class=\"po0 fs50 cl2 l3532 t5723\" id=\"a24999\">46 </div><div class=\"po0 fs50 cl2 l3509 t5723\" id=\"a25001\">2.315 </div><div class=\"po0 fs50 cl2 l3517 t5723\" id=\"a25003\">304 </div><div class=\"po0 fs50 cl2 l3518 t5723\" id=\"a25005\">647 </div><div class=\"po0 fs50 cl2 l3512 t5723\" id=\"a25007\">1.410 </div><div class=\"po0 fs50 cl2 l3519 t5723\" id=\"a25009\">354 </div><div class=\"po0 fs50 cl2 l3536 t5723\" id=\"a25011\">107 </div><div class=\"po0 fs35 cl2 l3498 t5724\" id=\"a25013\">Radio Melod\u00eda, S.A. de C.V.<div class=\"d0 w1151\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3515 t3202\" id=\"a25015\">1.507 </div><div class=\"po0 fs50 cl2 l3522 t3202\" id=\"a25017\">703 </div><div class=\"po0 fs50 cl2 l3537 t3202\" id=\"a25019\">804 </div><div class=\"po0 fs50 cl2 l3517 t3202\" id=\"a25021\">290 </div><div class=\"po0 fs50 cl2 l3518 t3202\" id=\"a25023\">587 </div><div class=\"po0 fs50 cl2 l3538 t3202\" id=\"a25025\">630 </div><div class=\"po0 fs50 cl2 l3539 t3202\" id=\"a25027\">1.156 </div><div class=\"po0 fs50 cl2 l3540 t3202\" id=\"a25029\">(36) </div><div class=\"po0 fs35 cl2 l3498 t5725\" id=\"a25031\">Radio Tapat\u00eda, S.A. de C.V.<div class=\"d0 w1558\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3515 t5726\" id=\"a25033\">1.908 </div><div class=\"po0 fs50 cl2 l3522 t5726\" id=\"a25035\">939 </div><div class=\"po0 fs50 cl2 l3537 t5726\" id=\"a25037\">969 </div><div class=\"po0 fs50 cl2 l3517 t5726\" id=\"a25039\">336 </div><div class=\"po0 fs50 cl2 l3518 t5726\" id=\"a25041\">772 </div><div class=\"po0 fs50 cl2 l3538 t5726\" id=\"a25043\">800 </div><div class=\"po0 fs50 cl2 l3539 t5726\" id=\"a25045\">1.296 </div><div class=\"po0 fs50 cl2 l3540 t5726\" id=\"a25047\">(20) </div><div class=\"po0 fs35 cl2 l3498 t5727\" id=\"a25049\">Radiotelevisora de Mexicali, S.A. de C.V.<div class=\"d0 w1559\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3515 t5728\" id=\"a25051\">2.256 </div><div class=\"po0 fs50 cl2 l3516 t5728\" id=\"a25053\">1.851 </div><div class=\"po0 fs50 cl2 l3537 t5728\" id=\"a25055\">405 </div><div class=\"po0 fs50 cl2 l3541 t5728\" id=\"a25057\">1.747 </div><div class=\"po0 fs50 cl2 l3518 t5728\" id=\"a25059\">277 </div><div class=\"po0 fs50 cl2 l3538 t5728\" id=\"a25061\">232 </div><div class=\"po0 fs50 cl2 l3519 t5728\" id=\"a25063\">703 </div><div class=\"po0 fs50 cl2 l3540 t5728\" id=\"a25065\">(14) </div><div class=\"po0 fs35 cl2 l3498 t5729\" id=\"a25067\">Servicios Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w618\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3515 t5730\" id=\"a25069\">1.449 </div><div class=\"po0 fs50 cl2 l3516 t5730\" id=\"a25071\">1.210 </div><div class=\"po0 fs50 cl2 l3537 t5730\" id=\"a25073\">239 </div><div class=\"po0 fs50 cl2 l3517 t5730\" id=\"a25075\">618 </div><div class=\"po0 fs50 cl2 l3518 t5730\" id=\"a25077\">257 </div><div class=\"po0 fs50 cl2 l3538 t5730\" id=\"a25079\">574 </div><div class=\"po0 fs50 cl2 l3539 t5730\" id=\"a25081\">2.312 </div><div class=\"po0 fs50 cl2 l3535 t5730\" id=\"a25083\">26 </div><div class=\"po0 fs35 cl2 l3498 t5731\" id=\"a25085\">Servicios Xezz, S.A. de C.V.<div class=\"d0 w708\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3521 t5732\" id=\"a25087\">231 </div><div class=\"po0 fs50 cl2 l3522 t5732\" id=\"a25089\">167 </div><div class=\"po0 fs50 cl2 l3542 t5732\" id=\"a25091\">64 </div><div class=\"po0 fs50 cl2 l3533 t5732\" id=\"a25093\">45 </div><div class=\"po0 fs50 cl2 l3543 t5732\" id=\"a25095\">52 </div><div class=\"po0 fs50 cl2 l3538 t5732\" id=\"a25097\">134 </div><div class=\"po0 fs50 cl2 l3519 t5732\" id=\"a25099\">260 </div><div class=\"po0 fs50 cl2 l3536 t5732\" id=\"a25101\">247 </div><div class=\"po0 fs35 cl2 l3498 t5733\" id=\"a25103\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w286\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3507 t5734\" id=\"a25105\">63.177 </div><div class=\"po0 fs50 cl2 l3508 t5734\" id=\"a25107\">40.787 </div><div class=\"po0 fs50 cl2 l3544 t5734\" id=\"a25109\">22.390 </div><div class=\"po0 fs50 cl2 l3510 t5734\" id=\"a25111\">25.422 </div><div class=\"po0 fs50 cl2 l3511 t5734\" id=\"a25113\">3.344 </div><div class=\"po0 fs50 cl2 l3545 t5734\" id=\"a25115\">34.411 </div><div class=\"po0 fs50 cl2 l3513 t5734\" id=\"a25117\">50.637 </div><div class=\"po0 fs50 cl2 l3546 t5734\" id=\"a25119\">5.051 </div><div class=\"po0 fs35 cl2 l3498 t5735\" id=\"a25121\">Uni\u00f3n Radio del Pirineu, S.A. </div><div class=\"po0 fs50 cl2 l3521 t5736\" id=\"a25123\">333 </div><div class=\"po0 fs50 cl2 l3522 t5736\" id=\"a25125\">319 </div><div class=\"po0 fs50 cl2 l3542 t5736\" id=\"a25127\">14 </div><div class=\"po0 fs50 cl2 l3517 t5736\" id=\"a25129\">114 </div><div class=\"po0 fs50 cl2 l3524 t5736\" id=\"a25131\">0 </div><div class=\"po0 fs50 cl2 l3538 t5736\" id=\"a25133\">219 </div><div class=\"po0 fs50 cl2 l3519 t5736\" id=\"a25135\">281 </div><div class=\"po0 fs50 cl2 l3547 t5736\" id=\"a25137\">(2) </div><div class=\"po0 fs35 cl2 l3498 t5737\" id=\"a25139\">Xezz, S.A. de C.V.<div class=\"d0 w1102\">\u00a0</div></div><div class=\"po0 fs50 cl2 l3521 t5738\" id=\"a25141\">469 </div><div class=\"po0 fs50 cl2 l3522 t5738\" id=\"a25143\">125 </div><div class=\"po0 fs50 cl2 l3537 t5738\" id=\"a25145\">344 </div><div class=\"po0 fs50 cl2 l3517 t5738\" id=\"a25147\">104 </div><div class=\"po0 fs50 cl2 l3518 t5738\" id=\"a25149\">240 </div><div class=\"po0 fs50 cl2 l3538 t5738\" id=\"a25151\">125 </div><div class=\"po0 fs50 cl2 l3519 t5738\" id=\"a25153\">350 </div><div class=\"po0 fs50 cl2 l3547 t5738\" id=\"a25155\">(9) </div><div class=\"po0 fs36 cl2 l3497 t5739\" id=\"a25166\">MEDIA- PRENSA </div><div class=\"po0 fs35 cl2 l3498 t5740\" id=\"a25188\">Kioskoym\u00e1s, Sociedad Gestora de la Plataforma Tecnol\u00f3gica, S.L.<div class=\"d0 w293\">\u00a0</div>(1) </div><div class=\"po0 fs50 cl2 l3515 t5741\" id=\"a25190\">1.627 </div><div class=\"po0 fs50 cl2 l3516 t5741\" id=\"a25192\">1.621 </div><div class=\"po0 fs50 cl2 l3523 t5741\" id=\"a25194\">6 </div><div class=\"po0 fs50 cl2 l3541 t5741\" id=\"a25196\">1.421 </div><div class=\"po0 fs50 cl2 l3524 t5741\" id=\"a25198\">0 </div><div class=\"po0 fs50 cl2 l3538 t5741\" id=\"a25200\">206 </div><div class=\"po0 fs50 cl2 l3539 t5741\" id=\"a25202\">1.246 </div><div class=\"po0 fs50 cl2 l3536 t5741\" id=\"a25204\">503 </div><div class=\"po0 fs35 cl2 l3498 t5742\" id=\"a25206\">Le Monde Libre (2) </div><div class=\"po0 fs50 cl2 l3548 t5743\" id=\"a25208\">152.593 </div><div class=\"po0 fs50 cl2 l3522 t5743\" id=\"a25210\">417 </div><div class=\"po0 fs50 cl2 l3549 t5743\" id=\"a25212\">152.176 </div><div class=\"po0 fs50 cl2 l3550 t5743\" id=\"a25214\">199.752 </div><div class=\"po0 fs50 cl2 l3524 t5743\" id=\"a25216\">0 </div><div class=\"po0 fs50 cl2 l3551 t5743\" id=\"a25218\">(47.159) </div><div class=\"po0 fs50 cl2 l3526 t5743\" id=\"a25220\">0 </div><div class=\"po0 fs50 cl2 l3552 t5743\" id=\"a25222\">(10.532) </div><div class=\"po0 fs35 cl2 l3497 t5744\" id=\"a25233\">(1) Datos a noviembre de 2024 </div><div class=\"po0 fs35 cl2 l341 t5745\" id=\"a25244\">(2) Datos a diciembre de 2023</div></div></div>",
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    "concept": "ifrs-full:DisclosureOfSignificantInvestmentsInAssociatesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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Asimismo, se hace<div class=\"d0 w38\">\u00a0</div>constar que ninguna de estas sociedades cotiza </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a3409\">en Bolsa.</div></div></div><div class=\"po1 w1489 h222 lh0\" id=\"TextBlockContainer3229\"><div class=\"w405 po0 h126 l3253 t5205 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3254 t5205 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l437 t5205 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3255 t5205 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3256 t5205 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3257 t5205 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h361 l3258 t5206 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3259 t5207 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3259 t5208 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3254 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l437 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3255 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PARTICIPACI\u00d3N </div><div class=\"po0 fs36 cl2 l3273 t756\" id=\"a22391\">Diciembre 2024 </div><div class=\"po0 fs19 cl2 l3274 t5240\" id=\"a22393\">PORCENTAJE </div><div class=\"po0 fs19 cl2 l3275 t5241\" id=\"a22394\">NOMINAL </div><div class=\"po0 fs19 cl2 l3276 t5240\" id=\"a22396\">GRUPO<div class=\"d0 w1483\">\u00a0</div></div><div class=\"po0 fs19 cl2 l3277 t5241\" id=\"a22397\">FISCAL (*) </div><div class=\"po0 fs19 cl2 l529 t5242\" id=\"a22405\">EDUCACI\u00d3N </div><div class=\"po0 fs23 cl2 l529 t1303\" id=\"a22418\"><div class=\"d0 w112\">\u00a0</div>Integraci\u00f3n Global </div><div class=\"po0 fs18 cl2 l529 t5243\" id=\"a22432\">Activa Educa, S.A. (Guatemala) </div><div class=\"po0 fs18 cl2 l3278 t5243\" id=\"a22434\">Avenida Reforma 03/83, Zona 10, Ciudad de Guatemala </div><div class=\"po0 fs18 cl2 l233 t5243\" id=\"a22437\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5244\" id=\"a22439\">Santillana Educaci\u00f3n Pac\u00edfico, S.L </div><div class=\"po0 fs18 cl2 l3279 t5245\" id=\"a22441\">Santillana Sistemas Educativos, S.L.U. </div><div class=\"po0 fs18 cl2 l3280 t5244\" id=\"a22443\">97,203% </div><div class=\"po0 fs18 cl2 l3281 t5245\" id=\"a22445\">2,797% </div><div class=\"po0 fs18 cl2 l529 t5246\" id=\"a22448\">Avalia Qualidade Educacional Ltda. </div><div class=\"po0 fs18 cl2 l3278 t5246\" id=\"a22450\">Rua Padre Adelino, 758. Belezinho. Sao Paulo. Brasil </div><div class=\"po0 fs18 cl2 l233 t5246\" id=\"a22452\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5247\" id=\"a22454\">Santillana Latam, S.L.U<div class=\"d0 w1484\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3279 t5248\" id=\"a22456\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3281 t5247\" id=\"a22458\">99,99% </div><div class=\"po0 fs18 cl2 l3273 t5248\" id=\"a22460\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5249\" id=\"a22463\">Distribuidora y Editora Richmond, S.A.S. </div><div class=\"po0 fs18 cl2 l3278 t5249\" id=\"a22465\">Edificio Punto 99, Carrera 11\u00aa N\u00ba98-50 Oficina 501. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l233 t5249\" id=\"a22469\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5250\" id=\"a22471\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1485\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3279 t5249\" id=\"a22473\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3279 t5251\" id=\"a22475\">Santillana Educaci\u00f3n Pac\u00edfico, S.L. </div><div class=\"po0 fs18 cl2 l3281 t5250\" id=\"a22477\">98,44% </div><div class=\"po0 fs18 cl2 l3282 t5249\" id=\"a22479\">1,53% </div><div class=\"po0 fs18 cl2 l3282 t5251\" id=\"a22481\">0,03% </div><div class=\"po0 fs18 cl2 l529 t5252\" id=\"a22484\">Ediciones Santillana Inc.(Puerto Rico) </div><div class=\"po0 fs18 cl2 l3278 t5252\" id=\"a22486\">1506 Roosevelt Avenue. Guaynabo. Puerto Rico </div><div class=\"po0 fs18 cl2 l233 t5252\" id=\"a22488\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5252\" id=\"a22490\">Santillana Latam, S.L.U </div><div class=\"po0 fs18 cl2 l3283 t5252\" id=\"a22492\">100% </div><div class=\"po0 fs18 cl2 l529 t5253\" id=\"a22495\">Ediciones Santillana, S.A. (Argentina) </div><div class=\"po0 fs18 cl2 l3278 t5253\" id=\"a22497\">Dique Norte Cecilia Grierson 222, Buenos Aires, Argentina </div><div class=\"po0 fs18 cl2 l233 t5253\" id=\"a22499\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5254\" id=\"a22501\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3279 t1357\" id=\"a22503\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3281 t5254\" id=\"a22505\">95,00% </div><div class=\"po0 fs18 cl2 l3282 t1357\" id=\"a22507\">5,00% </div><div class=\"po0 fs18 cl2 l529 t5255\" id=\"a22510\">Ediciones Santillana, S.A. (Uruguay) </div><div class=\"po0 fs18 cl2 l3278 t5255\" id=\"a22512\">Juan Manuel Blanes 1132 Montevideo Uruguay </div><div class=\"po0 fs18 cl2 l233 t5255\" id=\"a22514\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5255\" id=\"a22516\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3283 t5255\" id=\"a22518\">100% </div><div class=\"po0 fs18 cl2 l529 t5256\" id=\"a22521\">Editora Altea Ltda. </div><div class=\"po0 fs18 cl2 l3278 t5256\" id=\"a22523\">Avenida Papa Jo\u00e3o Paulo I, n\u00ba 2258, Galp\u00e3o 1 Papa, Sala 02 S\u00e3o Paulo. Brasil </div><div class=\"po0 fs18 cl2 l233 t5256\" id=\"a22525\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5256\" id=\"a22527\">Editora Moderna, Ltda<div class=\"d0 w840\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3283 t5256\" id=\"a22529\">100% </div><div class=\"po0 fs18 cl2 l529 t5257\" id=\"a22532\">Editora Moderna Ltda. </div><div class=\"po0 fs18 cl2 l3278 t5257\" id=\"a22534\">Rua Padre Adelino, 758. Belezinho. Sao Paulo. Brasil </div><div class=\"po0 fs18 cl2 l233 t5257\" id=\"a22536\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5258\" id=\"a22538\">Santillana Latam, S.L.U </div><div class=\"po0 fs18 cl2 l3279 t5259\" id=\"a22540\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3283 t5258\" id=\"a22542\">100% </div><div class=\"po0 fs18 cl2 l3273 t5259\" id=\"a22544\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5260\" id=\"a22547\">Editora Pitangu\u00e1 Ltda. </div><div class=\"po0 fs18 cl2 l3278 t5260\" id=\"a22549\">Avenida Papa Jo\u00e3o Paulo I, n\u00ba 2258, Galp\u00e3o 1 Papa, Sala 01, S\u00e3o Paulo. Brasil </div><div class=\"po0 fs18 cl2 l233 t5260\" id=\"a22552\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5260\" id=\"a22554\">Editora Moderna, Ltda </div><div class=\"po0 fs18 cl2 l3283 t5260\" id=\"a22556\">100% </div><div class=\"po0 fs18 cl2 l529 t5261\" id=\"a22559\">Editorial Santillana, S.A. (Guatemala) </div><div class=\"po0 fs18 cl2 l3278 t5261\" id=\"a22561\">Avenida Reforma 03/83, Zona 10, Ciudad de Guatemala </div><div class=\"po0 fs18 cl2 l233 t5261\" id=\"a22563\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5262\" id=\"a22565\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3279 t5263\" id=\"a22567\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3280 t5262\" id=\"a22569\">99,991% </div><div class=\"po0 fs18 cl2 l3281 t5263\" id=\"a22571\">0,009% </div><div class=\"po0 fs18 cl2 l529 t5264\" id=\"a22574\">Editorial Santillana, S.A. (Honduras) </div><div class=\"po0 fs18 cl2 l3278 t5265\" id=\"a22576\">Colonia los Profesionales Boulevar Suyapa, Metropolis Torre 20501, </div><div class=\"po0 fs18 cl2 l3278 t5266\" id=\"a22577\">Tegucigalpa Honduras </div><div class=\"po0 fs18 cl2 l233 t5264\" id=\"a22579\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5265\" id=\"a22581\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3279 t5266\" id=\"a22583\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3281 t5265\" id=\"a22585\">99,00% </div><div class=\"po0 fs18 cl2 l3282 t5266\" id=\"a22587\">1,00% </div><div class=\"po0 fs18 cl2 l529 t5267\" id=\"a22590\">Editorial Santillana, S.A. (Rep. Dominicana) </div><div class=\"po0 fs18 cl2 l3278 t5267\" id=\"a22592\">Juan S\u00e1nchez Ram\u00edrez, 9. Gazcue. Santo Domingo. Rep\u00fablica Dominicana </div><div class=\"po0 fs18 cl2 l233 t5267\" id=\"a22594\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5268\" id=\"a22596\">Santillana Latam, S.L.U </div><div class=\"po0 fs18 cl2 l3279 t5267\" id=\"a22598\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3279 t5269\" id=\"a22600\">Ediciones Santillana Inc. (Puerto Rico) </div><div class=\"po0 fs18 cl2 l3280 t5268\" id=\"a22602\">99,952% </div><div class=\"po0 fs18 cl2 l3281 t5267\" id=\"a22604\">0,040% </div><div class=\"po0 fs18 cl2 l3281 t5269\" id=\"a22606\">0,008% </div><div class=\"po0 fs18 cl2 l529 t5270\" id=\"a22609\">Editorial Santillana, S.A. (Venezuela) </div><div class=\"po0 fs18 cl2 l3278 t5270\" id=\"a22611\">Avenida R\u00f3mulo Gallegos. Edificio Zulia 1\u00ba. Caracas. Venezuela </div><div class=\"po0 fs18 cl2 l233 t5270\" id=\"a22613\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5270\" id=\"a22615\">Santillana Latam, S.L.U </div><div class=\"po0 fs18 cl2 l3283 t5270\" id=\"a22617\">100% </div><div class=\"po0 fs18 cl2 l529 t5271\" id=\"a22620\">Editorial Santillana, S.A. de C.V.<div class=\"d0 w1487\">\u00a0</div>(M\u00e9xico) </div><div class=\"po0 fs18 cl2 l3278 t5271\" id=\"a22622\">Avenida Rio Mixcoac 274 Col Acacias. M\u00e9xico DF. M\u00e9xico </div><div class=\"po0 fs18 cl2 l233 t5271\" id=\"a22624\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5272\" id=\"a22626\">Santillana Latam, S.L.U.<div class=\"d0 w683\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3279 t5273\" id=\"a22628\">Educa Inventia, S.A. de C.V.<div class=\"d0 w1087\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3283 t5272\" id=\"a22630\">100% </div><div class=\"po0 fs18 cl2 l3273 t5273\" id=\"a22632\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5274\" id=\"a22635\">Editorial Santillana, S.A. de C.V. (El Salvador) </div><div class=\"po0 fs18 cl2 l3278 t5274\" id=\"a22637\">3a. Calle Poniente Y 87 Avenida Norte, No. 311, colonia Escalon San Salvador </div><div class=\"po0 fs18 cl2 l233 t5274\" id=\"a22640\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5275\" id=\"a22642\">Santillana Sistemas Educativos, S.L.U </div><div class=\"po0 fs18 cl2 l3279 t5276\" id=\"a22644\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3281 t5275\" id=\"a22646\">99,95% </div><div class=\"po0 fs18 cl2 l3282 t5276\" id=\"a22648\">0,05% </div><div class=\"po0 fs18 cl2 l529 t5277\" id=\"a22651\">Editorial Santillana, S.A.S. (Colombia) </div><div class=\"po0 fs18 cl2 l3278 t5277\" id=\"a22653\">Edificio Punto 99, Carrera 11\u00aa N\u00ba98-50 Oficina 501. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l233 t5277\" id=\"a22658\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5278\" id=\"a22660\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1485\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3279 t5277\" id=\"a22662\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3279 t5279\" id=\"a22663\">Distribuidora y Editora Richnond, S.A.S. </div><div class=\"po0 fs18 cl2 l3281 t5278\" id=\"a22665\">94,64%<div class=\"d0 w1488\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3284 t5277\" id=\"a22667\">2,05%<div class=\"d0 w1216\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3282 t5279\" id=\"a22668\">3,31% </div><div class=\"po0 fs18 cl2 l529 t5280\" id=\"a22671\">Educa Inventia, S.A. de C.V. (M\u00e9xico) </div><div class=\"po0 fs18 cl2 l3278 t5280\" id=\"a22674\">Avenida Rio Mixcoac 274 Col Acacias. M\u00e9xico DF. M\u00e9xico </div><div class=\"po0 fs18 cl2 l233 t5280\" id=\"a22676\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5281\" id=\"a22678\">Santillana Latam, S.L.U. </div><div class=\"po0 fs18 cl2 l3279 t5282\" id=\"a22680\">Editorial Santillana, S.A. de C.V.<div class=\"d0 w1487\">\u00a0</div>(M\u00e9xico) </div><div class=\"po0 fs18 cl2 l3281 t5281\" id=\"a22682\">99,99% </div><div class=\"po0 fs18 cl2 l3273 t5282\" id=\"a22684\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5283\" id=\"a22687\">Educactiva Ediciones, S.A.S. (Colombia) </div><div class=\"po0 fs18 cl2 l3278 t5283\" id=\"a22689\">Edificio Punto 99, Carrera 11\u00aa N\u00ba98-50 Oficina 503. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l233 t5283\" id=\"a22694\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5283\" id=\"a22696\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3283 t5283\" id=\"a22698\">100% </div><div class=\"po0 fs18 cl2 l529 t4226\" id=\"a22701\">Educactiva, S.A. (Chile) </div><div class=\"po0 fs18 cl2 l3278 t4226\" id=\"a22703\">Avenida Andr\u00e9s Bello 2299 Oficina 1001 Providencia. Santiago Chile </div><div class=\"po0 fs18 cl2 l233 t4226\" id=\"a22705\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5284\" id=\"a22707\">Santillana Educaci\u00f3n Pac\u00edfico, S.L </div><div class=\"po0 fs18 cl2 l3279 t5285\" id=\"a22709\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3281 t5284\" id=\"a22711\">93,52% </div><div class=\"po0 fs18 cl2 l3282 t5285\" id=\"a22713\">6,48% </div><div class=\"po0 fs18 cl2 l529 t5286\" id=\"a22716\">Educactiva, S.A.C. (Per\u00fa) </div><div class=\"po0 fs18 cl2 l3278 t5286\" id=\"a22718\">Av Primavera 2160 Santiago de Surco - Lima<div class=\"d0 w909\">\u00a0</div></div><div class=\"po0 fs18 cl2 l233 t5286\" id=\"a22723\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5287\" id=\"a22725\">Santillana Educaci\u00f3n Pac\u00edfico, S.L </div><div class=\"po0 fs18 cl2 l3279 t5288\" id=\"a22727\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3280 t5287\" id=\"a22729\">39,877% </div><div class=\"po0 fs18 cl2 l3280 t5288\" id=\"a22731\">57,116% </div><div class=\"po0 fs18 cl2 l529 t5289\" id=\"a22734\">Educactiva, S.A.S. (Colombia) </div><div class=\"po0 fs18 cl2 l3278 t5289\" id=\"a22736\">Edificio Punto 99, Carrera 11\u00aa N\u00ba98-50 Oficina 503. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l233 t5289\" id=\"a22740\">Editorial </div><div class=\"po0 fs18 cl2 l3279 t5290\" id=\"a22742\">Santillana Educaci\u00f3n Pac\u00edfico, S.L </div><div class=\"po0 fs18 cl2 l3279 t5291\" id=\"a22744\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3281 t5290\" id=\"a22746\">87,12% </div><div class=\"po0 fs18 cl2 l3281 t5291\" id=\"a22748\">12,88% </div><div class=\"po0 fs18 cl2 l529 t5292\" id=\"a22757\">(*) Grupo de consolidaci\u00f3n fiscal Promotora de Informaciones, S.A.: 2/91 </div></div></div><div class=\"po1 w1498 h368 lh0\" id=\"TextBlockContainer3235\"><div class=\"w405 po0 h360 l3285 t5294 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3285 t5294 bgc0\">\u00a0</div>\n<div class=\"w1364 po0 h360 l3286 t5294 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3287 t5294 bgc0\">\u00a0</div>\n<div class=\"w1477 po0 h360 l3254 t5294 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3288 t5294 bgc0\">\u00a0</div>\n<div class=\"w1475 po0 h360 l3289 t5294 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3290 t5294 bgc0\">\u00a0</div>\n<div class=\"w1478 po0 h360 l3255 t5294 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l2617 t5294 bgc0\">\u00a0</div>\n<div class=\"w1435 po0 h360 l162 t5294 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3291 t5294 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3291 t5294 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3285 t5205 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3287 t5205 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3288 t5205 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3290 t5205 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l2617 t5205 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h126 l3291 t5205 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h361 l3292 t5206 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3293 t5207 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3293 t5208 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h360 l3285 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3287 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3288 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3290 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l2617 t5209 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h360 l162 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3294 t5209 bgc0\">\u00a0</div>\n<div class=\"w1473 po0 h360 l3260 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3291 t5209 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3285 t5206 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3287 t5206 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3288 t5206 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3290 t5206 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l2617 t5206 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3294 t5206 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3291 t5206 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3285 t5210 bgc0\">\u00a0</div>\n<div class=\"w1364 po0 h363 l3286 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3287 t5210 bgc0\">\u00a0</div>\n<div class=\"w1477 po0 h363 l3254 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3288 t5210 bgc0\">\u00a0</div>\n<div class=\"w1475 po0 h363 l3289 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3290 t5210 bgc0\">\u00a0</div>\n<div class=\"w1478 po0 h363 l3255 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l2617 t5210 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h363 l162 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3294 t5210 bgc0\">\u00a0</div>\n<div class=\"w1473 po0 h363 l3260 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3291 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h367 l3285 t3404 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h367 l3287 t3404 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h367 l3288 t3404 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h367 l3290 t3404 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h367 l2617 t3404 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h367 l3294 t3404 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h367 l3291 t3404 bgc0\">\u00a0</div>\n<div class=\"w1364 po0 h44 l3286 t5295 bgc1\">\u00a0</div>\n<div class=\"w1479 po0 h34 l3295 t5296 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h44 l162 t5295 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h34 l3296 t5296 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h44 l3285 t5295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3287 t5295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3288 t5295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3290 t5295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l2617 t5295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3294 t5295 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3291 t5295 bgc0\">\u00a0</div>\n<div class=\"w1364 po0 h364 l3286 t5297 bgc1\">\u00a0</div>\n<div class=\"w1479 po0 h34 l3295 t3767 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h364 l3285 t5297 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l2617 t5314 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h10 l3294 t5314 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h10 l3291 t5314 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3285 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3285 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3286 t5316 bgc0\">\u00a0</div>\n<div class=\"w1482 po0 h360 l3295 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3287 t5316 bgc0\">\u00a0</div>\n<div class=\"w1477 po0 h360 l3254 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3288 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3289 t5316 bgc0\">\u00a0</div>\n<div class=\"w1491 po0 h360 l3264 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3290 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3255 t5316 bgc0\">\u00a0</div>\n<div class=\"w1492 po0 h360 l3299 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l2617 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l162 t5316 bgc0\">\u00a0</div>\n<div class=\"w1426 po0 h360 l75 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3294 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3260 t5316 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h360 l3293 t5316 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3291 t5316 bgc0\">\u00a0</div>\n<div class=\"po1 w1498 z0\" id=\"TextContainer3235\"><div class=\"po0 fs19 cl2 l3300 t5239\" id=\"a22765\">SOCIEDAD </div><div class=\"po0 fs19 cl2 l3301 t5239\" id=\"a22767\">DOMICILIO SOCIAL </div><div class=\"po0 fs19 cl2 l3302 t5239\" id=\"a22769\">ACTIVIDAD </div><div class=\"po0 fs19 cl2 l3303 t5239\" id=\"a22771\">SOCIEDAD QUE POSEE LA PARTICIPACI\u00d3N </div><div class=\"po0 fs36 cl2 l3304 t756\" id=\"a22773\">Diciembre 2024 </div><div class=\"po0 fs19 cl2 l3305 t5240\" id=\"a22775\">PORCENTAJE </div><div class=\"po0 fs19 cl2 l3306 t5241\" id=\"a22776\">NOMINAL </div><div class=\"po0 fs19 cl2 l3307 t5240\" id=\"a22778\">GRUPO<div class=\"d0 w1483\">\u00a0</div></div><div class=\"po0 fs19 cl2 l3308 t5241\" id=\"a22779\">FISCAL (*) </div><div class=\"po0 fs18 cl2 l3309 t5317\" id=\"a22781\">Fundaci\u00f3n Santillana Educaci\u00f3n (Chile) </div><div class=\"po0 fs18 cl2 l3310 t5317\" id=\"a22783\">Comuna de Providencia, Regi\u00f3n Metropolitana </div><div class=\"po0 fs18 cl2 l3311 t5318\" id=\"a22785\">Promoci\u00f3n de la educaci\u00f3n y </div><div class=\"po0 fs18 cl2 l3311 t5319\" id=\"a22787\">contribuci\u00f3n a la mejora y extensi\u00f3n </div><div class=\"po0 fs18 cl2 l3311 t5320\" id=\"a22788\">de la cultura en el Territorio de la </div><div class=\"po0 fs18 cl2 l3311 t2662\" id=\"a22789\">Rep\u00fablica de Chile, a trav\u00e9s de </div><div class=\"po0 fs18 cl2 l3311 t5321\" id=\"a22790\">todas las v\u00edas institucionales que </div><div class=\"po0 fs18 cl2 l3311 t5322\" id=\"a22791\">sean pertinentes. </div><div class=\"po0 fs18 cl2 l3312 t5317\" id=\"a22793\">Santillana Educaci\u00f3n Chile, SpA. </div><div class=\"po0 fs18 cl2 l3313 t5317\" id=\"a22795\">100% </div><div class=\"po0 fs18 cl2 l3309 t5323\" id=\"a22798\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3310 t5323\" id=\"a22801\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3311 t5323\" id=\"a22803\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5323\" id=\"a22805\">Prisa Activos Educativos, S.A.U </div><div class=\"po0 fs18 cl2 l3313 t5323\" id=\"a22807\">100% </div><div class=\"po0 fs18 cl2 l3314 t5323\" id=\"a22809\">2/91 </div><div class=\"po0 fs18 cl2 l3309 t5324\" id=\"a22811\">Improve Education Services, S.A.S (Colombia) </div><div class=\"po0 fs18 cl2 l3310 t5324\" id=\"a22813\">Edificio Punto 99, Carrera 11\u00aa N\u00ba98-50 Oficina 504. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3311 t5324\" id=\"a22817\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5325\" id=\"a22819\">Educactiva Ediciones S.A.S<div class=\"d0 w1493\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5326\" id=\"a22821\">Distribuidora y Editorora Richmond, S.A.S.<div class=\"d0 w311\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3315 t5325\" id=\"a22823\">50,00% </div><div class=\"po0 fs18 cl2 l3315 t5326\" id=\"a22825\">50,00% </div><div class=\"po0 fs18 cl2 l3309 t5327\" id=\"a22828\">Improve Learning S.A.S (Colombia) </div><div class=\"po0 fs18 cl2 l3310 t5327\" id=\"a22830\">Edificio Punto 99, Carrera 11\u00aa N\u00ba98-50 Oficina 504. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3311 t5327\" id=\"a22834\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5328\" id=\"a22836\">Educactiva Ediciones S.A.S<div class=\"d0 w1493\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5329\" id=\"a22838\">Distribuidora y Editorora Richmond, S.A.S.<div class=\"d0 w311\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3315 t5328\" id=\"a22840\">50,00% </div><div class=\"po0 fs18 cl2 l3315 t5329\" id=\"a22842\">50,00% </div><div class=\"po0 fs18 cl2 l3309 t5330\" id=\"a22845\">Kapelusz Editora, S.A. (Argentina) </div><div class=\"po0 fs18 cl2 l3310 t5330\" id=\"a22847\">Dique Norte Cecilia Grierson 222, Buenos Aires, Argentina </div><div class=\"po0 fs18 cl2 l3311 t5330\" id=\"a22849\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5331\" id=\"a22851\">Santillana Educaci\u00f3n Pac\u00edfico, S.L </div><div class=\"po0 fs18 cl2 l3312 t5332\" id=\"a22853\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3315 t5331\" id=\"a22855\">99,90% </div><div class=\"po0 fs18 cl2 l3316 t5332\" id=\"a22857\">0,10% </div><div class=\"po0 fs18 cl2 l3309 t5333\" id=\"a22860\">Pleno Internacional, SPA </div><div class=\"po0 fs18 cl2 l3310 t5333\" id=\"a22862\"><div class=\"d0 w113\">\u00a0</div>Avenida Andres Bello N\u00b0 2299 Oficina 1001 Providencia - Santiago </div><div class=\"po0 fs18 cl2 l3311 t5334\" id=\"a22868\">Asesor\u00eda y consultor\u00eda inform\u00e1tica, </div><div class=\"po0 fs18 cl2 l3311 t5335\" id=\"a22869\">desarrollo y venta de software </div><div class=\"po0 fs18 cl2 l3312 t5333\" id=\"a22871\">Santillana Educaci\u00f3n Chile, SpA </div><div class=\"po0 fs18 cl2 l3315 t5333\" id=\"a22873\">70,00% </div><div class=\"po0 fs18 cl2 l3309 t5336\" id=\"a22876\">Programas de Innovaci\u00f3n Educativa, S.A de C.V. </div><div class=\"po0 fs18 cl2 l3310 t5336\" id=\"a22878\">Avenida Rio Mixcoac 274 Col Acacias. M\u00e9xico DF. M\u00e9xico </div><div class=\"po0 fs18 cl2 l3311 t5336\" id=\"a22880\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5337\" id=\"a22882\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1494\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5336\" id=\"a22883\">Santillana Educaci\u00f3n Pac\u00edfico, S.L. </div><div class=\"po0 fs18 cl2 l3312 t5338\" id=\"a22885\">Santillana Educaci\u00f3n M\u00e9xico, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3317 t5337\" id=\"a22888\">87,472%<div class=\"d0 w1495\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3318 t5336\" id=\"a22889\">12,513% </div><div class=\"po0 fs18 cl2 l3315 t5338\" id=\"a22891\">0,015% </div><div class=\"po0 fs18 cl2 l3309 t5339\" id=\"a22894\">Richmond Educa\u00e7\u00e2o, Ltda. </div><div class=\"po0 fs18 cl2 l3310 t5339\" id=\"a22896\">Rua Padre Adelino, 758. Belezinho. Sao Paulo. Brasil </div><div class=\"po0 fs18 cl2 l3311 t5339\" id=\"a22898\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5340\" id=\"a22900\">Editora Moderna, Ltda. </div><div class=\"po0 fs18 cl2 l3312 t5341\" id=\"a22902\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3313 t5340\" id=\"a22904\">100% </div><div class=\"po0 fs18 cl2 l3304 t5341\" id=\"a22906\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l3309 t5342\" id=\"a22909\">Salamandra Editorial, Ltda. </div><div class=\"po0 fs18 cl2 l3310 t5342\" id=\"a22911\">Rua Urbano Santos 755, Sao Paulo. Brasil </div><div class=\"po0 fs18 cl2 l3311 t5342\" id=\"a22914\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5343\" id=\"a22916\">Editora Moderna, Ltda. </div><div class=\"po0 fs18 cl2 l3312 t5344\" id=\"a22918\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3313 t5343\" id=\"a22920\">100% </div><div class=\"po0 fs18 cl2 l3304 t5344\" id=\"a22922\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l3309 t5345\" id=\"a22925\">Santillana de Ediciones, S.A. (Bolivia) </div><div class=\"po0 fs18 cl2 l3310 t5345\" id=\"a22927\">Avenida Pedro Rivera n\u00ba 3095. Santa Cruz. Bolivia </div><div class=\"po0 fs18 cl2 l3311 t5345\" id=\"a22929\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5346\" id=\"a22931\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5345\" id=\"a22933\">Grupo Santillana Educaci\u00f3n Global, S.L.U.<div class=\"d0 w1496\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5347\" id=\"a22934\">Santillana Educaci\u00f3n Pac\u00edfico, S.L. </div><div class=\"po0 fs18 cl2 l3315 t5346\" id=\"a22936\">99,70% </div><div class=\"po0 fs18 cl2 l3319 t5345\" id=\"a22938\">0,15%<div class=\"d0 w1497\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3316 t5347\" id=\"a22939\">0,15% </div><div class=\"po0 fs18 cl2 l3309 t575\" id=\"a22942\">Santillana del Pac\u00edfico, S.A. de Ediciones<div class=\"d0 w497\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3310 t575\" id=\"a22944\">Avenida Andres Bello 2299 Oficina 1001-1002 Providencia. Santiago Chile </div><div class=\"po0 fs18 cl2 l3311 t575\" id=\"a22949\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5348\" id=\"a22951\">Santillana Latam, S.L.U </div><div class=\"po0 fs18 cl2 l3312 t5349\" id=\"a22953\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3313 t5348\" id=\"a22955\">100% </div><div class=\"po0 fs18 cl2 l3304 t5349\" id=\"a22957\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l3309 t3301\" id=\"a22960\">Santillana Educa\u00e7ao, Ltda. (Brasil) </div><div class=\"po0 fs18 cl2 l3310 t3301\" id=\"a22962\">Rua Padre Adelino, 758. Belezinho. Sao Paulo. Brasil </div><div class=\"po0 fs18 cl2 l3311 t3301\" id=\"a22964\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5350\" id=\"a22966\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5351\" id=\"a22968\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3313 t5350\" id=\"a22970\">100% </div><div class=\"po0 fs18 cl2 l3304 t5351\" id=\"a22972\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l3309 t5352\" id=\"a22975\">Santillana Educaci\u00f3n Chile, SpA. </div><div class=\"po0 fs18 cl2 l3310 t5352\" id=\"a22977\">Avenida Andr\u00e9s Bello 2299 Oficina 1002 Providencia. Santiago Chile </div><div class=\"po0 fs18 cl2 l3311 t5352\" id=\"a22979\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5353\" id=\"a22981\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5354\" id=\"a22983\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3315 t5353\" id=\"a22985\">99,99% </div><div class=\"po0 fs18 cl2 l3316 t5354\" id=\"a22987\">0,01% </div><div class=\"po0 fs18 cl2 l3309 t4300\" id=\"a22990\">Santillana Educaci\u00f3n M\u00e9xico, S.A.de C.V. </div><div class=\"po0 fs18 cl2 l3310 t4300\" id=\"a22992\">Avenida Rio Mixcoac 274 Col Acacias. M\u00e9xico DF. M\u00e9xico </div><div class=\"po0 fs18 cl2 l3311 t4300\" id=\"a22994\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5355\" id=\"a22996\">Programas de Innovaci\u00f3n Educativa, S.A de C.V </div><div class=\"po0 fs18 cl2 l3312 t5356\" id=\"a22998\">Santillana Educaci\u00f3n Pac\u00edfico, S.L. </div><div class=\"po0 fs18 cl2 l3315 t5355\" id=\"a23000\">99,99% </div><div class=\"po0 fs18 cl2 l3316 t5356\" id=\"a23002\">0,01% </div><div class=\"po0 fs18 cl2 l3309 t5357\" id=\"a23005\">Santillana Educaci\u00f3n Pac\u00edfico, S.L. </div><div class=\"po0 fs18 cl2 l3310 t5357\" id=\"a23007\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3311 t5357\" id=\"a23009\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5358\" id=\"a23011\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5359\" id=\"a23013\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3318 t5358\" id=\"a23015\">99,996% </div><div class=\"po0 fs18 cl2 l3315 t5359\" id=\"a23017\">0,004% </div><div class=\"po0 fs18 cl2 l3314 t5357\" id=\"a23019\">2/91 </div><div class=\"po0 fs18 cl2 l3309 t5360\" id=\"a23021\">Santillana Latam, S.L.U. </div><div class=\"po0 fs18 cl2 l3310 t5360\" id=\"a23023\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3311 t5360\" id=\"a23025\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5360\" id=\"a23027\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3313 t5360\" id=\"a23029\">100% </div><div class=\"po0 fs18 cl2 l3314 t5360\" id=\"a23031\">2/91 </div><div class=\"po0 fs18 cl2 l3309 t5361\" id=\"a23033\">Santillana Sistemas Educativos, S.L.U. </div><div class=\"po0 fs18 cl2 l3310 t5361\" id=\"a23035\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3311 t5361\" id=\"a23037\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5361\" id=\"a23039\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3313 t5361\" id=\"a23041\">100% </div><div class=\"po0 fs18 cl2 l3314 t5361\" id=\"a23043\">2/91 </div><div class=\"po0 fs18 cl2 l3309 t5362\" id=\"a23045\">Santillana, S.A. (Costa Rica) </div><div class=\"po0 fs18 cl2 l3310 t5362\" id=\"a23047\">La Uruca. 200 m Oeste de Aviaci\u00f3n Civil. San Jos\u00e9. Costa Rica </div><div class=\"po0 fs18 cl2 l3311 t5362\" id=\"a23050\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5363\" id=\"a23052\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5364\" id=\"a23054\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3318 t5363\" id=\"a23056\">99,992% </div><div class=\"po0 fs18 cl2 l3315 t5364\" id=\"a23058\">0,008% </div><div class=\"po0 fs18 cl2 l3309 t5365\" id=\"a23061\">Santillana, S.A. (Ecuador) </div><div class=\"po0 fs18 cl2 l3310 t5365\" id=\"a23063\">Calle De las Higueras 118 y Julio Arellano. Quito. Ecuador </div><div class=\"po0 fs18 cl2 l3311 t5365\" id=\"a23065\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5366\" id=\"a23067\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5367\" id=\"a23069\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3313 t5366\" id=\"a23071\">100% </div><div class=\"po0 fs18 cl2 l3304 t5367\" id=\"a23073\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l3309 t5368\" id=\"a23076\">Santillana, S.A. (Paraguay) </div><div class=\"po0 fs18 cl2 l3310 t5368\" id=\"a23078\">Avenida Venezuela. 276. Asunci\u00f3n. Paraguay </div><div class=\"po0 fs18 cl2 l3311 t5368\" id=\"a23080\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5369\" id=\"a23082\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t732\" id=\"a23084\">Ediciones Santillana, S.A. (Argentina) </div><div class=\"po0 fs18 cl2 l3315 t5369\" id=\"a23086\">99,89% </div><div class=\"po0 fs18 cl2 l3316 t732\" id=\"a23088\">0,11% </div><div class=\"po0 fs18 cl2 l3309 t733\" id=\"a23091\">Santillana, S.A. (Per\u00fa) </div><div class=\"po0 fs18 cl2 l3310 t733\" id=\"a23093\">Av. Primavera 2160 Santiago de Surco- Lima </div><div class=\"po0 fs18 cl2 l3311 t733\" id=\"a23098\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t733\" id=\"a23100\">Santillana Sistemas Educativos, S.L.U.<div class=\"d0 w1486\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3320 t733\" id=\"a23102\">95% </div><div class=\"po0 fs18 cl2 l3309 t5370\" id=\"a23105\">Sistemas Educativos de Ense\u00f1anza, S.A.S. </div><div class=\"po0 fs18 cl2 l3310 t5371\" id=\"a23107\">Calle Robles, piso E4-13. Edificio Proinco Calisto. Quito Distrito </div><div class=\"po0 fs18 cl2 l3310 t5372\" id=\"a23110\">Metropolitano. </div><div class=\"po0 fs18 cl2 l3311 t5370\" id=\"a23112\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5371\" id=\"a23114\">Santillana Sistemas Educativos, S.L.U<div class=\"d0 w928\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3312 t5372\" id=\"a23116\">Grupo Santillana Educaci\u00f3n Global, S.L.U </div><div class=\"po0 fs18 cl2 l3313 t5371\" id=\"a23118\">100% </div><div class=\"po0 fs18 cl2 l3304 t5372\" id=\"a23120\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l3309 t5373\" id=\"a23123\">Solu\u00e7\u00f5es Moderna Editora e Servi\u00e7os Educacionais Ltda.<div class=\"d0 w127\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3310 t5373\" id=\"a23125\">Rua Padre Adelino, 758. Sala Avalia, Quarta Parada, - Sao Paulo. Brasil </div><div class=\"po0 fs18 cl2 l3311 t5373\" id=\"a23130\">Editorial </div><div class=\"po0 fs18 cl2 l3312 t5374\" id=\"a23132\">Santillana Latam, S.L.U. </div><div class=\"po0 fs18 cl2 l3312 t4237\" id=\"a23135\">Grupo Santillana Educaci\u00f3n Global, S.L.U. </div><div class=\"po0 fs18 cl2 l3313 t5374\" id=\"a23137\">100% </div><div class=\"po0 fs18 cl2 l3304 t4237\" id=\"a23139\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l2473 t5375\" id=\"a23142\">(*) Grupo de consolidaci\u00f3n fiscal Promotora de Informaciones, S.A.: 2/91</div></div></div><div class=\"po1 w1513 h375 lh0\" id=\"TextBlockContainer3241\"><div class=\"w1213 po0 h141 l3325 t5376 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h42 l3326 t5376 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h369 l3326 t5208 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l1451 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3327 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3328 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3329 t5377 bgc0\">\u00a0</div>\n<div class=\"w1473 po0 h360 l3330 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3331 t5377 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h360 l3325 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3332 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3253 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l1451 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3327 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3328 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3329 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3331 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3332 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3253 t5378 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h363 l3262 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l1451 t5378 bgc0\">\u00a0</div>\n<div class=\"w1501 po0 h363 l3333 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3327 t5378 bgc0\">\u00a0</div>\n<div class=\"w892 po0 h363 l3334 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3328 t5378 bgc0\">\u00a0</div>\n<div class=\"w1272 po0 h363 l2480 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3329 t5378 bgc0\">\u00a0</div>\n<div class=\"w1473 po0 h363 l3330 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3331 t5378 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h363 l3325 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3332 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l1451 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3327 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3328 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3329 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3331 t5210 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3332 t5210 bgc0\">\u00a0</div>\n<div 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l3253 t5235 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l1451 t5235 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3327 t5235 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3328 t5235 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3329 t5235 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3331 t5235 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3332 t5235 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h361 l3262 t5236 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t5236 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h361 l3253 t5236 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l1451 t5236 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3327 t5236 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3328 t5236 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3329 t5236 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3331 t5236 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h361 l3332 t5236 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h27 l3262 t5408 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t5408 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h27 l3253 t5408 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l1451 t5408 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3327 t5408 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3328 t5408 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3329 t5408 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3331 t5408 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3332 t5408 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h364 l3262 t1541 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t1541 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h364 l3253 t1541 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l1451 t1541 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3327 t1541 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3328 t1541 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3329 t1541 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3331 t1541 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3332 t1541 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h44 l3262 t5409 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t5409 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h44 l3253 t5409 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l1451 t5409 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3327 t5409 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3328 t5409 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3329 t5409 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3331 t5409 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3332 t5409 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h364 l3262 t5410 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t5410 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h364 l3253 t5410 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l1451 t5410 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3327 t5410 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3328 t5410 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3329 t5410 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3331 t5410 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3332 t5410 bgc0\">\u00a0</div>\n<div class=\"w1506 po0 h374 l3268 t5411 bgc1\">\u00a0</div>\n<div class=\"w1507 po0 h42 l350 t5411 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5412 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5412 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3262 t5412 bgc0\">\u00a0</div>\n<div class=\"w1508 po0 h360 l350 t5412 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l1451 t5412 bgc0\">\u00a0</div>\n<div class=\"w1501 po0 h360 l3333 t5412 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3327 t5412 bgc0\">\u00a0</div>\n<div class=\"w892 po0 h360 l3334 t5412 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3328 t5412 bgc0\">\u00a0</div>\n<div class=\"w1272 po0 h360 l2480 t5412 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3329 t5412 bgc0\">\u00a0</div>\n<div class=\"w1473 po0 h360 l3330 t5412 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3331 t5412 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h360 l3325 t5412 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3332 t5412 bgc0\">\u00a0</div>\n<div class=\"po1 w1513 z0\" id=\"TextContainer3241\"><div class=\"po0 fs19 cl2 l3340 t5413\" id=\"a23154\">SOCIEDAD </div><div class=\"po0 fs19 cl2 l3341 t5413\" id=\"a23156\">DOMICILIO SOCIAL </div><div class=\"po0 fs19 cl2 l2602 t5413\" id=\"a23158\">ACTIVIDAD </div><div class=\"po0 fs19 cl2 l3342 t5414\" id=\"a23160\">SOCIEDAD QUE POSEE LA </div><div class=\"po0 fs19 cl2 l3343 t5415\" id=\"a23161\">PARTICIPACI\u00d3N </div><div class=\"po0 fs36 cl2 l3344 t756\" id=\"a23163\">Diciembre 2024 </div><div class=\"po0 fs19 cl2 l3345 t5240\" id=\"a23165\">PORCENTAJE </div><div class=\"po0 fs19 cl2 l3346 t5241\" id=\"a23166\">NOMINAL </div><div class=\"po0 fs19 cl2 l3347 t5240\" id=\"a23168\">GRUPO FISCAL </div><div class=\"po0 fs19 cl2 l3348 t5241\" id=\"a23169\">(*) </div><div class=\"po0 fs19 cl2 l529 t5416\" id=\"a23177\">MEDIA </div><div class=\"po0 fs23 cl2 l529 t1302\" id=\"a23190\"><div class=\"d0 w112\">\u00a0</div>Integraci\u00f3n Global </div><div class=\"po0 fs18 cl2 l529 t5417\" id=\"a23198\">Lacoproductora, S.L.U. </div><div class=\"po0 fs18 cl2 l3349 t5417\" id=\"a23200\">Cardenal Cisneros, 74. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5417\" id=\"a23202\">Producci\u00f3n de largometrajes, cortometrajes, series, </div><div class=\"po0 fs18 cl2 l3350 t5418\" id=\"a23203\">miniseries y peliculas de televisi\u00f3n, as\u00ed com </div><div class=\"po0 fs18 cl2 l3350 t5419\" id=\"a23204\">cualquier otro tipo de obras audiovisuales </div><div class=\"po0 fs18 cl2 l3351 t5417\" id=\"a23207\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3352 t5417\" id=\"a23209\">100% </div><div class=\"po0 fs18 cl2 l529 t5420\" id=\"a23212\">Mobvious Corp.<div class=\"d0 w479\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5420\" id=\"a23214\">7742 N. Kendall Drive 101Miami. Florida. 33156-8550. </div><div class=\"po0 fs18 cl2 l3349 t5421\" id=\"a23217\">EE.UU. </div><div class=\"po0 fs18 cl2 l3350 t5420\" id=\"a23219\">Comercializadora de publicidad en medios </div><div class=\"po0 fs18 cl2 l3350 t5421\" id=\"a23220\">digitales. </div><div class=\"po0 fs18 cl2 l3351 t5420\" id=\"a23222\">Prisa Media USA, Inc. </div><div class=\"po0 fs18 cl2 l3353 t5420\" id=\"a23224\">60,00% </div><div class=\"po0 fs18 cl2 l529 t5422\" id=\"a23227\">Podium Podcast, S.L.U.<div class=\"d0 w1509\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5422\" id=\"a23229\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5422\" id=\"a23231\">Prestaci\u00f3n de servicios musicales </div><div class=\"po0 fs18 cl2 l3351 t5422\" id=\"a23233\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3352 t5422\" id=\"a23235\">100% </div><div class=\"po0 fs18 cl2 l3354 t5422\" id=\"a23237\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5423\" id=\"a23239\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3349 t5423\" id=\"a23241\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5423\" id=\"a23243\">La prestaci\u00f3n, por cuenta propia o ajena, de </div><div class=\"po0 fs18 cl2 l3350 t5424\" id=\"a23244\">cualquier clase de servicios relacionados, directa o </div><div class=\"po0 fs18 cl2 l3350 t5425\" id=\"a23245\">indirectamente, con la radiodifusi\u00f3n.<div class=\"d0 w846\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3350 t5426\" id=\"a23247\">El asesoramiento y prestaci\u00f3n de servicios a </div><div class=\"po0 fs18 cl2 l3350 t5427\" id=\"a23248\">empresas de comunicaci\u00f3n en materia de </div><div class=\"po0 fs18 cl2 l3350 t5428\" id=\"a23249\">publicidad, programaci\u00f3n, administraci\u00f3n, </div><div class=\"po0 fs18 cl2 l3350 t5429\" id=\"a23250\">marketing y cuestiones t\u00e9cnicas, inform\u00e1ticas y </div><div class=\"po0 fs18 cl2 l3350 t5430\" id=\"a23251\">comerciales y cualesquiera otras relacionadas con </div><div class=\"po0 fs18 cl2 l3350 t5431\" id=\"a23252\">su actividad. </div><div class=\"po0 fs18 cl2 l3351 t5423\" id=\"a23254\">Promotora de Informaciones, S.A. </div><div class=\"po0 fs18 cl2 l3352 t5423\" id=\"a23256\">100% </div><div class=\"po0 fs18 cl2 l3354 t5423\" id=\"a23258\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5432\" id=\"a23260\">Prisa Media M\u00e9xico, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3349 t5432\" id=\"a23262\">Avenida Paseo de la Reforma 231. Piso 6<div class=\"d0 w968\">\u00a0</div>Colonia </div><div class=\"po0 fs18 cl2 l3349 t5433\" id=\"a23263\">Cuauthemoc Ciudad de M\u00e9xico 06500 </div><div class=\"po0 fs18 cl2 l3350 t5432\" id=\"a23265\">Comercializadora de publicidad en medios </div><div class=\"po0 fs18 cl2 l3350 t5433\" id=\"a23266\">digitales. </div><div class=\"po0 fs18 cl2 l3351 t5432\" id=\"a23268\">Prisa Media USA, Inc. </div><div class=\"po0 fs18 cl2 l3351 t5433\" id=\"a23270\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t5432\" id=\"a23272\">99,99% </div><div class=\"po0 fs18 cl2 l3355 t5433\" id=\"a23274\">0,01% </div><div class=\"po0 fs18 cl2 l529 t5434\" id=\"a23277\">Prisa Media USA, Inc.<div class=\"d0 w140\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5434\" id=\"a23279\">7742 N. Kendall Drive 101Miami. Florida. 33156-8550. </div><div class=\"po0 fs18 cl2 l3349 t5390\" id=\"a23282\">EE.UU. </div><div class=\"po0 fs18 cl2 l3350 t5434\" id=\"a23284\">Comercializadora de publicidad en medios. </div><div class=\"po0 fs18 cl2 l3351 t5434\" id=\"a23286\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3352 t5434\" id=\"a23288\">100% </div><div class=\"po0 fs23 cl2 l529 t5392\" id=\"a23291\"><div class=\"d0 w112\">\u00a0</div>M\u00e9todo de la Participaci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5394\" id=\"a23305\">Wemass Media Audience Safe Solutions, S.L. </div><div class=\"po0 fs18 cl2 l3349 t5394\" id=\"a23307\">Calle Juan Ignacio Luca de Tena, n\u00ba7. </div><div class=\"po0 fs18 cl2 l3350 t5394\" id=\"a23309\">Contratacion de publicidad en medios. </div><div class=\"po0 fs18 cl2 l3350 t5435\" id=\"a23310\">Dise\u00f1o,organizaci\u00f3n, gestion y comercializaci\u00f3n de </div><div class=\"po0 fs18 cl2 l3350 t5436\" id=\"a23311\">todo tipo de actividades y eventos culturales, </div><div class=\"po0 fs18 cl2 l3350 t5437\" id=\"a23312\">deportivos, promocionales y de ocio. </div><div class=\"po0 fs18 cl2 l3351 t5394\" id=\"a23314\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t5394\" id=\"a23316\">33,33% </div><div class=\"po0 fs19 cl2 l529 t5438\" id=\"a23319\">MEDIA-<div class=\"d0 w1510\">\u00a0</div>RADIO </div><div class=\"po0 fs19 cl2 l529 t5439\" id=\"a23335\">RADIO ESPA\u00d1A </div><div class=\"po0 fs23 cl2 l529 t5440\" id=\"a23348\"><div class=\"d0 w112\">\u00a0</div>Integraci\u00f3n Global </div><div class=\"po0 fs18 cl2 l529 t5441\" id=\"a23362\">Antena 3 de Radio de Le\u00f3n, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5441\" id=\"a23364\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5441\" id=\"a23366\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5441\" id=\"a23368\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5441\" id=\"a23370\">99,56% </div><div class=\"po0 fs18 cl2 l3354 t5441\" id=\"a23372\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5442\" id=\"a23374\">Compa\u00f1\u00eda Aragonesa de Radiodifusi\u00f3n, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5442\" id=\"a23376\">Paseo de la Constituci\u00f3n, 21. Zaragoza </div><div class=\"po0 fs18 cl2 l3350 t5442\" id=\"a23378\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5442\" id=\"a23381\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5442\" id=\"a23383\">97,03% </div><div class=\"po0 fs18 cl2 l3354 t5442\" id=\"a23385\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5443\" id=\"a23387\">Ediciones LM, S.L. </div><div class=\"po0 fs18 cl2 l3349 t5443\" id=\"a23389\">Plaza de Cervantes, 6. Ciudad Real </div><div class=\"po0 fs18 cl2 l3350 t5443\" id=\"a23391\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5443\" id=\"a23393\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5443\" id=\"a23395\">50,00% </div><div class=\"po0 fs18 cl2 l529 t5444\" id=\"a23398\">Iniciativas Radiof\u00f3nicas de Castilla La Mancha, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5444\" id=\"a23401\">Carreteros, 1. Toledo </div><div class=\"po0 fs18 cl2 l3350 t5444\" id=\"a23403\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5444\" id=\"a23405\">Ediciones LM, S.L. </div><div class=\"po0 fs18 cl2 l3351 t5445\" id=\"a23407\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5444\" id=\"a23409\">40,00% </div><div class=\"po0 fs18 cl2 l3353 t5445\" id=\"a23411\">50,00% </div><div class=\"po0 fs18 cl2 l529 t5446\" id=\"a23414\">Ondas Galicia, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5447\" id=\"a23416\">San Pedro de Mezonzo, 3. Santiago de Compostela </div><div class=\"po0 fs18 cl2 l3350 t5446\" id=\"a23419\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5447\" id=\"a23421\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5446\" id=\"a23423\">51,14% </div><div class=\"po0 fs18 cl2 l529 t2525\" id=\"a23426\">Prisa Radio, S.A.U. </div><div class=\"po0 fs18 cl2 l3349 t2525\" id=\"a23428\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3350 t2525\" id=\"a23430\">Prestaci\u00f3n de servicios a empresas radiof\u00f3nicas </div><div class=\"po0 fs18 cl2 l3351 t2525\" id=\"a23432\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3352 t2525\" id=\"a23435\">100% </div><div class=\"po0 fs18 cl2 l3354 t2525\" id=\"a23437\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5448\" id=\"a23439\">Propulsora Monta\u00f1esa, S. A. </div><div class=\"po0 fs18 cl2 l3349 t5448\" id=\"a23441\">Pasaje de Pe\u00f1a. N\u00ba 2. Interior. 39008. Santander </div><div class=\"po0 fs18 cl2 l3350 t5448\" id=\"a23443\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5448\" id=\"a23445\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5448\" id=\"a23447\">99,94% </div><div class=\"po0 fs18 cl2 l3354 t5448\" id=\"a23450\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5449\" id=\"a23452\">Radio Club Canarias, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5449\" id=\"a23454\">Plaza Santa Cruz de la Sierra, 2. Santa Cruz de Tenerife </div><div class=\"po0 fs18 cl2 l3350 t5449\" id=\"a23456\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5449\" id=\"a23459\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5449\" id=\"a23461\">95,00% </div><div class=\"po0 fs18 cl2 l3354 t5449\" id=\"a23463\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5450\" id=\"a23465\">Radio Ja\u00e9n, S.L.U. </div><div class=\"po0 fs18 cl2 l3349 t5450\" id=\"a23467\">Obispo Aguilar, 1. Ja\u00e9n<div class=\"d0 w1509\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3350 t5450\" id=\"a23469\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5450\" id=\"a23471\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3352 t5450\" id=\"a23473\">100% </div><div class=\"po0 fs18 cl2 l529 t5282\" id=\"a23476\">Radio Lleida, S.L. </div><div class=\"po0 fs18 cl2 l3349 t5282\" id=\"a23478\">Calle Vila Antonia. N\u00ba 5. Lleida </div><div class=\"po0 fs18 cl2 l3350 t5282\" id=\"a23481\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5282\" id=\"a23483\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5282\" id=\"a23485\">66,50% </div><div class=\"po0 fs18 cl2 l529 t5451\" id=\"a23488\">Radio Murcia, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5451\" id=\"a23490\">Radio Murcia, 4. Murcia </div><div class=\"po0 fs18 cl2 l3350 t5451\" id=\"a23492\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5451\" id=\"a23494\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5451\" id=\"a23496\">83,33% </div><div class=\"po0 fs18 cl2 l3354 t5451\" id=\"a23498\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5452\" id=\"a23500\">Radio Zaragoza, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5452\" id=\"a23502\">Paseo de la Constituci\u00f3n, 21. Zaragoza </div><div class=\"po0 fs18 cl2 l3350 t5452\" id=\"a23504\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5452\" id=\"a23506\">Compa\u00f1\u00eda Aragonesa de Radiodifusi\u00f3n, S.A. </div><div class=\"po0 fs18 cl2 l3351 t5453\" id=\"a23508\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5452\" id=\"a23510\">57,11% </div><div class=\"po0 fs18 cl2 l3353 t5453\" id=\"a23512\">20,77% </div><div class=\"po0 fs18 cl2 l3354 t5452\" id=\"a23514\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5454\" id=\"a23516\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3349 t5454\" id=\"a23519\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5454\" id=\"a23521\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5454\" id=\"a23523\">Prisa Radio, S.A.U. </div><div class=\"po0 fs18 cl2 l3352 t5454\" id=\"a23525\">100% </div><div class=\"po0 fs18 cl2 l3354 t5454\" id=\"a23527\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5455\" id=\"a23529\">Sociedad Independiente Comunicaci\u00f3n Castilla La Mancha, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5455\" id=\"a23531\">Avenida de la Estaci\u00f3n, 5 Bajo. Albacete </div><div class=\"po0 fs18 cl2 l3350 t5455\" id=\"a23533\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5455\" id=\"a23536\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5455\" id=\"a23538\">74,77% </div><div class=\"po0 fs18 cl2 l529 t5456\" id=\"a23541\">Sonido e Imagen de Canarias, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5456\" id=\"a23543\">Caldera de Bandama, 5. Arrecife. Lanzarote </div><div class=\"po0 fs18 cl2 l3350 t5456\" id=\"a23545\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5456\" id=\"a23547\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5456\" id=\"a23549\">50,00% </div><div class=\"po0 fs18 cl2 l529 t5457\" id=\"a23552\">Teleser, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5457\" id=\"a23554\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5457\" id=\"a23556\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5457\" id=\"a23558\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U.<div class=\"d0 w1511\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5458\" id=\"a23559\">Radio Zaragoza, S.A. </div><div class=\"po0 fs18 cl2 l3353 t5457\" id=\"a23562\">81,46%<div class=\"d0 w1512\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3355 t5458\" id=\"a23563\">0,65% </div><div class=\"po0 fs18 cl2 l3354 t5457\" id=\"a23566\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5459\" id=\"a23568\">(*) Grupo de consolidaci\u00f3n fiscal Promotora de Informaciones, S.A.: 2/91 </div></div></div><div class=\"po1 w1517 h377 lh0\" id=\"TextBlockContainer3247\"><div class=\"w405 po0 h360 l3253 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5461 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h360 l3262 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 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bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3331 t5496 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h360 l3325 t5496 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3332 t5496 bgc0\">\u00a0</div>\n<div class=\"po1 w1517 z0\" id=\"TextContainer3247\"><div class=\"po0 fs19 cl2 l3340 t5413\" id=\"a23576\">SOCIEDAD </div><div class=\"po0 fs19 cl2 l3341 t5413\" id=\"a23578\">DOMICILIO SOCIAL </div><div class=\"po0 fs19 cl2 l2602 t5413\" id=\"a23580\">ACTIVIDAD </div><div class=\"po0 fs19 cl2 l3342 t5414\" id=\"a23582\">SOCIEDAD QUE POSEE LA </div><div class=\"po0 fs19 cl2 l3343 t5415\" id=\"a23583\">PARTICIPACI\u00d3N </div><div class=\"po0 fs36 cl2 l3344 t756\" id=\"a23585\">Diciembre 2024 </div><div class=\"po0 fs19 cl2 l3345 t5240\" id=\"a23587\">PORCENTAJE </div><div class=\"po0 fs19 cl2 l3346 t5241\" id=\"a23588\">NOMINAL </div><div class=\"po0 fs19 cl2 l3347 t5240\" id=\"a23590\">GRUPO FISCAL </div><div class=\"po0 fs19 cl2 l3348 t5241\" id=\"a23591\">(*) </div><div class=\"po0 fs19 cl2 l529 t5497\" id=\"a23593\">RADIO INTERNACIONAL </div><div class=\"po0 fs23 cl2 l529 t5498\" id=\"a23606\"><div class=\"d0 w112\">\u00a0</div>Integraci\u00f3n Global </div><div class=\"po0 fs18 cl2 l529 t5499\" id=\"a23620\">Blaya y Vega, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5499\" id=\"a23622\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t5500\" id=\"a23623\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5499\" id=\"a23625\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5499\" id=\"a23627\">Multimedios GLP Chile , SpA. </div><div class=\"po0 fs18 cl2 l3351 t5500\" id=\"a23629\">Prisa Media Chile, S.A. </div><div class=\"po0 fs18 cl2 l3353 t5499\" id=\"a23631\">99,98% </div><div class=\"po0 fs18 cl2 l3355 t5500\" id=\"a23633\">0,02% </div><div class=\"po0 fs18 cl2 l529 t5501\" id=\"a23636\">Caracol Est\u00e9reo, S.A.S </div><div class=\"po0 fs18 cl2 l3349 t5501\" id=\"a23638\">Calle 67 N\u00ba 7-37 Piso 7 Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t5501\" id=\"a23642\">Servicios de radiodifusi\u00f3n comercial </div><div class=\"po0 fs18 cl2 l3351 t5501\" id=\"a23644\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5502\" id=\"a23646\">Prisa Radio, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t5501\" id=\"a23648\">77,04% </div><div class=\"po0 fs18 cl2 l3356 t5502\" id=\"a23650\">2 acciones </div><div class=\"po0 fs18 cl2 l529 t5503\" id=\"a23653\">Caracol, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5503\" id=\"a23655\">Calle 67 N\u00ba 7-37 Piso 7 Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t5503\" id=\"a23659\">Servicios de radiodifusi\u00f3n comercial </div><div class=\"po0 fs18 cl2 l3351 t5503\" id=\"a23661\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5323\" id=\"a23663\">Prisa Radio, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t5503\" id=\"a23665\">77,05% </div><div class=\"po0 fs18 cl2 l3356 t5323\" id=\"a23667\">2 acciones </div><div class=\"po0 fs18 cl2 l529 t5504\" id=\"a23670\">Compa\u00f1\u00eda de Comunicaciones de Colombia, S.A.S </div><div class=\"po0 fs18 cl2 l3349 t5504\" id=\"a23672\">Calle 67 N\u00ba 7-37 Piso 7 Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t5504\" id=\"a23676\">Servicios de radiodifusi\u00f3n comercial </div><div class=\"po0 fs18 cl2 l3351 t5504\" id=\"a23678\">Caracol, S.A. </div><div class=\"po0 fs18 cl2 l3351 t5505\" id=\"a23680\">Promotora de Publicidad Radial, S.A.S. </div><div class=\"po0 fs18 cl2 l3351 t5506\" id=\"a23682\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5507\" id=\"a23684\">Caracol Est\u00e9reo, S.A.S. </div><div class=\"po0 fs18 cl2 l3351 t5508\" id=\"a23686\">Ecos de la Monta\u00f1a Cadena Radial Andina, S.A. </div><div class=\"po0 fs18 cl2 l3353 t5504\" id=\"a23688\">43,45% </div><div class=\"po0 fs18 cl2 l3353 t5505\" id=\"a23690\">19,27% </div><div class=\"po0 fs18 cl2 l3353 t5506\" id=\"a23692\">16,76% </div><div class=\"po0 fs18 cl2 l3353 t5507\" id=\"a23694\">11,13% </div><div class=\"po0 fs18 cl2 l3355 t5508\" id=\"a23696\">4,42% </div><div class=\"po0 fs18 cl2 l529 t5509\" id=\"a23699\">Compa\u00f1\u00eda de Radios, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5509\" id=\"a23701\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t5510\" id=\"a23703\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5509\" id=\"a23705\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5509\" id=\"a23707\">Sociedad Radiodifusora del Norte, SpA. </div><div class=\"po0 fs18 cl2 l3351 t5510\" id=\"a23709\">Iberoamerican Radio Holdings Chile, S.A. </div><div class=\"po0 fs18 cl2 l3351 t5511\" id=\"a23711\">Prisa Media Chile, S.A. </div><div class=\"po0 fs18 cl2 l3353 t5509\" id=\"a23714\">44,32% </div><div class=\"po0 fs18 cl2 l3353 t5510\" id=\"a23716\">40,88% </div><div class=\"po0 fs18 cl2 l3353 t5511\" id=\"a23718\">14,80% </div><div class=\"po0 fs18 cl2 l529 t5512\" id=\"a23722\">Consorcio Radial de Panam\u00e1, S.A </div><div class=\"po0 fs18 cl2 l3349 t5512\" id=\"a23724\">Urbanizaci\u00f3n Obarrio, Calle 54 Edificio Caracol. Panam\u00e1 </div><div class=\"po0 fs18 cl2 l3350 t5512\" id=\"a23726\">Servicios de asesor\u00eda y comercializaci\u00f3n de servicios </div><div class=\"po0 fs18 cl2 l3350 t5337\" id=\"a23727\">y productos<div class=\"d0 w516\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5512\" id=\"a23729\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3352 t5512\" id=\"a23731\">100% </div><div class=\"po0 fs18 cl2 l529 t5513\" id=\"a23734\">Corporaci\u00f3n Argentina de Radiodifusi\u00f3n, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5513\" id=\"a23736\">Rivadavia 835. Ciudad de Buenos Aires. Argentina </div><div class=\"po0 fs18 cl2 l3350 t5513\" id=\"a23739\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5513\" id=\"a23741\">GLR Services Inc. </div><div class=\"po0 fs18 cl2 l3351 t5514\" id=\"a23743\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5513\" id=\"a23745\">76,20% </div><div class=\"po0 fs18 cl2 l3353 t5514\" id=\"a23747\">23,80% </div><div class=\"po0 fs18 cl2 l529 t5515\" id=\"a23750\">Ecos de la Monta\u00f1a Cadena Radial Andina, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5515\" id=\"a23752\">Calle 67. N\u00ba 7-37. Piso 7. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t5515\" id=\"a23756\">Servicios de radiodifusi\u00f3n comercial </div><div class=\"po0 fs18 cl2 l3351 t5515\" id=\"a23759\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5516\" id=\"a23761\">Prisa Radio, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t5515\" id=\"a23763\">76,80% </div><div class=\"po0 fs18 cl2 l3344 t5516\" id=\"a23765\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5517\" id=\"a23768\">Emisora Mil Veinte, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5517\" id=\"a23770\">Calle 67. N\u00ba 7-37. Piso 7. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t5517\" id=\"a23774\">Servicios de radiodifusi\u00f3n comercial </div><div class=\"po0 fs18 cl2 l3351 t5517\" id=\"a23776\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5518\" id=\"a23779\">Prisa Radio, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t5517\" id=\"a23781\">75,72% </div><div class=\"po0 fs18 cl2 l3344 t5518\" id=\"a23783\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5519\" id=\"a23786\">Fast Net Comunicaciones, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5519\" id=\"a23788\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t5520\" id=\"a23789\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5519\" id=\"a23791\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5519\" id=\"a23793\">Prisa Media Chile, S.A. </div><div class=\"po0 fs18 cl2 l3351 t5520\" id=\"a23795\">Compa\u00f1ias de Radio,S.A. </div><div class=\"po0 fs18 cl2 l3353 t5519\" id=\"a23797\">99,86% </div><div class=\"po0 fs18 cl2 l3355 t5520\" id=\"a23799\">0,14% </div><div class=\"po0 fs18 cl2 l529 t5521\" id=\"a23802\">Grupo Latino de Radiodifusi\u00f3n Chile, SpA (**) </div><div class=\"po0 fs18 cl2 l3349 t5521\" id=\"a23804\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t5522\" id=\"a23805\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5521\" id=\"a23807\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5521\" id=\"a23809\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5522\" id=\"a23811\">Caracol, S.A. </div><div class=\"po0 fs18 cl2 l3357 t5521\" id=\"a23813\">99,9986% </div><div class=\"po0 fs18 cl2 l3358 t5522\" id=\"a23815\">0,0014% </div><div class=\"po0 fs18 cl2 l529 t5523\" id=\"a23818\">GLR Services Inc. </div><div class=\"po0 fs18 cl2 l3349 t5523\" id=\"a23820\">2100 Coral Way - Miami 33145 - Florida, EE.UU. </div><div class=\"po0 fs18 cl2 l3350 t5523\" id=\"a23829\">Prestaci\u00f3n de servicios a empresas de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5523\" id=\"a23831\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3352 t5523\" id=\"a23833\">100% </div><div class=\"po0 fs18 cl2 l529 t5524\" id=\"a23836\">Iberoamerican Radio Holdings Chile, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5524\" id=\"a23838\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t5525\" id=\"a23839\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5524\" id=\"a23841\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5524\" id=\"a23843\">Prisa Media Chile, S.A.<div class=\"d0 w1514\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5525\" id=\"a23844\">Grupo Latino de Radiodifusi\u00f3n Chile, SpA </div><div class=\"po0 fs18 cl2 l3352 t5524\" id=\"a23847\">100% </div><div class=\"po0 fs18 cl2 l3344 t5525\" id=\"a23849\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5526\" id=\"a23852\">Iberoamericana de Noticias Ltda. </div><div class=\"po0 fs18 cl2 l3349 t5526\" id=\"a23854\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t5527\" id=\"a23856\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5526\" id=\"a23858\">Explotaci\u00f3n de medios y servicios de comunicaci\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5526\" id=\"a23860\">Grupo Latino de Radiodifusi\u00f3n Chile SpA.<div class=\"d0 w1515\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5527\" id=\"a23862\">Prisa Media Chile, S.A. </div><div class=\"po0 fs18 cl2 l3357 t5526\" id=\"a23865\">99,9996% </div><div class=\"po0 fs18 cl2 l3358 t5527\" id=\"a23867\">0,0004% </div><div class=\"po0 fs18 cl2 l529 t5528\" id=\"a23870\">La Voz de Colombia, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5528\" id=\"a23872\">Calle 67. N\u00ba 7-37. Piso 7. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t5528\" id=\"a23876\">Servicios de radiodifusi\u00f3n comercial </div><div class=\"po0 fs18 cl2 l3351 t5528\" id=\"a23878\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5529\" id=\"a23880\">Caracol, S.A. </div><div class=\"po0 fs18 cl2 l3353 t5528\" id=\"a23882\">75,64% </div><div class=\"po0 fs18 cl2 l3355 t5529\" id=\"a23884\">0,01% </div><div class=\"po0 fs18 cl2 l529 t5530\" id=\"a23887\">Multimedios GLP Chile SPA </div><div class=\"po0 fs18 cl2 l3349 t5530\" id=\"a23889\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t228\" id=\"a23891\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5530\" id=\"a23893\">Explotaci\u00f3n de medios y servicios de comunicaci\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5530\" id=\"a23895\">Prisa Media Chile, S.A. </div><div class=\"po0 fs18 cl2 l3352 t5530\" id=\"a23897\">100% </div><div class=\"po0 fs18 cl2 l529 t5531\" id=\"a23900\">Prisa Media Chile, S.A.<div class=\"d0 w1169\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5531\" id=\"a23902\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t5532\" id=\"a23903\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5531\" id=\"a23905\">Producci\u00f3n y venta de art\u00edculos publicitarios, </div><div class=\"po0 fs18 cl2 l3350 t5532\" id=\"a23906\">promociones y eventos </div><div class=\"po0 fs18 cl2 l3351 t5531\" id=\"a23908\">Grupo Latino de Radiodifusi\u00f3n Chile, SpA </div><div class=\"po0 fs18 cl2 l3351 t5532\" id=\"a23910\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t5531\" id=\"a23912\">99,90% </div><div class=\"po0 fs18 cl2 l3355 t5532\" id=\"a23914\">0,10% </div><div class=\"po0 fs18 cl2 l529 t5533\" id=\"a23917\">Prisa Media Colombia, S.A.S<div class=\"d0 w1510\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5533\" id=\"a23919\">Calle 67 N\u00ba 7-37 Piso 7 Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t5533\" id=\"a23923\">Producci\u00f3n y organizaci\u00f3n de espect\u00e1culos y </div><div class=\"po0 fs18 cl2 l3350 t5534\" id=\"a23924\">eventos </div><div class=\"po0 fs18 cl2 l3351 t5533\" id=\"a23926\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3352 t5533\" id=\"a23928\">100% </div><div class=\"po0 fs18 cl2 l529 t3617\" id=\"a23931\">Promotora de Publicidad Radial, S.A.S. </div><div class=\"po0 fs18 cl2 l3349 t3617\" id=\"a23933\">Calle 67. N\u00ba 7-37. Piso 7. Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t3617\" id=\"a23937\">Servicios de radiodifusi\u00f3n comercial </div><div class=\"po0 fs18 cl2 l3351 t3617\" id=\"a23939\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5535\" id=\"a23941\">Prisa Radio, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t3617\" id=\"a23943\">77,04% </div><div class=\"po0 fs18 cl2 l3356 t5535\" id=\"a23945\">2 acciones </div><div class=\"po0 fs18 cl2 l529 t5536\" id=\"a23949\">Radio Reloj, S.A.S. </div><div class=\"po0 fs18 cl2 l3349 t5536\" id=\"a23951\">CL 57 No 17 \u2013 48 Bogot\u00e1, Colombia<div class=\"d0 w1516\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3350 t5536\" id=\"a23956\">Explotaci\u00f3n de negocios de radiodifusi\u00f3n y </div><div class=\"po0 fs18 cl2 l3350 t5537\" id=\"a23957\">publicidad </div><div class=\"po0 fs18 cl2 l3351 t5536\" id=\"a23959\">Caracol, S.A. </div><div class=\"po0 fs18 cl2 l3352 t5536\" id=\"a23961\">100% </div><div class=\"po0 fs18 cl2 l529 t5538\" id=\"a23964\">Sociedad Radiodifusora del Norte, SpA. </div><div class=\"po0 fs18 cl2 l3349 t5538\" id=\"a23966\">Eliodoro Y\u00e1\u00f1ez. N\u00ba 1783. Comuna Providencia Santiago. </div><div class=\"po0 fs18 cl2 l3349 t5539\" id=\"a23967\">Chile </div><div class=\"po0 fs18 cl2 l3350 t5538\" id=\"a23969\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5538\" id=\"a23971\">Prisa Media Chile, S.A. </div><div class=\"po0 fs18 cl2 l3352 t5538\" id=\"a23974\">100% </div><div class=\"po0 fs18 cl2 l529 t5540\" id=\"a23978\">Societat de Comunicacio i Publicidat, S.L. </div><div class=\"po0 fs18 cl2 l3349 t5540\" id=\"a23980\">Parc. de la Mola, 10 Torre Caldea, 6\u00ba Escalde. Engordany. </div><div class=\"po0 fs18 cl2 l3349 t5541\" id=\"a23981\">Andorra </div><div class=\"po0 fs18 cl2 l3350 t5540\" id=\"a23983\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5540\" id=\"a23985\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5541\" id=\"a23988\">Uni\u00f3n Radio del Pirineu, S.A. </div><div class=\"po0 fs18 cl2 l3353 t5540\" id=\"a23990\">99,00% </div><div class=\"po0 fs18 cl2 l3355 t5541\" id=\"a23992\">1,00% </div><div class=\"po0 fs18 cl2 l529 t5542\" id=\"a24001\">(*) Grupo de consolidaci\u00f3n fiscal Promotora de Informaciones, S.A.: 2/91 </div></div></div><div class=\"po1 w1513 h382 lh0\" id=\"TextBlockContainer3253\"><div class=\"w405 po0 h360 l3253 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5461 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h360 l3262 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l1451 t5461 bgc0\">\u00a0</div>\n<div class=\"w1501 po0 h360 l3333 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3327 t5461 bgc0\">\u00a0</div>\n<div class=\"w892 po0 h360 l3334 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3328 t5461 bgc0\">\u00a0</div>\n<div class=\"w1272 po0 h360 l2480 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3329 t5461 bgc0\">\u00a0</div>\n<div class=\"w1435 po0 h360 l3330 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3332 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3332 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3253 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l1451 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3327 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3328 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3329 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3332 t5462 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h141 l3325 t5376 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h42 l3326 t5376 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h369 l3326 t5208 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l1451 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3327 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3328 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3329 t5377 bgc0\">\u00a0</div>\n<div class=\"w1473 po0 h360 l3330 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3331 t5377 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h360 l3325 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3332 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3253 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l1451 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3327 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3328 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3329 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h141 l3331 t5376 bgc0\">\u00a0</div>\n<div class=\"w405 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l3327 t5566 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3328 t5566 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3329 t5566 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3331 t5566 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3332 t5566 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h380 l3335 t5567 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h380 l3335 t5567 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h380 l3253 t5567 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h380 l1451 t5567 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h380 l3327 t5567 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h380 l3328 t5567 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h380 l3329 t5567 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h380 l3331 t5567 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h380 l3332 t5567 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h44 l3335 t5568 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3336 t5568 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h44 l3253 t5568 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l1451 t5568 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3327 t5568 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3328 t5568 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3329 t5568 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3331 t5568 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3332 t5568 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h27 l3335 t5569 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h34 l3336 t5569 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h27 l3253 t5569 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l1451 t5569 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3327 t5569 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3328 t5569 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3329 t5569 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3331 t5569 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3332 t5569 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h44 l3335 t5570 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3336 t5570 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h44 l3253 t5570 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l1451 t5570 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3327 t5570 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3328 t5570 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3329 t5570 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3331 t5570 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h44 l3332 t5570 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h27 l3262 t5571 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t5571 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h27 l3335 t5571 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h34 l3336 t5571 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h27 l3253 t5571 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l1451 t5571 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3327 t5571 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3328 t5571 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3329 t5571 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3331 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h364 l1451 t5572 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3327 t5572 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3328 t5572 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3329 t5572 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3331 t5572 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3332 t5572 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h364 l3262 t2896 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t2896 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h364 l3335 t2896 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h34 l3336 t2896 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3336 t5574 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h364 l3253 t2896 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l1451 t2896 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3327 t2896 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3328 t2896 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3329 t2896 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3331 t2896 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3332 t2896 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h27 l3262 t5575 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l350 t5575 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h27 l3335 t5575 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h34 l3336 t5575 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h27 l3253 t5575 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l1451 t5575 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3327 t5575 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3328 t5575 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3329 t5575 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3331 t5575 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3332 t5575 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h217 l3253 t5576 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h217 l1451 t5576 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h217 l3327 t5576 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h217 l3328 t5576 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h217 l3329 t5576 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h217 l3331 t5576 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h217 l3332 t5576 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3262 t5577 bgc0\">\u00a0</div>\n<div class=\"w1508 po0 h360 l350 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l1451 t5577 bgc0\">\u00a0</div>\n<div class=\"w1501 po0 h360 l3333 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3327 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3334 t5577 bgc0\">\u00a0</div>\n<div class=\"w1519 po0 h360 l3359 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3328 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l2480 t5577 bgc0\">\u00a0</div>\n<div class=\"w1520 po0 h360 l3360 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3329 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3330 t5577 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h360 l3336 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3331 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3325 t5577 bgc0\">\u00a0</div>\n<div class=\"w1426 po0 h360 l3361 t5577 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3332 t5577 bgc0\">\u00a0</div>\n<div class=\"po1 w1513 z0\" id=\"TextContainer3253\"><div class=\"po0 fs19 cl2 l3340 t5413\" id=\"a24009\">SOCIEDAD </div><div class=\"po0 fs19 cl2 l3341 t5413\" id=\"a24011\">DOMICILIO SOCIAL </div><div class=\"po0 fs19 cl2 l2602 t5413\" id=\"a24013\">ACTIVIDAD </div><div class=\"po0 fs19 cl2 l3342 t5414\" id=\"a24015\">SOCIEDAD QUE POSEE LA </div><div class=\"po0 fs19 cl2 l3343 t5415\" id=\"a24016\">PARTICIPACI\u00d3N </div><div class=\"po0 fs36 cl2 l3344 t756\" id=\"a24018\">Diciembre 2024 </div><div class=\"po0 fs19 cl2 l3345 t5240\" id=\"a24020\">PORCENTAJE </div><div class=\"po0 fs19 cl2 l3346 t5241\" id=\"a24021\">NOMINAL </div><div class=\"po0 fs19 cl2 l3347 t5240\" id=\"a24023\">GRUPO FISCAL </div><div class=\"po0 fs19 cl2 l3348 t5241\" id=\"a24024\">(*) </div><div class=\"po0 fs23 cl2 l529 t5378\" id=\"a24026\"><div class=\"d0 w112\">\u00a0</div>M\u00e9todo de la Participaci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5578\" id=\"a24040\">Cadena Radiodifusora Mexicana, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3349 t5578\" id=\"a24042\">Calzada de Tlalpan 3000 col Espartaco M\u00e9xico D.F. 04870. </div><div class=\"po0 fs18 cl2 l3349 t5579\" id=\"a24044\">M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5578\" id=\"a24046\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5578\" id=\"a24048\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w1521\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5579\" id=\"a24049\">Cadena Radi\u00f3polis, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3362 t5578\" id=\"a24052\">100%<div class=\"d0 w1522\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3363 t5579\" id=\"a24053\">353 acciones </div><div class=\"po0 fs18 cl2 l529 t5580\" id=\"a24057\">Cadena Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w1022\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5580\" id=\"a24059\">Calzada de Tlalpan n\u00famero<div class=\"d0 w1523\">\u00a0</div>3000, Colonia Espartaco, </div><div class=\"po0 fs18 cl2 l3349 t5581\" id=\"a24060\">Delegaci\u00f3n Coyoac\u00e1n, C\u00f3digo Postal 04870, Ciudad de </div><div class=\"po0 fs18 cl2 l3349 t5582\" id=\"a24061\">M\u00e9xico.<div class=\"d0 w265\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3350 t5580\" id=\"a24063\">Prestaci\u00f3n de servicios p\u00fablicos de </div><div class=\"po0 fs18 cl2 l3350 t5581\" id=\"a24064\">telecomunicaciones y radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5580\" id=\"a24066\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w1524\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5581\" id=\"a24068\">Cadena Radiodifusora Mexicana, S.A. de C.V.<div class=\"d0 w1525\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3353 t5580\" id=\"a24070\">99,90% </div><div class=\"po0 fs18 cl2 l3355 t5581\" id=\"a24072\">0,10% </div><div class=\"po0 fs18 cl2 l529 t5583\" id=\"a24075\">Caja Radiopolis, S.C </div><div class=\"po0 fs18 cl2 l3349 t5583\" id=\"a24077\">Calzada de Tlalpan 3000 col Espartaco M\u00e9xico D.F. 04870. </div><div class=\"po0 fs18 cl2 l3349 t5584\" id=\"a24078\">M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5583\" id=\"a24080\">Servicios de administracion de negocios </div><div class=\"po0 fs18 cl2 l3351 t5583\" id=\"a24082\">Servicios Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w1219\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5584\" id=\"a24084\">Radio Comerciales, S.A. de C.V.<div class=\"d0 w802\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5585\" id=\"a24086\">Xezz, S.A. de C.V.<div class=\"d0 w1516\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3353 t5583\" id=\"a24089\">67,00% </div><div class=\"po0 fs18 cl2 l3353 t5584\" id=\"a24091\">31,00% </div><div class=\"po0 fs18 cl2 l3355 t5585\" id=\"a24093\">2,00% </div><div class=\"po0 fs18 cl2 l529 t5426\" id=\"a24097\">Fondo Radiopolis, S.C. </div><div class=\"po0 fs18 cl2 l3349 t5426\" id=\"a24099\">Calzada de Tlalpan 3000 col Espartaco M\u00e9xico D.F. 04870. </div><div class=\"po0 fs18 cl2 l3349 t5427\" id=\"a24100\">M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5426\" id=\"a24102\">Servicios de administracion de negocios </div><div class=\"po0 fs18 cl2 l3351 t5426\" id=\"a24104\">Servicios Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w1219\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5427\" id=\"a24106\">Radio Comerciales, S.A. de C.V.<div class=\"d0 w802\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t3290\" id=\"a24108\">Xezz, S.A. de C.V.<div class=\"d0 w1516\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3353 t5426\" id=\"a24111\">67,00% </div><div class=\"po0 fs18 cl2 l3353 t5427\" id=\"a24113\">31,00% </div><div class=\"po0 fs18 cl2 l3355 t3290\" id=\"a24115\">2,00% </div><div class=\"po0 fs18 cl2 l529 t5586\" id=\"a24119\">Promotora Radial del Llano, LTDA </div><div class=\"po0 fs18 cl2 l3349 t5586\" id=\"a24121\">Calle 67 N\u00ba 7-37 Piso 7 Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3350 t5586\" id=\"a24125\">Servicios de radiodifusi\u00f3n comercial </div><div class=\"po0 fs18 cl2 l3351 t5586\" id=\"a24127\">Caracol, S.A. </div><div class=\"po0 fs18 cl2 l3351 t5587\" id=\"a24129\">Promotora de Publicidad Radial, S.A.S </div><div class=\"po0 fs18 cl2 l3353 t5586\" id=\"a24131\">25,00% </div><div class=\"po0 fs18 cl2 l3353 t5587\" id=\"a24133\">25,00% </div><div class=\"po0 fs18 cl2 l529 t5511\" id=\"a24136\">Radio Comerciales, S.A. de C.V.<div class=\"d0 w1526\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5511\" id=\"a24138\">Rub\u00e9n Dar\u00edo n\u00ba 158. Guadalajara. M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5511\" id=\"a24140\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5511\" id=\"a24142\">Sistema Radi\u00f3polis, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3351 t5588\" id=\"a24144\">Cadena Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w1493\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3353 t5511\" id=\"a24146\">99,97% </div><div class=\"po0 fs18 cl2 l3355 t5588\" id=\"a24148\">0,03% </div><div class=\"po0 fs18 cl2 l529 t5589\" id=\"a24151\">Radio Melod\u00eda, S.A. de C.V.<div class=\"d0 w1527\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5589\" id=\"a24153\">Rub\u00e9n Dar\u00edo n\u00ba 158. Guadalajara. M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5589\" id=\"a24155\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5589\" id=\"a24157\">Cadena Radiodifusora Mexicana, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3351 t5590\" id=\"a24159\">Cadena Radi\u00f3polis, S.A de CV </div><div class=\"po0 fs18 cl2 l3353 t5589\" id=\"a24161\">99,00% </div><div class=\"po0 fs18 cl2 l3355 t5590\" id=\"a24163\">1,00% </div><div class=\"po0 fs18 cl2 l529 t5591\" id=\"a24166\">Radio Tapat\u00eda, S.A. de C.V.<div class=\"d0 w1528\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5591\" id=\"a24168\">Rub\u00e9n Dar\u00edo n\u00ba 158. Guadalajara. M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5591\" id=\"a24171\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5591\" id=\"a24173\">Cadena Radiodifusora Mexicana, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3351 t5592\" id=\"a24175\">Cadena Radi\u00f3polis, S.A de CV </div><div class=\"po0 fs18 cl2 l3353 t5591\" id=\"a24177\">99,00% </div><div class=\"po0 fs18 cl2 l3355 t5592\" id=\"a24179\">1,00% </div><div class=\"po0 fs18 cl2 l529 t5593\" id=\"a24182\">Radiotelevisora de Mexicali, S.A. de C.V.<div class=\"d0 w921\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5593\" id=\"a24184\">Avenida Reforma 1270. Mexicali Baja California. M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5593\" id=\"a24186\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5593\" id=\"a24188\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w1529\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3351 t5594\" id=\"a24189\">Cadena Radi\u00f3polis, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3362 t5593\" id=\"a24193\">100%<div class=\"d0 w1530\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3364 t5594\" id=\"a24194\">11 acciones </div><div class=\"po0 fs18 cl2 l529 t5595\" id=\"a24198\">Servicios Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w127\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5595\" id=\"a24200\">Calzada de Tlalpan 3000 col Espartaco M\u00e9xico D.F. 04870. </div><div class=\"po0 fs18 cl2 l3349 t5596\" id=\"a24201\">M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5595\" id=\"a24203\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5595\" id=\"a24205\">Sistema Radi\u00f3polis, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3351 t5596\" id=\"a24207\">Radio Comerciales, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3358 t5595\" id=\"a24209\">99,998% </div><div class=\"po0 fs18 cl2 l3353 t5596\" id=\"a24211\">0,002% </div><div class=\"po0 fs18 cl2 l529 t5597\" id=\"a24214\">Servicios Xezz, S.A. de C.V.<div class=\"d0 w832\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5597\" id=\"a24216\">Calzada de Tlalpan 3000 col Espartaco M\u00e9xico D.F. 04870. </div><div class=\"po0 fs18 cl2 l3349 t5598\" id=\"a24217\">M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5597\" id=\"a24219\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5597\" id=\"a24221\">Xezz, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3351 t5598\" id=\"a24223\">Radio Comerciales, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3358 t5597\" id=\"a24225\">99,998% </div><div class=\"po0 fs18 cl2 l3353 t5598\" id=\"a24227\">0,002% </div><div class=\"po0 fs18 cl2 l529 t576\" id=\"a24230\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w1516\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t576\" id=\"a24232\">Calzada de Tlalpan 3000 col Espartaco M\u00e9xico D.F. 04870. </div><div class=\"po0 fs18 cl2 l3349 t5599\" id=\"a24233\">M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t576\" id=\"a24235\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t576\" id=\"a24237\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. </div><div class=\"po0 fs18 cl2 l3353 t576\" id=\"a24239\">50,00% </div><div class=\"po0 fs18 cl2 l529 t225\" id=\"a24242\">Uni\u00f3n Radio del Pirineu, S.A. </div><div class=\"po0 fs18 cl2 l3349 t225\" id=\"a24244\">Carrer Prat del Creu, 32. Andorra </div><div class=\"po0 fs18 cl2 l3350 t225\" id=\"a24247\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t225\" id=\"a24249\">Prisa Radio, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t225\" id=\"a24251\">33,00% </div><div class=\"po0 fs18 cl2 l529 t5600\" id=\"a24254\">Xezz, S.A. de C.V.<div class=\"d0 w1516\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5600\" id=\"a24256\">Rub\u00e9n Dar\u00edo n\u00ba 158. Guadalajara. M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5600\" id=\"a24258\">Explotaci\u00f3n de emisoras de radiodifusi\u00f3n </div><div class=\"po0 fs18 cl2 l3351 t5600\" id=\"a24260\">Cadena Radiodifusora Mexicana, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3351 t5601\" id=\"a24262\">Cadena Radi\u00f3polis, S.A de C.V. </div><div class=\"po0 fs18 cl2 l3353 t5600\" id=\"a24265\">99,00% </div><div class=\"po0 fs18 cl2 l3355 t5601\" id=\"a24267\">1,00% </div><div class=\"po0 fs19 cl2 l529 t5602\" id=\"a24282\">MEDIA-<div class=\"d0 w1510\">\u00a0</div>PRENSA </div><div class=\"po0 fs23 cl2 l529 t5603\" id=\"a24298\"><div class=\"d0 w112\">\u00a0</div>Integraci\u00f3n Global </div><div class=\"po0 fs18 cl2 l529 t5604\" id=\"a24312\">As Chile, SPA </div><div class=\"po0 fs18 cl2 l3349 t5604\" id=\"a24314\">Eliodoro Y\u00e1\u00f1ez 1783, Providencia. Santiago. Chile </div><div class=\"po0 fs18 cl2 l3350 t5604\" id=\"a24316\">Edici\u00f3n y explotaci\u00f3n del Diario As en Chile. </div><div class=\"po0 fs18 cl2 l3351 t5604\" id=\"a24318\">Diario As, S.L. </div><div class=\"po0 fs18 cl2 l3352 t5604\" id=\"a24320\">100% </div><div class=\"po0 fs18 cl2 l529 t103\" id=\"a24323\">Diario AS Colombia, SAS </div><div class=\"po0 fs18 cl2 l3349 t103\" id=\"a24325\">Cl 98, n\u00aa 1871 OF401. Bogot\u00e1 D.C. </div><div class=\"po0 fs18 cl2 l3350 t103\" id=\"a24328\">Edici\u00f3n y explotaci\u00f3n del Diario As en Colombia. </div><div class=\"po0 fs18 cl2 l3351 t103\" id=\"a24330\">Diario As, S.L. </div><div class=\"po0 fs18 cl2 l3352 t103\" id=\"a24332\">100% </div><div class=\"po0 fs18 cl2 l529 t5605\" id=\"a24335\">Diario As USA, Inc. </div><div class=\"po0 fs18 cl2 l3349 t5605\" id=\"a24337\">2100 Coral Way Suite 202. 33145 Miami, Florida </div><div class=\"po0 fs18 cl2 l3350 t5605\" id=\"a24339\">Edici\u00f3n y explotaci\u00f3n del Diario As en USA. </div><div class=\"po0 fs18 cl2 l3351 t5605\" id=\"a24341\">Diario As, S.L. </div><div class=\"po0 fs18 cl2 l3352 t5605\" id=\"a24343\">100% </div><div class=\"po0 fs18 cl2 l529 t5606\" id=\"a24346\">Diario As, S.L. </div><div class=\"po0 fs18 cl2 l3349 t5606\" id=\"a24348\">Valent\u00edn Beato, 44. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5606\" id=\"a24350\">Edici\u00f3n y explotaci\u00f3n del Diario As. </div><div class=\"po0 fs18 cl2 l3351 t5606\" id=\"a24352\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3353 t5606\" id=\"a24354\">75,00% </div><div class=\"po0 fs18 cl2 l3354 t5606\" id=\"a24356\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5607\" id=\"a24358\">Diario Cinco D\u00edas, S.A.U. </div><div class=\"po0 fs18 cl2 l3349 t5607\" id=\"a24360\">Miguel Yuste, 42. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5607\" id=\"a24362\">Edici\u00f3n y explotaci\u00f3n del Diario Cinco D\u00edas. </div><div class=\"po0 fs18 cl2 l3351 t5607\" id=\"a24364\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3352 t5607\" id=\"a24366\">100% </div><div class=\"po0 fs18 cl2 l3354 t5607\" id=\"a24368\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5608\" id=\"a24370\">Diario El Pa\u00eds Argentina, S.A. </div><div class=\"po0 fs18 cl2 l3349 t5608\" id=\"a24373\">Leandro N. Alem. 720. Buenos Aires. 1001. Argentina </div><div class=\"po0 fs18 cl2 l3350 t5608\" id=\"a24375\">Explotaci\u00f3n del Diario El Pa\u00eds en Argentina. </div><div class=\"po0 fs18 cl2 l3351 t5608\" id=\"a24377\">Diario El Pa\u00eds, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t540\" id=\"a24379\">Diario El Pa\u00eds M\u00e9xico, S.A. de C.V.<div class=\"d0 w920\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3353 t5608\" id=\"a24381\">94,52% </div><div class=\"po0 fs18 cl2 l3355 t540\" id=\"a24383\">5,48% </div><div class=\"po0 fs18 cl2 l529 t5609\" id=\"a24386\">Diario El Pa\u00eds M\u00e9xico, S.A. de C.V.<div class=\"d0 w846\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3349 t5609\" id=\"a24388\">Avenida Universidad 767. Colonia del Valle. M\u00e9xico D.F. </div><div class=\"po0 fs18 cl2 l3349 t5610\" id=\"a24389\">M\u00e9xico </div><div class=\"po0 fs18 cl2 l3350 t5609\" id=\"a24391\">Explotaci\u00f3n del Diario El Pa\u00eds en M\u00e9xico. </div><div class=\"po0 fs18 cl2 l3351 t5609\" id=\"a24393\">Ediciones El Pa\u00eds, S.L.U. </div><div class=\"po0 fs18 cl2 l3351 t5610\" id=\"a24395\">Promotora de Informaciones, S.A. </div><div class=\"po0 fs18 cl2 l88 t5609\" id=\"a24397\">98,39,% </div><div class=\"po0 fs18 cl2 l3355 t5610\" id=\"a24399\">1,61% </div><div class=\"po0 fs18 cl2 l529 t5611\" id=\"a24402\">Diario El Pa\u00eds, S.L.U. </div><div class=\"po0 fs18 cl2 l3349 t5611\" id=\"a24404\">Miguel Yuste, 40. Madrid </div><div class=\"po0 fs18 cl2 l3350 t5611\" id=\"a24407\">Edici\u00f3n y explotaci\u00f3n del Diario El Pa\u00eds. </div><div class=\"po0 fs18 cl2 l3351 t5611\" id=\"a24409\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3352 t5611\" id=\"a24411\">100% </div><div class=\"po0 fs18 cl2 l3354 t5611\" id=\"a24413\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5612\" id=\"a24421\">(*) Grupo de consolidaci\u00f3n fiscal Promotora de Informaciones, S.A.: 2/91<div class=\"d0 w1531\">\u00a0</div></div></div></div><div class=\"po1 w1533 h384 lh0\" id=\"TextBlockContainer3259\"><div class=\"w405 po0 h360 l3365 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3365 t5461 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h360 l3366 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3367 t5461 bgc0\">\u00a0</div>\n<div class=\"w1501 po0 h360 l3368 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l293 t5461 bgc0\">\u00a0</div>\n<div class=\"w892 po0 h360 l3369 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3370 t5461 bgc0\">\u00a0</div>\n<div class=\"w1272 po0 h360 l3371 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l168 t5461 bgc0\">\u00a0</div>\n<div class=\"w1435 po0 h360 l3372 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3373 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3373 t5461 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3365 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3367 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l293 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3370 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l168 t5462 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h175 l3373 t5462 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h141 l3374 t5376 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h42 l3375 t5376 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h369 l3375 t5208 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h360 l3365 t5377 bgc0\">\u00a0</div>\n<div class=\"w405 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bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3366 t5378 bgc0\">\u00a0</div>\n<div class=\"w1508 po0 h363 l3377 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3367 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3368 t5378 bgc0\">\u00a0</div>\n<div class=\"w821 po0 h363 l3378 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l293 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3369 t5378 bgc0\">\u00a0</div>\n<div class=\"w1519 po0 h363 l3379 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3370 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3371 t5378 bgc0\">\u00a0</div>\n<div class=\"w1520 po0 h363 l3380 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l168 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3372 t5378 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h363 l3381 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3376 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3374 t5378 bgc0\">\u00a0</div>\n<div class=\"w1426 po0 h363 l3382 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3373 t5378 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h363 l3373 t5378 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h312 l3366 t4056 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l3377 t4056 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h312 l3383 t4056 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h34 l3381 t4056 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h318 l3381 t5613 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h312 l3365 t4056 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h312 l3367 t4056 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h312 l293 t4056 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h312 l3370 t4056 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h312 l168 t4056 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h312 l3376 t4056 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h312 l3373 t4056 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h364 l3366 t5614 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l3377 t5614 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h364 l3365 t5614 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3367 t5614 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l293 t5614 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3370 t5614 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l168 t5614 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3376 t5614 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3373 t5614 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h329 l3366 t5615 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h34 l3377 t5615 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h329 l3365 t5615 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h329 l3367 t5615 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h329 l293 t5615 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h329 l3370 t5615 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h329 l168 t5615 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h329 l3376 t5615 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h329 l3373 t5615 bgc0\">\u00a0</div>\n<div class=\"w1500 po0 h364 l3366 t5616 bgc1\">\u00a0</div>\n<div class=\"w1503 po0 h42 l3377 t5616 bgc1\">\u00a0</div>\n<div class=\"w1501 po0 h364 l3368 t5616 bgc1\">\u00a0</div>\n<div class=\"w1388 po0 h42 l3384 t5616 bgc1\">\u00a0</div>\n<div class=\"w892 po0 h364 l3369 t5616 bgc1\">\u00a0</div>\n<div class=\"w1504 po0 h42 l3385 t5616 bgc1\">\u00a0</div>\n<div class=\"w1272 po0 h364 l3371 t5616 bgc1\">\u00a0</div>\n<div class=\"w955 po0 h42 l3386 t5616 bgc1\">\u00a0</div>\n<div class=\"w955 po0 h34 l3386 t5617 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h364 l3383 t5616 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3381 t5616 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h34 l3381 t5617 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h364 l3374 t5616 bgc1\">\u00a0</div>\n<div class=\"w1213 po0 h42 l3374 t5616 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h364 l3365 t5616 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l3367 t5616 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h364 l293 t5616 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bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l168 t2868 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3372 t2868 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h360 l3381 t2868 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3376 t2868 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3374 t2868 bgc0\">\u00a0</div>\n<div class=\"w1426 po0 h360 l3382 t2868 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3373 t2868 bgc0\">\u00a0</div>\n<div class=\"po1 w1533 z0\" id=\"TextContainer3259\"><div class=\"po0 fs19 cl2 l3387 t5413\" id=\"a24433\">SOCIEDAD </div><div class=\"po0 fs19 cl2 l3388 t5413\" id=\"a24435\">DOMICILIO SOCIAL </div><div class=\"po0 fs19 cl2 l3389 t5413\" id=\"a24437\">ACTIVIDAD </div><div class=\"po0 fs19 cl2 l3390 t5414\" id=\"a24439\">SOCIEDAD QUE POSEE LA </div><div class=\"po0 fs19 cl2 l3391 t5415\" id=\"a24440\">PARTICIPACI\u00d3N </div><div class=\"po0 fs36 cl2 l3392 t756\" id=\"a24442\">Diciembre 2024 </div><div class=\"po0 fs19 cl2 l124 t5240\" id=\"a24444\">PORCENTAJE </div><div class=\"po0 fs19 cl2 l3393 t5241\" id=\"a24445\">NOMINAL </div><div class=\"po0 fs19 cl2 l3394 t5240\" id=\"a24447\">GRUPO FISCAL </div><div class=\"po0 fs19 cl2 l3395 t5241\" id=\"a24448\">(*) </div><div class=\"po0 fs18 cl2 l3396 t5623\" id=\"a24456\">Ediciones El Pa\u00eds, S.L.U. </div><div class=\"po0 fs18 cl2 l3397 t5623\" id=\"a24458\">Miguel Yuste, 40. Madrid </div><div class=\"po0 fs18 cl2 l3398 t5623\" id=\"a24460\">Edici\u00f3n, explotaci\u00f3n y venta del Diario El Pa\u00eds. </div><div class=\"po0 fs18 cl2 l3399 t5623\" id=\"a24463\">Diario El Pa\u00eds, S.L.U. </div><div class=\"po0 fs18 cl2 l3400 t5623\" id=\"a24466\">100% </div><div class=\"po0 fs18 cl2 l3401 t5623\" id=\"a24469\">2/91 </div><div class=\"po0 fs18 cl2 l3396 t5624\" id=\"a24471\">Espacio Digital Editorial, S.L. U. </div><div class=\"po0 fs18 cl2 l3397 t5624\" id=\"a24473\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3398 t5624\" id=\"a24475\">Edici\u00f3n y explotaci\u00f3n del Huffinton Post digital </div><div class=\"po0 fs18 cl2 l3398 t5625\" id=\"a24476\">para Espa\u00f1a. </div><div class=\"po0 fs18 cl2 l3399 t5624\" id=\"a24478\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3400 t5624\" id=\"a24480\">100% </div><div class=\"po0 fs18 cl2 l3401 t5624\" id=\"a24482\">2/91 </div><div class=\"po0 fs18 cl2 l3396 t5626\" id=\"a24484\">Factor\u00eda Prisa Noticias, S.L.U. </div><div class=\"po0 fs18 cl2 l3397 t5626\" id=\"a24487\">Valent\u00edn Beato, 44. Madrid </div><div class=\"po0 fs18 cl2 l3398 t5626\" id=\"a24489\">Prestaci\u00f3n de servicios administrativos, </div><div class=\"po0 fs18 cl2 l3398 t5627\" id=\"a24490\">tecnol\u00f3gicos y legales , as\u00ed como la distribuci\u00f3n de </div><div class=\"po0 fs18 cl2 l3398 t5628\" id=\"a24491\">medios escritos y digitales. </div><div class=\"po0 fs18 cl2 l3399 t5626\" id=\"a24493\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3400 t5626\" id=\"a24495\">100% </div><div class=\"po0 fs18 cl2 l3401 t5626\" id=\"a24497\">2/91 </div><div class=\"po0 fs18 cl2 l3396 t5247\" id=\"a24499\">Noticias AS M\u00e9xico, S.A. de C.V. </div><div class=\"po0 fs18 cl2 l3397 t5247\" id=\"a24501\">Rio Lerma 196 Bis Torre B 503, Ciudad de M\u00e9xico DF<div class=\"d0 w1102\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3398 t5247\" id=\"a24503\">Edici\u00f3n y explotaci\u00f3n del Diario As en M\u00e9xico. </div><div class=\"po0 fs18 cl2 l3399 t5247\" id=\"a24505\">Diario As, S.L. </div><div class=\"po0 fs18 cl2 l3399 t5248\" id=\"a24507\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3284 t5247\" id=\"a24509\">99,00% </div><div class=\"po0 fs18 cl2 l3402 t5248\" id=\"a24511\">1,00% </div><div class=\"po0 fs23 cl2 l3396 t5629\" id=\"a24514\"><div class=\"d0 w112\">\u00a0</div>M\u00e9todo de la Participaci\u00f3n </div><div class=\"po0 fs18 cl2 l3396 t5630\" id=\"a24528\">Kioskoym\u00e1s, Sociedad Gestora de la Plataforma Tecnol\u00f3gica, S.L.<div class=\"d0 w1102\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3397 t5630\" id=\"a24530\">Juan Ignacio Luca de Tena, 7. Madrid </div><div class=\"po0 fs18 cl2 l3398 t5630\" id=\"a24532\">Edici\u00f3n y comercializaci\u00f3n de obras peri\u00f3dicas en </div><div class=\"po0 fs18 cl2 l3398 t5631\" id=\"a24533\">formato digital </div><div class=\"po0 fs18 cl2 l3399 t5630\" id=\"a24535\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3284 t5630\" id=\"a24537\">50,00% </div><div class=\"po0 fs18 cl2 l3396 t5632\" id=\"a24540\">Le Monde Libre Societ\u00e9 Comandit\u00e9 Simple<div class=\"d0 w1532\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3397 t5632\" id=\"a24542\">17, Place de la Madeleine. Par\u00eds </div><div class=\"po0 fs18 cl2 l3398 t5632\" id=\"a24544\">Tenencia de acciones de sociedades editoriales </div><div class=\"po0 fs18 cl2 l3399 t5632\" id=\"a24546\">Prisa Media, S.A.U. </div><div class=\"po0 fs18 cl2 l3284 t5632\" id=\"a24548\">20,00% </div><div class=\"po0 fs18 cl2 l2901 t501\" id=\"a24557\">(*) Grupo de consolidaci\u00f3n fiscal Promotora de Informaciones, S.A.: 2/91</div></div></div><div class=\"po1 w1543 h387 lh0\" id=\"TextBlockContainer3265\"><div class=\"w1213 po0 h385 l3407 t5633 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3408 t5634 bgc1\">\u00a0</div>\n<div class=\"w1124 po0 h42 l3408 t5635 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t5636 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3254 t5636 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3409 t5636 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3410 t5636 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3411 t5636 bgc0\">\u00a0</div>\n<div class=\"w1213 po0 h360 l295 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class=\"w1479 po0 h34 l350 t5147 bgc1\">\u00a0</div>\n<div class=\"w1479 po0 h34 l350 t1626 bgc1\">\u00a0</div>\n<div class=\"w405 po0 h243 l3253 t5147 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h243 l3254 t5147 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h243 l3409 t5147 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h243 l3410 t5147 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h243 l3411 t5147 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h243 l3412 t5147 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h243 l3414 t5147 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3253 t5647 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3254 t5647 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3409 t5647 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3410 t5647 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3411 t5647 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3412 t5647 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h27 l3414 t5647 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3253 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3262 t549 bgc0\">\u00a0</div>\n<div class=\"w1482 po0 h360 l350 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3254 t549 bgc0\">\u00a0</div>\n<div class=\"w1535 po0 h360 l3266 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3409 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3415 t549 bgc0\">\u00a0</div>\n<div class=\"w1539 po0 h360 l3417 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3410 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3416 t549 bgc0\">\u00a0</div>\n<div class=\"w1540 po0 h360 l3418 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3411 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l295 t549 bgc0\">\u00a0</div>\n<div class=\"w1426 po0 h360 l3419 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3412 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3413 t549 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h360 l3408 t549 bgc0\">\u00a0</div>\n<div class=\"w405 po0 h360 l3414 t549 bgc0\">\u00a0</div>\n<div class=\"po1 w1543 z0\" id=\"TextContainer3265\"><div class=\"po0 fs19 cl2 l3269 t5648\" id=\"a24569\">SOCIEDAD </div><div class=\"po0 fs19 cl2 l3420 t5648\" id=\"a24571\">DOMICILIO SOCIAL </div><div class=\"po0 fs19 cl2 l2499 t5648\" id=\"a24573\">ACTIVIDAD </div><div class=\"po0 fs19 cl2 l3421 t4024\" id=\"a24575\">SOCIEDAD QUE POSEE LA </div><div class=\"po0 fs19 cl2 l3422 t5649\" id=\"a24576\">PARTICIPACI\u00d3N </div><div class=\"po0 fs19 cl2 l3423 t756\" id=\"a24578\">Diciembre 2024 </div><div class=\"po0 fs19 cl2 l3424 t5650\" id=\"a24580\">PORCENTAJE </div><div class=\"po0 fs19 cl2 l3425 t1950\" id=\"a24581\">NOMINAL </div><div class=\"po0 fs19 cl2 l3426 t5650\" id=\"a24583\">GRUPO<div class=\"d0 w1524\">\u00a0</div></div><div class=\"po0 fs19 cl2 l3394 t1950\" id=\"a24584\">FISCAL (*) </div><div class=\"po0 fs19 cl2 l529 t5651\" id=\"a24592\">OTROS </div><div class=\"po0 fs23 cl2 l529 t5652\" id=\"a24605\"><div class=\"d0 w112\">\u00a0</div>Integraci\u00f3n Global </div><div class=\"po0 fs18 cl2 l529 t5653\" id=\"a24619\">Prisa Activos Educativos, S.A.U. </div><div class=\"po0 fs18 cl2 l3278 t5653\" id=\"a24621\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3427 t5653\" id=\"a24623\">La realizaci\u00f3n de todas las actividades inherentes al negocio editorial en su m\u00e1s amplio </div><div class=\"po0 fs18 cl2 l3427 t5654\" id=\"a24625\">sentido y, en especial, la edici\u00f3n comercializaci\u00f3n y distribuci\u00f3n de toda clase de </div><div class=\"po0 fs18 cl2 l3427 t5504\" id=\"a24626\">publicaciones y la prestaci\u00f3n de servicios editoriales, culturales, educativos, de ocio y </div><div class=\"po0 fs18 cl2 l3427 t5505\" id=\"a24628\">entretenimiento. </div><div class=\"po0 fs18 cl2 l3428 t5653\" id=\"a24631\">Promotora de Informaciones, S.A. </div><div class=\"po0 fs18 cl2 l3429 t5653\" id=\"a24633\">100% </div><div class=\"po0 fs18 cl2 l3430 t5653\" id=\"a24635\"><div class=\"d0 w112\">\u00a0</div>2/91 </div><div class=\"po0 fs18 cl2 l529 t5655\" id=\"a24638\">Prisa Gesti\u00f3n Financiera, S.L. </div><div class=\"po0 fs18 cl2 l3278 t5655\" id=\"a24640\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3427 t5655\" id=\"a24642\">Gesti\u00f3n y explotaci\u00f3n de medios de informaci\u00f3n y comunicaci\u00f3n social sea cual fuere </div><div class=\"po0 fs18 cl2 l3427 t866\" id=\"a24643\">su soporte t\u00e9cnico. La actuaci\u00f3n en el mercado de capitales y monetario. </div><div class=\"po0 fs18 cl2 l3428 t5655\" id=\"a24646\">Promotora de Informaciones, S.A. </div><div class=\"po0 fs18 cl2 l3429 t5655\" id=\"a24648\">100% </div><div class=\"po0 fs18 cl2 l3431 t5655\" id=\"a24650\">2/91 </div><div class=\"po0 fs18 cl2 l529 t5656\" id=\"a24652\">Prisa Participadas, S.L.<div class=\"d0 w574\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3278 t5656\" id=\"a24654\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3427 t5656\" id=\"a24656\">Gesti\u00f3n y explotaci\u00f3n de medios de comunicaci\u00f3n social impresos y audiovisuales, la </div><div class=\"po0 fs18 cl2 l3427 t5657\" id=\"a24657\">participaci\u00f3n en sociedades y negocios, y la prestaci\u00f3n de toda clase de servicios. </div><div class=\"po0 fs18 cl2 l3428 t5656\" id=\"a24660\">Promotora de Informaciones, S.A. </div><div class=\"po0 fs18 cl2 l3429 t5656\" id=\"a24662\">100% </div><div class=\"po0 fs18 cl2 l3430 t5656\" id=\"a24664\"><div class=\"d0 w112\">\u00a0</div>2/91 </div><div class=\"po0 fs18 cl2 l529 t5658\" id=\"a24667\">Productora Extreme\u00f1a de Televisi\u00f3n, S.A. (En </div><div class=\"po0 fs18 cl2 l529 t5659\" id=\"a24668\">liquidaci\u00f3n) </div><div class=\"po0 fs18 cl2 l3278 t5658\" id=\"a24670\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3427 t5658\" id=\"a24672\">Prestaci\u00f3n de servicios de televisi\u00f3n local </div><div class=\"po0 fs18 cl2 l3428 t5658\" id=\"a24674\">Prisa Participadas, S.L. </div><div class=\"po0 fs18 cl2 l3432 t5658\" id=\"a24676\">70,00% </div><div class=\"po0 fs18 cl2 l529 t4010\" id=\"a24679\">Promotora de Actividades Am\u00e9rica 2010 - M\u00e9xico, S.A. </div><div class=\"po0 fs18 cl2 l529 t2913\" id=\"a24683\">de C.V. (En liquidaci\u00f3n) </div><div class=\"po0 fs18 cl2 l3278 t4010\" id=\"a24685\">Avenida Paseo de la Reforma 300. Piso </div><div class=\"po0 fs18 cl2 l3278 t2913\" id=\"a24686\">9. Col. Ju\u00e1rez. 06600. </div><div class=\"po0 fs18 cl2 l3278 t5660\" id=\"a24688\">M\u00e9xico. D.F. M\u00e9xico </div><div class=\"po0 fs18 cl2 l3427 t4010\" id=\"a24690\">Desarrollo, coordinaci\u00f3n y gesti\u00f3n de proyectos de todo tipo, nacionales e </div><div class=\"po0 fs18 cl2 l3427 t2913\" id=\"a24691\">internacionales, relacionados con la conmemoraci\u00f3n del Bicentenario de la </div><div class=\"po0 fs18 cl2 l3427 t5660\" id=\"a24692\">Independencia de las naciones americanas </div><div class=\"po0 fs18 cl2 l3428 t4010\" id=\"a24694\">Promotora de Actividades Am\u00e9rica </div><div class=\"po0 fs18 cl2 l3428 t2913\" id=\"a24695\">2010, S.L. </div><div class=\"po0 fs18 cl2 l3428 t5660\" id=\"a24697\">Prisa Participadas, S.L. </div><div class=\"po0 fs18 cl2 l3433 t4010\" id=\"a24699\">99,998%<div class=\"d0 w1541\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3434 t2913\" id=\"a24701\"><div class=\"d0 w1542\">\u00a0</div></div><div class=\"po0 fs18 cl2 l3435 t5660\" id=\"a24702\">1 acci\u00f3n </div><div class=\"po0 fs18 cl2 l529 t5661\" id=\"a24705\">Promotora de Actividades Am\u00e9rica 2010, S.L. (En </div><div class=\"po0 fs18 cl2 l529 t5662\" id=\"a24706\">liquidaci\u00f3n) </div><div class=\"po0 fs18 cl2 l3278 t5661\" id=\"a24708\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3427 t5661\" id=\"a24710\">Producci\u00f3n y organizaci\u00f3n de actividades y proyectos relacionados con la </div><div class=\"po0 fs18 cl2 l3427 t5662\" id=\"a24711\">conmemoraci\u00f3n del Bicentenario de la Independencia de las naciones americanas. </div><div class=\"po0 fs18 cl2 l3428 t5661\" id=\"a24713\">Promotora de Informaciones, S.A. </div><div class=\"po0 fs18 cl2 l3429 t5661\" id=\"a24715\">100% </div><div class=\"po0 fs18 cl2 l3430 t5661\" id=\"a24717\"><div class=\"d0 w112\">\u00a0</div>2/91 </div><div class=\"po0 fs18 cl2 l529 t5663\" id=\"a24720\">Promotora de Actividades Audiovisuales de Colombia, </div><div class=\"po0 fs18 cl2 l529 t5664\" id=\"a24721\">Ltda. </div><div class=\"po0 fs18 cl2 l3278 t5663\" id=\"a24723\">Calle 80, 10 23 . Bogot\u00e1. Colombia </div><div class=\"po0 fs18 cl2 l3427 t5663\" id=\"a24725\">Producci\u00f3n y distribuci\u00f3n de audiovisuales </div><div class=\"po0 fs18 cl2 l3428 t5663\" id=\"a24727\">Prisa Participadas, S.L. </div><div class=\"po0 fs18 cl2 l3428 t5664\" id=\"a24729\">Promotora de Informaciones, S.A. </div><div class=\"po0 fs18 cl2 l3432 t5663\" id=\"a24731\">99,00% </div><div class=\"po0 fs18 cl2 l3436 t5664\" id=\"a24733\">1,00% </div><div class=\"po0 fs18 cl2 l529 t5665\" id=\"a24736\">World In Progress Congress, S.L.U (antes Forum </div><div class=\"po0 fs18 cl2 l529 t5666\" id=\"a24738\">Tomorrow, S.L.U) </div><div class=\"po0 fs18 cl2 l3278 t5665\" id=\"a24740\">Gran V\u00eda, 32. Madrid </div><div class=\"po0 fs18 cl2 l3427 t5665\" id=\"a24742\">Organizaci\u00f3n anual de un foro cultural, incluyendo todas las actividades relacionadas </div><div class=\"po0 fs18 cl2 l3427 t5666\" id=\"a24743\">con el mismo necesarias para su celebraci\u00f3n y desarrollo </div><div class=\"po0 fs18 cl2 l3428 t5665\" id=\"a24745\">Promotora de Informaciones, S.A. </div><div class=\"po0 fs18 cl2 l3429 t5665\" id=\"a24747\">100% </div><div class=\"po0 fs18 cl2 l341 t4342\" id=\"a24756\">(*) Grupo de consolidaci\u00f3n fiscal Promotora de Informaciones, S.A.: 2/91</div></div></div>",
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En<div class=\"d0 w334\">\u00a0</div>el momento<div class=\"d0 w234\">\u00a0</div>de la<div class=\"d0 w421\">\u00a0</div>venta de<div class=\"d0 w239\">\u00a0</div>cualquier sociedad<div class=\"d0 w57\">\u00a0</div>que haya<div class=\"d0 w223\">\u00a0</div>generado diferencias<div class=\"d0 w223\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1099\" id=\"a3450\">conversi\u00f3n<div class=\"d0 w176\">\u00a0</div>o<div class=\"d0 w167\">\u00a0</div>diferencias<div class=\"d0 w30\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>conversi\u00f3n<div class=\"d0 w344\">\u00a0</div>en<div class=\"d0 w98\">\u00a0</div>resultados<div class=\"d0 w55\">\u00a0</div>acumulados,<div class=\"d0 w230\">\u00a0</div>\u00e9stas<div class=\"d0 w295\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>traspasar\u00e1n<div class=\"d0 w480\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t1100\" id=\"a3459\">cuenta<div class=\"d0 w221\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>resultados<div class=\"d0 w158\">\u00a0</div>consolidada<div class=\"d0 w627\">\u00a0</div>teniendo<div class=\"d0 w628\">\u00a0</div>su<div class=\"d0 w577\">\u00a0</div>reflejo<div class=\"d0 w310\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>el<div class=\"d0 w629\">\u00a0</div>estado<div class=\"d0 w630\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>resultado<div class=\"d0 w347\">\u00a0</div>global </div><div class=\"po0 fs14 cl2 l340 t1101\" id=\"a3461\">consolidado, en el ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l424 t1102\" id=\"a3462\">Importes transferidos a la cuenta de p\u00e9rdidas y ganancias</div><div class=\"po0 fs14 cl2 l425 t1101\" id=\"a3463\">\u201d, sin impacto </div><div class=\"po0 fs14 cl2 l341 t1103\" id=\"a3465\">en el patrimonio neto consolidado.</div></div></div>",
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    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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   "value": "<div class=\"po1 w502 h77 lh0\" id=\"TextBlockContainer1725\"><div class=\"po1 w502 z0\" id=\"TextContainer1725\"><div class=\"po0 fs26 cl2 l362 t756\" id=\"a3468\">Argentina </div><div class=\"po0 fs14 cl2 l340 t1106\" id=\"a3470\">Desde el segundo semestre del ejercicio 2018 la econom\u00eda de Argentina<div class=\"d0 w17\">\u00a0</div>es considerada, por las </div><div class=\"po0 fs14 cl2 l340 t1107\" id=\"a3471\">autoridades internacionales,<div class=\"d0 w620\">\u00a0</div>hiperinflacionaria, siendo<div class=\"d0 w413\">\u00a0</div>la principal<div class=\"d0 w557\">\u00a0</div>raz\u00f3n, entre<div class=\"d0 w516\">\u00a0</div>otras, que<div class=\"d0 w403\">\u00a0</div>desde </div><div class=\"po0 fs14 cl2 l340 t1108\" id=\"a3472\">el<div class=\"d0 w231\">\u00a0</div>1<div class=\"d0 w63\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>julio<div class=\"d0 w59\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>2018 la<div class=\"d0 w388\">\u00a0</div>inflaci\u00f3n acumulada<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los tres<div class=\"d0 w160\">\u00a0</div>\u00faltimos<div class=\"d0 w246\">\u00a0</div>a\u00f1os en<div class=\"d0 w163\">\u00a0</div>dicho pa\u00eds<div class=\"d0 w249\">\u00a0</div>super\u00f3<div class=\"d0 w20\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t1109\" id=\"a3474\">100%.<div class=\"d0 w295\">\u00a0</div>Desde<div class=\"d0 w56\">\u00a0</div>2019 se<div class=\"d0 w463\">\u00a0</div>determin\u00f3<div class=\"d0 w27\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>\u00edndice<div class=\"d0 w21\">\u00a0</div>oficial a<div class=\"d0 w339\">\u00a0</div>utilizar<div class=\"d0 w26\">\u00a0</div>ser\u00eda<div class=\"d0 w480\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>emite<div class=\"d0 w60\">\u00a0</div>la FACPCE </div><div class=\"po0 fs14 cl2 l340 t1110\" id=\"a3481\">(Federaci\u00f3n Argentina de Consejos Profesionales de Ciencias Econ\u00f3micas),<div class=\"d0 w44\">\u00a0</div>que coincide con el </div><div class=\"po0 fs14 cl2 l340 t1111\" id=\"a3485\">IPC<div class=\"d0 w21\">\u00a0</div>nacional. Durante<div class=\"d0 w238\">\u00a0</div>el ejercicio<div class=\"d0 w391\">\u00a0</div>2024<div class=\"d0 w23\">\u00a0</div>la tasa<div class=\"d0 w174\">\u00a0</div>de inflaci\u00f3n<div class=\"d0 w518\">\u00a0</div>ha<div class=\"d0 w57\">\u00a0</div>estado marcada<div class=\"d0 w368\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>una fuerte </div><div class=\"po0 fs14 cl2 l340 t1112\" id=\"a3488\">desaceleraci\u00f3n, a ra\u00edz de las<div class=\"d0 w126\">\u00a0</div>modificaciones en pol\u00edticas<div class=\"d0 w113\">\u00a0</div>fiscales y cambiarias establecidas<div class=\"d0 w353\">\u00a0</div>por el </div><div class=\"po0 fs14 cl2 l340 t1113\" id=\"a3489\">nuevo Gobierno<div class=\"d0 w143\">\u00a0</div>a finales<div class=\"d0 w147\">\u00a0</div>de 2023,<div class=\"d0 w616\">\u00a0</div>situ\u00e1ndose de<div class=\"d0 w631\">\u00a0</div>enero a<div class=\"d0 w424\">\u00a0</div>diciembre de<div class=\"d0 w424\">\u00a0</div>2024 en<div class=\"d0 w299\">\u00a0</div>un 117,8%<div class=\"d0 w555\">\u00a0</div>(211,4% </div><div class=\"po0 fs14 cl2 l340 t1114\" id=\"a3493\">de enero a diciembre de 2023).<div class=\"d0 w632\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1115\" id=\"a3495\"><div class=\"d0 w352\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1116\" id=\"a3497\">Adem\u00e1s, con<div class=\"d0 w264\">\u00a0</div>el objetivo<div class=\"d0 w480\">\u00a0</div>de estabilizar la<div class=\"d0 w247\">\u00a0</div>econom\u00eda el<div class=\"d0 w234\">\u00a0</div>Gobierno impuls\u00f3, entre<div class=\"d0 w421\">\u00a0</div>otras medidas, </div><div class=\"po0 fs14 cl2 l340 t1117\" id=\"a3498\">un<div class=\"d0 w278\">\u00a0</div>fuerte<div class=\"d0 w501\">\u00a0</div>ajuste<div class=\"d0 w468\">\u00a0</div>fiscal,<div class=\"d0 w339\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>descongelamiento<div class=\"d0 w224\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>tarifas<div class=\"d0 w162\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>devaluaci\u00f3n<div class=\"d0 w292\">\u00a0</div>del<div class=\"d0 w549\">\u00a0</div>peso<div class=\"d0 w633\">\u00a0</div>argentino </div><div class=\"po0 fs14 cl2 l340 t1118\" id=\"a3500\">respecto al d\u00f3lar oficial. Dichas medidas lograron, por primera vez desde 2008, finalizar el a\u00f1o </div><div class=\"po0 fs14 cl2 l340 t1119\" id=\"a3502\">2024 con<div class=\"d0 w515\">\u00a0</div>super\u00e1vit fiscal<div class=\"d0 w329\">\u00a0</div>y reducir<div class=\"d0 w268\">\u00a0</div>significativamente la<div class=\"d0 w328\">\u00a0</div>brecha existente<div class=\"d0 w145\">\u00a0</div>hasta el<div class=\"d0 w342\">\u00a0</div>momento entre </div><div class=\"po0 fs14 cl2 l340 t1120\" id=\"a3503\">el d\u00f3lar paralelo y el d\u00f3lar oficial, terminando el a\u00f1o en alrededor<div class=\"d0 w251\">\u00a0</div>del 10%. </div><div class=\"po0 fs14 cl2 l340 t1121\" id=\"a3507\">Durante el ejercicio<div class=\"d0 w328\">\u00a0</div>2024 continuaron<div class=\"d0 w265\">\u00a0</div>las restricciones<div class=\"d0 w141\">\u00a0</div>cambiarias y las<div class=\"d0 w567\">\u00a0</div>dificultades para<div class=\"d0 w402\">\u00a0</div>acceder </div><div class=\"po0 fs14 cl2 l340 t1122\" id=\"a3508\">al MULC<div class=\"d0 w32\">\u00a0</div>(Mercado \u00danico Libre de<div class=\"d0 w21\">\u00a0</div>Cambio). Dicha limitaci\u00f3n<div class=\"d0 w395\">\u00a0</div>para adquirir d\u00f3lares<div class=\"d0 w39\">\u00a0</div>al tipo de </div></div></div><div class=\"po1 w639 h78 lh0\" id=\"TextBlockContainer1728\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w639 z0\" id=\"TextContainer1728\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a3518\">cambio oficial<div class=\"d0 w169\">\u00a0</div>provoca que<div class=\"d0 w6\">\u00a0</div>resulte muy<div class=\"d0 w232\">\u00a0</div>dificultoso para<div class=\"d0 w290\">\u00a0</div>las empresas<div class=\"d0 w475\">\u00a0</div>acceder al<div class=\"d0 w474\">\u00a0</div>d\u00f3lar oficial </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a3519\">para cancelar deuda, siendo solo posible lograrlo acudiendo al CCL<div class=\"d0 w515\">\u00a0</div>(contado con liquidaci\u00f3n).<div class=\"d0 w277\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a3523\">En Argentina,<div class=\"d0 w419\">\u00a0</div>la moneda<div class=\"d0 w283\">\u00a0</div>funcional es<div class=\"d0 w366\">\u00a0</div>el peso<div class=\"d0 w201\">\u00a0</div>argentino y<div class=\"d0 w296\">\u00a0</div>el tipo<div class=\"d0 w238\">\u00a0</div>de cambio<div class=\"d0 w9\">\u00a0</div>utilizado a<div class=\"d0 w286\">\u00a0</div>31 de </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a3525\">diciembre de 2024<div class=\"d0 w129\">\u00a0</div>para la conversi\u00f3n del<div class=\"d0 w110\">\u00a0</div>balance de situaci\u00f3n y<div class=\"d0 w420\">\u00a0</div>la cuenta de resultados<div class=\"d0 w129\">\u00a0</div>de las </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a3529\">filiales<div class=\"d0 w235\">\u00a0</div>argentinas<div class=\"d0 w201\">\u00a0</div>fue<div class=\"d0 w164\">\u00a0</div>de<div class=\"d0 w345\">\u00a0</div>1.074,31<div class=\"d0 w361\">\u00a0</div>peso<div class=\"d0 w232\">\u00a0</div>argentino/EUR<div class=\"d0 w264\">\u00a0</div>(894,71<div class=\"d0 w368\">\u00a0</div>peso<div class=\"d0 w343\">\u00a0</div>argentino/EUR<div class=\"d0 w264\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>31<div class=\"d0 w293\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a3536\">diciembre de 2023).<div class=\"d0 w353\">\u00a0</div>La evoluci\u00f3n del<div class=\"d0 w300\">\u00a0</div>tipo de cambio<div class=\"d0 w634\">\u00a0</div>oficial durante el<div class=\"d0 w634\">\u00a0</div>ejercicio 2024 present\u00f3<div class=\"d0 w621\">\u00a0</div>un </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a3540\">crecimiento de enero a diciembre del 20%. </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a3543\">Con anterioridad<div class=\"d0 w560\">\u00a0</div>a la<div class=\"d0 w620\">\u00a0</div>consideraci\u00f3n de<div class=\"d0 w385\">\u00a0</div>Argentina como<div class=\"d0 w559\">\u00a0</div>econom\u00eda hiperinflacionaria,<div class=\"d0 w635\">\u00a0</div>los estados </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a3544\">financieros<div class=\"d0 w504\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>las<div class=\"d0 w431\">\u00a0</div>filiales<div class=\"d0 w25\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>dicho<div class=\"d0 w435\">\u00a0</div>pa\u00eds<div class=\"d0 w241\">\u00a0</div>estaban<div class=\"d0 w492\">\u00a0</div>elaborados<div class=\"d0 w495\">\u00a0</div>utilizado<div class=\"d0 w536\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>m\u00e9todo<div class=\"d0 w442\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>coste </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a3545\">hist\u00f3rico. </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a3548\">Cuando<div class=\"d0 w483\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>convierten<div class=\"d0 w248\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>operaciones<div class=\"d0 w404\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>una<div class=\"d0 w226\">\u00a0</div>entidad<div class=\"d0 w223\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>opera<div class=\"d0 w230\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>una<div class=\"d0 w98\">\u00a0</div>moneda<div class=\"d0 w391\">\u00a0</div>funcional </div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a3549\">hiperinflacionaria<div class=\"d0 w209\">\u00a0</div>a la moneda de<div class=\"d0 w49\">\u00a0</div>una econom\u00eda no hiperinflacionaria, en este<div class=\"d0 w38\">\u00a0</div>caso el Euro, el </div><div class=\"po0 fs14 cl2 l340 t1057\" id=\"a3550\">p\u00e1rrafo NIC 21.42<div class=\"d0 w634\">\u00a0</div>(b) indica<div class=\"d0 w326\">\u00a0</div>que \u201clas<div class=\"d0 w561\">\u00a0</div>cifras comparativas<div class=\"d0 w616\">\u00a0</div>ser\u00e1n las<div class=\"d0 w125\">\u00a0</div>que fueron presentadas<div class=\"d0 w145\">\u00a0</div>como </div><div class=\"po0 fs14 cl2 l340 t1059\" id=\"a3552\">importes<div class=\"d0 w529\">\u00a0</div>corrientes<div class=\"d0 w154\">\u00a0</div>del<div class=\"d0 w158\">\u00a0</div>a\u00f1o<div class=\"d0 w587\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>cuesti\u00f3n,<div class=\"d0 w529\">\u00a0</div>dentro<div class=\"d0 w636\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>los<div class=\"d0 w637\">\u00a0</div>estados<div class=\"d0 w638\">\u00a0</div>financieros<div class=\"d0 w587\">\u00a0</div>del<div class=\"d0 w157\">\u00a0</div>periodo </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a3553\">precedente (es decir,<div class=\"d0 w140\">\u00a0</div>estos importes<div class=\"d0 w268\">\u00a0</div>no se ajustar\u00e1n<div class=\"d0 w353\">\u00a0</div>por las variaciones<div class=\"d0 w324\">\u00a0</div>posteriores que se<div class=\"d0 w557\">\u00a0</div>hayan </div><div class=\"po0 fs14 cl2 l340 t1124\" id=\"a3554\">producido<div class=\"d0 w57\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>nivel<div class=\"d0 w48\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>precios<div class=\"d0 w56\">\u00a0</div>o<div class=\"d0 w30\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>tasas<div class=\"d0 w63\">\u00a0</div>de<div class=\"d0 w49\">\u00a0</div>cambio)\u201d.<div class=\"d0 w49\">\u00a0</div>Las<div class=\"d0 w420\">\u00a0</div>partidas<div class=\"d0 w22\">\u00a0</div>no<div class=\"d0 w32\">\u00a0</div>monetarias<div class=\"d0 w420\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t1062\" id=\"a3559\">balance de<div class=\"d0 w402\">\u00a0</div>situaci\u00f3n se<div class=\"d0 w532\">\u00a0</div>ajustan por<div class=\"d0 w331\">\u00a0</div>los efectos<div class=\"d0 w561\">\u00a0</div>en los<div class=\"d0 w325\">\u00a0</div>cambios de<div class=\"d0 w584\">\u00a0</div>los precios<div class=\"d0 w375\">\u00a0</div>siguiendo normativa </div><div class=\"po0 fs14 cl2 l340 t1063\" id=\"a3561\">local, antes de<div class=\"d0 w56\">\u00a0</div>proceder a su<div class=\"d0 w296\">\u00a0</div>conversi\u00f3n a euros, efecto<div class=\"d0 w23\">\u00a0</div>recogido en<div class=\"d0 w27\">\u00a0</div>las notas de<div class=\"d0 w231\">\u00a0</div>esta memoria </div><div class=\"po0 fs14 cl2 l340 t1125\" id=\"a3562\">consolidada<div class=\"d0 w541\">\u00a0</div>separadamente<div class=\"d0 w553\">\u00a0</div>dentro<div class=\"d0 w153\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>columna<div class=\"d0 w511\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l426 t1126\" id=\"a3563\">Correcci\u00f3n<div class=\"d0 w513\">\u00a0</div>monetaria</div><div class=\"po0 fs14 cl2 l427 t1125\" id=\"a3564\">\u201d.<div class=\"d0 w408\">\u00a0</div>El<div class=\"d0 w191\">\u00a0</div>efecto<div class=\"d0 w151\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t1064\" id=\"a3565\">inflaci\u00f3n del ejercicio sobre los activos y pasivos no monetarios de dichas sociedades se<div class=\"d0 w50\">\u00a0</div>recoge </div><div class=\"po0 fs14 cl2 l340 t1065\" id=\"a3566\">en el ep\u00edgrafe<div class=\"d0 w27\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l428 t1127\" id=\"a3567\">Gastos financieros</div><div class=\"po0 fs14 cl2 l429 t1065\" id=\"a3568\">\u201d de la cuenta<div class=\"d0 w31\">\u00a0</div>de resultados consolidada adjunta. El<div class=\"d0 w129\">\u00a0</div>efecto del </div><div class=\"po0 fs14 cl2 l340 t1128\" id=\"a3570\">ajuste por inflaci\u00f3n sobre<div class=\"d0 w18\">\u00a0</div>el patrimonio aportado por<div class=\"d0 w32\">\u00a0</div>aquellas sociedades donde se<div class=\"d0 w24\">\u00a0</div>aplica esta </div><div class=\"po0 fs14 cl2 l340 t1129\" id=\"a3573\">pr\u00e1ctica<div class=\"d0 w463\">\u00a0</div>contable<div class=\"d0 w531\">\u00a0</div>(Argentina)<div class=\"d0 w289\">\u00a0</div>ha<div class=\"d0 w494\">\u00a0</div>sido<div class=\"d0 w586\">\u00a0</div>positivo<div class=\"d0 w170\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>importe<div class=\"d0 w273\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>9,1<div class=\"d0 w339\">\u00a0</div>millones<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>euros<div class=\"d0 w377\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t1130\" id=\"a3574\">diferencias de<div class=\"d0 w480\">\u00a0</div>conversi\u00f3n asociadas a<div class=\"d0 w343\">\u00a0</div>ellas han sido<div class=\"d0 w172\">\u00a0</div>negativas por<div class=\"d0 w19\">\u00a0</div>importe de 2,7<div class=\"d0 w233\">\u00a0</div>millones de </div><div class=\"po0 fs14 cl2 l340 t1131\" id=\"a3577\">euros, que han sido registradas en el Estado del Resultado Global Consolidado, dentro la l\u00ednea </div><div class=\"po0 fs14 cl2 l340 t1132\" id=\"a3583\">de<div class=\"d0 w271\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l430 t1133\" id=\"a3584\">Diferencias<div class=\"d0 w482\">\u00a0</div>de<div class=\"d0 w382\">\u00a0</div>conversi\u00f3n</div><div class=\"po0 fs14 cl2 l418 t1132\" id=\"a3585\">\u201d.<div class=\"d0 w339\">\u00a0</div>Asimismo,<div class=\"d0 w380\">\u00a0</div>esos<div class=\"d0 w170\">\u00a0</div>efectos<div class=\"d0 w5\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>encuentran<div class=\"d0 w282\">\u00a0</div>registrados<div class=\"d0 w469\">\u00a0</div>dentro<div class=\"d0 w160\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t1134\" id=\"a3595\">ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l431 t1135\" id=\"a3596\">Patrimonio neto- Resultados acumulados de ejercicios<div class=\"d0 w55\">\u00a0</div>anteriores</div><div class=\"po0 fs14 cl2 l432 t1134\" id=\"a3603\">\u201d del balance de<div class=\"d0 w27\">\u00a0</div>situaci\u00f3n </div><div class=\"po0 fs14 cl2 l341 t485\" id=\"a3604\">consolidado adjunto.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfHyperinflationaryReportingExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_311": {
   "value": "<div class=\"po1 w198 h81 lh0\" id=\"TextBlockContainer1746\"><div class=\"po1 w198 z0\" id=\"TextContainer1746\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a3742\">Las normas de valoraci\u00f3n materiales para<div class=\"d0 w543\">\u00a0</div>el Grupo utilizadas en la<div class=\"d0 w32\">\u00a0</div>elaboraci\u00f3n de las cuentas </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a3743\">anuales consolidadas del<div class=\"d0 w403\">\u00a0</div>ejercicio<div class=\"d0 w140\">\u00a0</div>2024 y de<div class=\"d0 w140\">\u00a0</div>la informaci\u00f3n<div class=\"d0 w341\">\u00a0</div>comparativa han<div class=\"d0 w498\">\u00a0</div>sido las siguientes: </div><div class=\"po0 fs25 cl2 l340 t1168\" id=\"a3746\">a)</div></div><div class=\"po0 l342 t759 f0\" id=\"div_1743_XBRL_TS_ea19ea6e3d40418e8dc3782421e2df46\"><div class=\"po1 w374 h80 lh0\" id=\"TextBlockContainer1744\"><div class=\"po1 w374 z0\" id=\"TextContainer1744\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a3748\">Presentaci\u00f3n de los estados financieros consolidados </div><div class=\"po0 fs14 cl2 l345 t1169\" id=\"a3750\">De<div class=\"d0 w391\">\u00a0</div>acuerdo<div class=\"d0 w484\">\u00a0</div>con<div class=\"d0 w283\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>NIC<div class=\"d0 w165\">\u00a0</div>1,<div class=\"d0 w111\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>optado<div class=\"d0 w24\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>presentaci\u00f3n<div class=\"d0 w247\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>balance<div class=\"d0 w60\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>situaci\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1170\" id=\"a3751\">consolidado diferenciando entre categor\u00edas de activos corrientes y no corrientes. Asimismo, en </div><div class=\"po0 fs14 cl2 l345 t1171\" id=\"a3752\">la<div class=\"d0 w203\">\u00a0</div>cuenta<div class=\"d0 w512\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>resultados<div class=\"d0 w467\">\u00a0</div>consolidada<div class=\"d0 w504\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>presentan<div class=\"d0 w510\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>ingresos<div class=\"d0 w648\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>gastos<div class=\"d0 w649\">\u00a0</div>de<div class=\"d0 w399\">\u00a0</div>acuerdo<div class=\"d0 w213\">\u00a0</div>a<div class=\"d0 w210\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l341 t1172\" id=\"a3754\">naturaleza. El estado de flujos de efectivo se prepara siguiendo el<div class=\"d0 w488\">\u00a0</div>m\u00e9todo indirecto.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer1747\"></div></div><div class=\"po1 w198 h86 lh0\" id=\"TextBlockContainer1759\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer1759\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a3766\">b)</div></div><div class=\"po0 l342 t756 f0\" id=\"div_1750_XBRL_TS_100d7af8633e400ebad9a801fb19380b\"><div class=\"po1 w374 h84 lh0\" id=\"TextBlockContainer1754\"><div class=\"po0 l342 t756 f0\" id=\"div_1751_XBRL_TS_3b4b0d0ed73642b3a6956fdee264c33e\"><div class=\"po1 w374 h84 lh0\" id=\"TextBlockContainer1752\"><div class=\"w89 po0 h12 l435 t1174 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l435 t1174 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l436 t1174 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l437 t1174 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l437 t1174 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h82 l435 t1175 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h82 l437 t1175 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l438 t1176 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l438 t1176 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l439 t1176 bgc0\">\u00a0</div>\n<div class=\"w651 po0 h12 l440 t1176 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l435 t1176 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l436 t1176 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l437 t1176 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l438 t1177 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l435 t1177 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l437 t1177 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l438 t1178 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l435 t1178 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l437 t1178 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l438 t1179 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l435 t1179 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l437 t1179 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l438 t1180 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l438 t1180 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l439 t1180 bgc0\">\u00a0</div>\n<div class=\"w651 po0 h12 l440 t1180 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l435 t1180 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t1180 bgc0\">\u00a0</div>\n<div class=\"w652 po0 h12 l441 t1180 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l437 t1180 bgc0\">\u00a0</div>\n<div class=\"po1 w374 z0\" id=\"TextContainer1752\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a3768\">Inmovilizado material </div><div class=\"po0 fs14 cl2 l345 t768\" id=\"a3770\">El inmovilizado material se valora<div class=\"d0 w20\">\u00a0</div>inicialmente por su coste y posteriormente por dicho<div class=\"d0 w49\">\u00a0</div>coste, </div><div class=\"po0 fs14 cl2 l345 t769\" id=\"a3776\">neto de su<div class=\"d0 w18\">\u00a0</div>correspondiente amortizaci\u00f3n acumulada y de las<div class=\"d0 w63\">\u00a0</div>p\u00e9rdidas por deterioro que haya </div><div class=\"po0 fs14 cl2 l345 t770\" id=\"a3778\">experimentado. </div><div class=\"po0 fs14 cl2 l345 t1017\" id=\"a3781\">El<div class=\"d0 w110\">\u00a0</div>inmovilizado<div class=\"d0 w50\">\u00a0</div>material se<div class=\"d0 w279\">\u00a0</div>amortiza<div class=\"d0 w18\">\u00a0</div>linealmente,<div class=\"d0 w17\">\u00a0</div>repartiendo el<div class=\"d0 w5\">\u00a0</div>coste<div class=\"d0 w55\">\u00a0</div>menos, en<div class=\"d0 w549\">\u00a0</div>su<div class=\"d0 w56\">\u00a0</div>caso, el </div><div class=\"po0 fs14 cl2 l345 t772\" id=\"a3783\">valor residual de los activos entre los a\u00f1os de vida \u00fatil estimada,<div class=\"d0 w558\">\u00a0</div>seg\u00fan el siguiente detalle: </div><div class=\"po0 fs32 cl2 l442 t1181\" id=\"a3789\"><div class=\"d0 w119\">\u00a0</div>Intervalos de </div><div class=\"po0 fs32 cl2 l443 t1182\" id=\"a3791\">vida \u00fatil </div><div class=\"po0 fs32 cl2 l444 t1183\" id=\"a3793\"><div class=\"d0 w291\">\u00a0</div>estimada (*) </div><div class=\"po0 fs32 cl2 l445 t1184\" id=\"a3796\">Edificios y construcciones<div class=\"d0 w653\">\u00a0</div></div><div class=\"po0 fs32 cl2 l446 t1184\" id=\"a3798\">50 </div><div class=\"po0 fs32 cl2 l445 t1185\" id=\"a3800\">Instalaciones t\u00e9cnicas<div class=\"d0 w386\">\u00a0</div>y maquinaria </div><div class=\"po0 fs32 cl2 l447 t1185\" id=\"a3802\">5 \u2013 10 </div><div class=\"po0 fs32 cl2 l445 t1186\" id=\"a3807\">Otro inmovilizado </div><div class=\"po0 fs32 cl2 l447 t1186\" id=\"a3809\">4 \u2013 10 </div><div class=\"po0 fs32 cl2 l445 t1187\" id=\"a3814\">(*) Excluye inmovilizado<div class=\"d0 w555\">\u00a0</div>bajo la NIIF 16 </div><div class=\"po0 fs14 cl4 l345 t1188\" id=\"a3818\">.</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer1760\"><div class=\"po0 fs25 cl2 l340 t1189\" id=\"a3820\">c)</div></div><div class=\"po0 l342 t1213 f0\" id=\"div_1756_XBRL_TS_0cce6c50869b46a988c6eca31f6de512\"><div class=\"po1 w374 h85 lh0\" id=\"TextBlockContainer1757\"><div class=\"po1 w374 z0\" id=\"TextContainer1757\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a3822\">Arrendamientos </div><div class=\"po0 fs14 cl2 l345 t920\" id=\"a3824\">La<div class=\"d0 w333\">\u00a0</div>NIIF 16<div class=\"d0 w477\">\u00a0</div>establece<div class=\"d0 w39\">\u00a0</div>los principios<div class=\"d0 w476\">\u00a0</div>para<div class=\"d0 w396\">\u00a0</div>el reconocimiento,<div class=\"d0 w367\">\u00a0</div>valoraci\u00f3n, y<div class=\"d0 w168\">\u00a0</div>presentaci\u00f3n de<div class=\"d0 w482\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a3827\">arrendamientos,<div class=\"d0 w289\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>cual<div class=\"d0 w336\">\u00a0</div>todos<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>arrendamientos<div class=\"d0 w615\">\u00a0</div>(con<div class=\"d0 w279\">\u00a0</div>algunas<div class=\"d0 w285\">\u00a0</div>excepciones<div class=\"d0 w335\">\u00a0</div>limitadas) </div><div class=\"po0 fs14 cl2 l345 t770\" id=\"a3828\">quedan registrados en<div class=\"d0 w354\">\u00a0</div>el balance<div class=\"d0 w479\">\u00a0</div>de situaci\u00f3n<div class=\"d0 w341\">\u00a0</div>consolidado, existiendo<div class=\"d0 w516\">\u00a0</div>un gasto de<div class=\"d0 w145\">\u00a0</div>amortizaci\u00f3n </div><div class=\"po0 fs14 cl2 l345 t771\" id=\"a3829\">del activo por el derecho<div class=\"d0 w332\">\u00a0</div>de uso y un gasto financiero<div class=\"d0 w634\">\u00a0</div>por la actualizaci\u00f3n financiera<div class=\"d0 w423\">\u00a0</div>del pasivo </div><div class=\"po0 fs14 cl2 l345 t1017\" id=\"a3831\">que surge por el arrendamiento.<div class=\"d0 w654\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t773\" id=\"a3834\">En<div class=\"d0 w376\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>fecha<div class=\"d0 w336\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>inicio<div class=\"d0 w482\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>arrendamiento,<div class=\"d0 w470\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>arrendatario<div class=\"d0 w476\">\u00a0</div>reconoce<div class=\"d0 w500\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>activo<div class=\"d0 w382\">\u00a0</div>(inmovilizado </div><div class=\"po0 fs14 cl2 l345 t1190\" id=\"a3835\">material<div class=\"d0 w277\">\u00a0</div>o<div class=\"d0 w271\">\u00a0</div>intangible),<div class=\"d0 w288\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>representa<div class=\"d0 w379\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>derecho<div class=\"d0 w279\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>uso<div class=\"d0 w373\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>activo<div class=\"d0 w382\">\u00a0</div>subyacente<div class=\"d0 w269\">\u00a0</div>durante<div class=\"d0 w337\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t1191\" id=\"a3836\">periodo del<div class=\"d0 w420\">\u00a0</div>contrato, y<div class=\"d0 w518\">\u00a0</div>principalmente por<div class=\"d0 w23\">\u00a0</div>un importe<div class=\"d0 w228\">\u00a0</div>equivalente al<div class=\"d0 w295\">\u00a0</div>valor inicial<div class=\"d0 w21\">\u00a0</div>del pasivo </div><div class=\"po0 fs14 cl2 l345 t1192\" id=\"a3837\">financiero por<div class=\"d0 w8\">\u00a0</div>arrendamiento. Posteriormente el<div class=\"d0 w110\">\u00a0</div>activo por<div class=\"d0 w165\">\u00a0</div>derecho de<div class=\"d0 w18\">\u00a0</div>uso se<div class=\"d0 w59\">\u00a0</div>valora al<div class=\"d0 w129\">\u00a0</div>coste, </div><div class=\"po0 fs14 cl2 l345 t1193\" id=\"a3840\">minorado por<div class=\"d0 w517\">\u00a0</div>la amortizaci\u00f3n<div class=\"d0 w247\">\u00a0</div>acumulada y<div class=\"d0 w238\">\u00a0</div>deterioros de<div class=\"d0 w334\">\u00a0</div>valor reconocidos,<div class=\"d0 w171\">\u00a0</div>y ajustado<div class=\"d0 w232\">\u00a0</div>para </div><div class=\"po0 fs14 cl2 l345 t1194\" id=\"a3841\">tener<div class=\"d0 w468\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>cuenta<div class=\"d0 w227\">\u00a0</div>cualquier<div class=\"d0 w286\">\u00a0</div>nueva<div class=\"d0 w3\">\u00a0</div>valoraci\u00f3n<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>pasivos<div class=\"d0 w287\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>arrendamiento.<div class=\"d0 w200\">\u00a0</div>El<div class=\"d0 w98\">\u00a0</div>activo<div class=\"d0 w539\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l345 t1195\" id=\"a3842\">amortiza de manera<div class=\"d0 w561\">\u00a0</div>lineal de acuerdo<div class=\"d0 w326\">\u00a0</div>a la vida<div class=\"d0 w125\">\u00a0</div>del contrato,<div class=\"d0 w265\">\u00a0</div>salvo cuando la vida<div class=\"d0 w146\">\u00a0</div>\u00fatil del activo </div><div class=\"po0 fs14 cl2 l345 t1196\" id=\"a3845\">fuera inferior. El Grupo ha aplicado los requerimientos incluidos en la NIC 36 para evaluar los </div><div class=\"po0 fs14 cl2 l345 t1197\" id=\"a3846\">deterioros de<div class=\"d0 w56\">\u00a0</div>valor del activo<div class=\"d0 w333\">\u00a0</div>por derecho<div class=\"d0 w26\">\u00a0</div>de uso<div class=\"d0 w24\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l448 t1198\" id=\"a3847\">v\u00e9ase nota 4f</div><div class=\"po0 fs14 cl2 l449 t1197\" id=\"a3848\">), de manera<div class=\"d0 w368\">\u00a0</div>que forman<div class=\"d0 w17\">\u00a0</div>parte </div><div class=\"po0 fs14 cl2 l345 t1199\" id=\"a3853\">del<div class=\"d0 w129\">\u00a0</div>valor a<div class=\"d0 w289\">\u00a0</div>recuperar<div class=\"d0 w20\">\u00a0</div>en aquellos<div class=\"d0 w335\">\u00a0</div>test de<div class=\"d0 w289\">\u00a0</div>deterioro asociados<div class=\"d0 w367\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>fondos<div class=\"d0 w21\">\u00a0</div>de comercio<div class=\"d0 w476\">\u00a0</div>o<div class=\"d0 w246\">\u00a0</div>activos </div><div class=\"po0 fs14 cl2 l345 t1200\" id=\"a3856\">intangibles de<div class=\"d0 w296\">\u00a0</div>vida \u00fatil<div class=\"d0 w110\">\u00a0</div>indefinida pertenecientes a<div class=\"d0 w485\">\u00a0</div>la misma<div class=\"d0 w31\">\u00a0</div>Unidad Generadora<div class=\"d0 w246\">\u00a0</div>de Efectivo </div><div class=\"po0 fs14 cl2 l345 t1201\" id=\"a3857\">(\u201cUGE\u201d).<div class=\"d0 w291\">\u00a0</div>Para<div class=\"d0 w273\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>resto<div class=\"d0 w168\">\u00a0</div>de<div class=\"d0 w291\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>activos<div class=\"d0 w222\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>derecho<div class=\"d0 w249\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>uso<div class=\"d0 w160\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>analiza<div class=\"d0 w3\">\u00a0</div>si<div class=\"d0 w376\">\u00a0</div>existen<div class=\"d0 w482\">\u00a0</div>indicios<div class=\"d0 w500\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1202\" id=\"a3871\">deterioro,<div class=\"d0 w655\">\u00a0</div>conforme al<div class=\"d0 w483\">\u00a0</div>resto de<div class=\"d0 w389\">\u00a0</div>los activos<div class=\"d0 w539\">\u00a0</div>de inmovilizado<div class=\"d0 w361\">\u00a0</div>material e<div class=\"d0 w287\">\u00a0</div>intangible de<div class=\"d0 w223\">\u00a0</div>vida \u00fatil </div><div class=\"po0 fs14 cl2 l345 t1203\" id=\"a3877\">definida. </div><div class=\"po0 fs14 cl2 l345 t1204\" id=\"a3881\">El pasivo financiero<div class=\"d0 w298\">\u00a0</div>es calculado<div class=\"d0 w499\">\u00a0</div>inicialmente por<div class=\"d0 w556\">\u00a0</div>el valor<div class=\"d0 w300\">\u00a0</div>actual de<div class=\"d0 w342\">\u00a0</div>las cuotas<div class=\"d0 w148\">\u00a0</div>de arrendamiento </div><div class=\"po0 fs14 cl2 l345 t1205\" id=\"a3882\">a<div class=\"d0 w656\">\u00a0</div>pagar<div class=\"d0 w657\">\u00a0</div>durante<div class=\"d0 w320\">\u00a0</div>el<div class=\"d0 w657\">\u00a0</div>plazo<div class=\"d0 w658\">\u00a0</div>de<div class=\"d0 w320\">\u00a0</div>arrendamiento,<div class=\"d0 w572\">\u00a0</div>descontados<div class=\"d0 w659\">\u00a0</div>por<div class=\"d0 w660\">\u00a0</div>la<div class=\"d0 w216\">\u00a0</div>tasa<div class=\"d0 w661\">\u00a0</div>incremental<div class=\"d0 w459\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1206\" id=\"a3888\">endeudamiento<div class=\"d0 w662\">\u00a0</div>que<div class=\"d0 w663\">\u00a0</div>le<div class=\"d0 w664\">\u00a0</div>corresponder\u00edan<div class=\"d0 w458\">\u00a0</div>a<div class=\"d0 w665\">\u00a0</div>las<div class=\"d0 w666\">\u00a0</div>sociedades<div class=\"d0 w667\">\u00a0</div>para<div class=\"d0 w668\">\u00a0</div>una<div class=\"d0 w669\">\u00a0</div>deuda<div class=\"d0 w670\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>dichas </div><div class=\"po0 fs14 cl2 l345 t1207\" id=\"a3889\">caracter\u00edsticas.<div class=\"d0 w312\">\u00a0</div>Despu\u00e9s de la<div class=\"d0 w484\">\u00a0</div>fecha de<div class=\"d0 w20\">\u00a0</div>reconocimiento inicial el arrendatario<div class=\"d0 w21\">\u00a0</div>valora el pasivo </div><div class=\"po0 fs14 cl2 l345 t1208\" id=\"a3891\">financiero<div class=\"d0 w641\">\u00a0</div>por<div class=\"d0 w546\">\u00a0</div>arrendamiento<div class=\"d0 w642\">\u00a0</div>incrementando<div class=\"d0 w636\">\u00a0</div>su<div class=\"d0 w577\">\u00a0</div>valor<div class=\"d0 w597\">\u00a0</div>en<div class=\"d0 w310\">\u00a0</div>libros<div class=\"d0 w672\">\u00a0</div>para<div class=\"d0 w310\">\u00a0</div>reflejar<div class=\"d0 w622\">\u00a0</div>el<div class=\"d0 w673\">\u00a0</div>inter\u00e9s </div><div class=\"po0 fs14 cl2 l345 t1209\" id=\"a3892\">devengado sobre el pasivo y reduci\u00e9ndolo por los pagos realizados. </div><div class=\"po0 fs14 cl2 l345 t1210\" id=\"a3895\">El<div class=\"d0 w645\">\u00a0</div>plazo<div class=\"d0 w642\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>arrendamiento<div class=\"d0 w674\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>los<div class=\"d0 w637\">\u00a0</div>contratos<div class=\"d0 w675\">\u00a0</div>ha<div class=\"d0 w591\">\u00a0</div>sido<div class=\"d0 w528\">\u00a0</div>determinado<div class=\"d0 w676\">\u00a0</div>como<div class=\"d0 w638\">\u00a0</div>el<div class=\"d0 w673\">\u00a0</div>periodo<div class=\"d0 w627\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1211\" id=\"a3896\">arrendamiento no cancelable considerando las<div class=\"d0 w47\">\u00a0</div>opciones de pr\u00f3rroga y rescisi\u00f3n cuando exista </div><div class=\"po0 fs14 cl2 l345 t1212\" id=\"a3897\">una razonable certeza para su ejecuci\u00f3n y dependa de manera discrecional<div class=\"d0 w325\">\u00a0</div>del arrendatario.<div class=\"d0 w677\">\u00a0</div></div></div></div></div></div><div class=\"po1 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer1765\"><div class=\"po0 fs14 cl2 l340 t816\" id=\"a3912\">El Grupo opta por no reconocer en<div class=\"d0 w32\">\u00a0</div>el balance de situaci\u00f3n el pasivo y el activo por<div class=\"d0 w264\">\u00a0</div>derecho de </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a3913\">uso<div class=\"d0 w418\">\u00a0</div>correspondiente a<div class=\"d0 w367\">\u00a0</div>aquellos<div class=\"d0 w21\">\u00a0</div>contratos de<div class=\"d0 w282\">\u00a0</div>arrendamiento de<div class=\"d0 w281\">\u00a0</div>activos de<div class=\"d0 w250\">\u00a0</div>bajo<div class=\"d0 w47\">\u00a0</div>valor. En<div class=\"d0 w3\">\u00a0</div>este </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a3914\">caso,<div class=\"d0 w129\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>importe devengado<div class=\"d0 w404\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>arrendamiento se<div class=\"d0 w160\">\u00a0</div>reconoce como<div class=\"d0 w281\">\u00a0</div>gasto<div class=\"d0 w110\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>explotaci\u00f3n de </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a3916\">forma lineal a lo largo del per\u00edodo del contrato. </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a3919\">Finalmente,<div class=\"d0 w678\">\u00a0</div>los<div class=\"d0 w637\">\u00a0</div>principales<div class=\"d0 w679\">\u00a0</div>contratos<div class=\"d0 w678\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>arrendamiento<div class=\"d0 w642\">\u00a0</div>del<div class=\"d0 w302\">\u00a0</div>Grupo,<div class=\"d0 w548\">\u00a0</div>por<div class=\"d0 w546\">\u00a0</div>significatividad </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a3920\">(alquileres<div class=\"d0 w23\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>edificios y<div class=\"d0 w612\">\u00a0</div>terrenos),<div class=\"d0 w395\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>recogen,<div class=\"d0 w395\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>general,<div class=\"d0 w55\">\u00a0</div>pagos<div class=\"d0 w39\">\u00a0</div>variables<div class=\"d0 w21\">\u00a0</div>adicionales<div class=\"d0 w33\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a3921\">cuotas<div class=\"d0 w182\">\u00a0</div>fijas<div class=\"d0 w643\">\u00a0</div>establecidas,<div class=\"d0 w640\">\u00a0</div>m\u00e1s<div class=\"d0 w528\">\u00a0</div>all\u00e1<div class=\"d0 w591\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>actualizaciones<div class=\"d0 w680\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>IPC,<div class=\"d0 w673\">\u00a0</div>cuentan<div class=\"d0 w630\">\u00a0</div>con<div class=\"d0 w311\">\u00a0</div>opciones<div class=\"d0 w643\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a3923\">renovaci\u00f3n<div class=\"d0 w236\">\u00a0</div>(en<div class=\"d0 w30\">\u00a0</div>general<div class=\"d0 w24\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>discreci\u00f3n<div class=\"d0 w18\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>arrendador y<div class=\"d0 w612\">\u00a0</div>arrendatario)<div class=\"d0 w50\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>tienen garant\u00edas<div class=\"d0 w297\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a3924\">valor residual. A 31 de<div class=\"d0 w331\">\u00a0</div>diciembre de 2024<div class=\"d0 w267\">\u00a0</div>no existen contratos de<div class=\"d0 w405\">\u00a0</div>arrendamientos significativos </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a3928\">que no<div class=\"d0 w561\">\u00a0</div>hubieran comenzado<div class=\"d0 w329\">\u00a0</div>a dicha fecha<div class=\"d0 w560\">\u00a0</div>y no<div class=\"d0 w479\">\u00a0</div>estuvieran registrados<div class=\"d0 w331\">\u00a0</div>en el<div class=\"d0 w140\">\u00a0</div>balance de<div class=\"d0 w386\">\u00a0</div>situaci\u00f3n </div><div class=\"po0 fs14 cl2 l341 t1103\" id=\"a3930\">consolidado, y a los que el Grupo ya estuviera comprometido.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer1779\"><div class=\"po0 fs25 cl2 l451 t1214\" id=\"a3934\">d)</div></div><div class=\"po0 l342 t1238 f0\" id=\"div_1767_XBRL_TS_e5e857f47c544aba877b39aba528661f\"><div class=\"po1 w562 h87 lh0\" id=\"TextBlockContainer1777\"><div class=\"po0 l342 t756 f0\" id=\"div_1768_XBRL_TS_c47138f1b81045b4b95900dfd8b1513e\"><div class=\"po1 w562 h87 lh0\" id=\"TextBlockContainer1775\"><div class=\"po0 l342 t756 f0\" id=\"div_1769_XBRL_TS_d3bd488fb22f43199bd7288aa93db5b3\"><div class=\"po1 w562 h87 lh0\" id=\"TextBlockContainer1773\"><div class=\"po0 l342 t756 f0\" id=\"div_1770_XBRL_TS_b385312fbbee4a35906e531730ca134b\"><div class=\"po1 w562 h87 lh0\" id=\"TextBlockContainer1771\"><div class=\"po1 w562 z0\" id=\"TextContainer1771\"><div class=\"po0 fs25 cl2 l452 t756\" id=\"a3936\">Combinaciones de negocio y</div><div class=\"po0 fs25 cl2 l453 t756\" id=\"a3938\">fondo de comercio<div class=\"d0 w682\">\u00a0</div></div><div class=\"po0 fs14 cl2 l454 t1048\" id=\"a3941\">Las<div class=\"d0 w177\">\u00a0</div>combinaciones<div class=\"d0 w221\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>negocios<div class=\"d0 w595\">\u00a0</div>se<div class=\"d0 w301\">\u00a0</div>contabilizan<div class=\"d0 w683\">\u00a0</div>mediante<div class=\"d0 w452\">\u00a0</div>la<div class=\"d0 w184\">\u00a0</div>aplicaci\u00f3n<div class=\"d0 w181\">\u00a0</div>del<div class=\"d0 w181\">\u00a0</div>m\u00e9todo<div class=\"d0 w571\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l454 t1215\" id=\"a3942\">adquisici\u00f3n. El<div class=\"d0 w392\">\u00a0</div>coste de<div class=\"d0 w423\">\u00a0</div>la combinaci\u00f3n<div class=\"d0 w403\">\u00a0</div>de negocio<div class=\"d0 w405\">\u00a0</div>es la suma<div class=\"d0 w425\">\u00a0</div>de la<div class=\"d0 w392\">\u00a0</div>contraprestaci\u00f3n transferida, </div><div class=\"po0 fs14 cl2 l454 t922\" id=\"a3943\">valorada<div class=\"d0 w297\">\u00a0</div>al<div class=\"d0 w379\">\u00a0</div>valor<div class=\"d0 w470\">\u00a0</div>razonable<div class=\"d0 w292\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>fecha<div class=\"d0 w3\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>adquisici\u00f3n,<div class=\"d0 w500\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>importe<div class=\"d0 w285\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>participaci\u00f3n<div class=\"d0 w470\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l454 t771\" id=\"a3945\">dominante<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>adquirida,<div class=\"d0 w38\">\u00a0</div>si<div class=\"d0 w475\">\u00a0</div>hubiera.<div class=\"d0 w60\">\u00a0</div>Para<div class=\"d0 w230\">\u00a0</div>cada<div class=\"d0 w129\">\u00a0</div>combinaci\u00f3n<div class=\"d0 w396\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>negocios<div class=\"d0 w539\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>valora </div><div class=\"po0 fs14 cl2 l454 t1017\" id=\"a3946\">cualquier<div class=\"d0 w202\">\u00a0</div>participaci\u00f3n<div class=\"d0 w466\">\u00a0</div>no<div class=\"d0 w504\">\u00a0</div>dominante<div class=\"d0 w494\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>adquirida<div class=\"d0 w370\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>parte<div class=\"d0 w447\">\u00a0</div>proporcional<div class=\"d0 w491\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>dicha </div><div class=\"po0 fs14 cl2 l454 t772\" id=\"a3947\">participaci\u00f3n<div class=\"d0 w373\">\u00a0</div>no<div class=\"d0 w504\">\u00a0</div>dominante<div class=\"d0 w435\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>activos<div class=\"d0 w25\">\u00a0</div>netos<div class=\"d0 w25\">\u00a0</div>identificables<div class=\"d0 w377\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>adquirida.<div class=\"d0 w270\">\u00a0</div>Los<div class=\"d0 w432\">\u00a0</div>costes </div><div class=\"po0 fs14 cl2 l454 t773\" id=\"a3949\">relacionados con<div class=\"d0 w406\">\u00a0</div>la adquisici\u00f3n<div class=\"d0 w422\">\u00a0</div>se registran<div class=\"d0 w326\">\u00a0</div>como gastos<div class=\"d0 w422\">\u00a0</div>en la<div class=\"d0 w402\">\u00a0</div>cuenta de<div class=\"d0 w324\">\u00a0</div>resultados consolidada. </div><div class=\"po0 fs14 cl2 l367 t1216\" id=\"a3952\">Las diferencias positivas<div class=\"d0 w201\">\u00a0</div>entre el coste<div class=\"d0 w110\">\u00a0</div>de adquisici\u00f3n de<div class=\"d0 w22\">\u00a0</div>las participaciones en<div class=\"d0 w48\">\u00a0</div>las sociedades </div><div class=\"po0 fs14 cl2 l367 t1192\" id=\"a3953\">consolidadas y los correspondientes valores razonables en el momento de su adquisici\u00f3n, o en </div><div class=\"po0 fs14 cl2 l367 t1193\" id=\"a3957\">la<div class=\"d0 w174\">\u00a0</div>fecha<div class=\"d0 w175\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>primera<div class=\"d0 w421\">\u00a0</div>consolidaci\u00f3n,<div class=\"d0 w228\">\u00a0</div>siempre<div class=\"d0 w419\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>cuando<div class=\"d0 w167\">\u00a0</div>esta<div class=\"d0 w368\">\u00a0</div>adquisici\u00f3n<div class=\"d0 w484\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>sea<div class=\"d0 w175\">\u00a0</div>posterior<div class=\"d0 w167\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l367 t1194\" id=\"a3958\">obtenci\u00f3n del control, se imputan de la siguiente forma: </div><div class=\"po0 fs33 cl2 l368 t1217\" id=\"a3961\">-</div><div class=\"po0 fs14 cl2 l369 t1218\" id=\"a3963\">Si<div class=\"d0 w175\">\u00a0</div>son<div class=\"d0 w162\">\u00a0</div>asignables<div class=\"d0 w420\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>elementos<div class=\"d0 w169\">\u00a0</div>patrimoniales<div class=\"d0 w293\">\u00a0</div>concretos<div class=\"d0 w368\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>sociedades<div class=\"d0 w518\">\u00a0</div>adquiridas, </div><div class=\"po0 fs14 cl2 l369 t1219\" id=\"a3964\">ajustando<div class=\"d0 w227\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>valores<div class=\"d0 w404\">\u00a0</div>netos<div class=\"d0 w222\">\u00a0</div>contables<div class=\"d0 w390\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>activos<div class=\"d0 w235\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>figuran<div class=\"d0 w227\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>sus<div class=\"d0 w282\">\u00a0</div>balances<div class=\"d0 w161\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l369 t1220\" id=\"a3965\">situaci\u00f3n al<div class=\"d0 w167\">\u00a0</div>valor razonable,<div class=\"d0 w55\">\u00a0</div>y cuyo<div class=\"d0 w366\">\u00a0</div>tratamiento contable sea<div class=\"d0 w229\">\u00a0</div>similar al<div class=\"d0 w283\">\u00a0</div>de los<div class=\"d0 w395\">\u00a0</div>mismos </div><div class=\"po0 fs14 cl2 l369 t1221\" id=\"a3970\">activos del Grupo. </div><div class=\"po0 fs33 cl2 l368 t1222\" id=\"a3972\">-</div><div class=\"po0 fs14 cl2 l369 t1223\" id=\"a3974\">Si son asignables a pasivos no contingentes, reconoci\u00e9ndolos en el balance de situaci\u00f3n </div><div class=\"po0 fs14 cl2 l369 t1224\" id=\"a3975\">consolidado,<div class=\"d0 w191\">\u00a0</div>si<div class=\"d0 w541\">\u00a0</div>es<div class=\"d0 w415\">\u00a0</div>probable<div class=\"d0 w212\">\u00a0</div>que<div class=\"d0 w197\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>salida<div class=\"d0 w203\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>recursos<div class=\"d0 w428\">\u00a0</div>para<div class=\"d0 w208\">\u00a0</div>liquidar<div class=\"d0 w262\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>obligaci\u00f3n </div><div class=\"po0 fs14 cl2 l369 t1225\" id=\"a3976\">incorpore beneficios econ\u00f3micos, y su valor razonable se pueda medir de<div class=\"d0 w268\">\u00a0</div>forma fiable. </div><div class=\"po0 fs33 cl2 l368 t1226\" id=\"a3978\">-</div><div class=\"po0 fs14 cl2 l455 t1227\" id=\"a3980\">Si son<div class=\"d0 w231\">\u00a0</div>asignables a<div class=\"d0 w33\">\u00a0</div>unos activos<div class=\"d0 w22\">\u00a0</div>intangibles concretos, reconoci\u00e9ndolos<div class=\"d0 w236\">\u00a0</div>expl\u00edcitamente </div><div class=\"po0 fs14 cl2 l455 t1228\" id=\"a3982\">en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>balance<div class=\"d0 w60\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>situaci\u00f3n<div class=\"d0 w264\">\u00a0</div>consolidado<div class=\"d0 w63\">\u00a0</div>siempre que<div class=\"d0 w25\">\u00a0</div>su<div class=\"d0 w56\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>razonable<div class=\"d0 w17\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>fecha<div class=\"d0 w368\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l455 t1229\" id=\"a3983\">adquisici\u00f3n pueda determinarse fiablemente. </div><div class=\"po0 fs33 cl2 l368 t1230\" id=\"a3985\">-</div><div class=\"po0 fs14 cl2 l455 t1231\" id=\"a3987\">Las diferencias restantes se registran como un fondo de comercio. </div><div class=\"po0 fs14 cl2 l367 t1232\" id=\"a3990\">Los cambios en la participaci\u00f3n de sociedades<div class=\"d0 w392\">\u00a0</div>dependientes que no dan lugar a una<div class=\"d0 w268\">\u00a0</div>p\u00e9rdida ni </div><div class=\"po0 fs14 cl2 l367 t1233\" id=\"a3992\">cambio de control se registran como transacciones de patrimonio.<div class=\"d0 w406\">\u00a0</div></div><div class=\"po0 fs14 cl2 l367 t1234\" id=\"a3996\">El fondo de comercio<div class=\"d0 w406\">\u00a0</div>se considera un activo<div class=\"d0 w341\">\u00a0</div>de la sociedad adquirida<div class=\"d0 w325\">\u00a0</div>y, por tanto, en el caso<div class=\"d0 w148\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l367 t1235\" id=\"a3997\">una<div class=\"d0 w226\">\u00a0</div>sociedad<div class=\"d0 w390\">\u00a0</div>dependiente<div class=\"d0 w539\">\u00a0</div>con<div class=\"d0 w389\">\u00a0</div>moneda<div class=\"d0 w391\">\u00a0</div>funcional<div class=\"d0 w539\">\u00a0</div>distinta<div class=\"d0 w176\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>euro<div class=\"d0 w238\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>valora<div class=\"d0 w390\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>moneda </div><div class=\"po0 fs14 cl2 l367 t1236\" id=\"a3998\">funcional de<div class=\"d0 w175\">\u00a0</div>esta sociedad,<div class=\"d0 w404\">\u00a0</div>realiz\u00e1ndose la<div class=\"d0 w419\">\u00a0</div>conversi\u00f3n a<div class=\"d0 w367\">\u00a0</div>euros al<div class=\"d0 w173\">\u00a0</div>tipo de<div class=\"d0 w404\">\u00a0</div>cambio vigente<div class=\"d0 w343\">\u00a0</div>a la </div><div class=\"po0 fs14 cl2 l456 t1237\" id=\"a4000\">fecha del balance de situaci\u00f3n.</div></div></div></div></div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer1780\"></div></div><div class=\"po1 w198 h91 lh0\" id=\"TextBlockContainer1798\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer1798\"><div class=\"po0 fs25 cl2 l340 t1239\" id=\"a4012\">e)</div></div><div class=\"po0 l342 t1088 f0\" id=\"div_1783_XBRL_TS_1672378febb8453ca617d5e33ff2f271\"><div class=\"po1 w374 h89 lh0\" id=\"TextBlockContainer1790\"><div class=\"po0 l342 t756 f0\" id=\"div_1784_XBRL_TS_735cde05954f42c29232bac3c99cac20\"><div class=\"po1 w374 h89 lh0\" id=\"TextBlockContainer1788\"><div class=\"po0 l342 t756 f0\" id=\"div_1785_XBRL_TS_8dba233fada4498997e323f7134dab92\"><div class=\"po1 w374 h89 lh0\" id=\"TextBlockContainer1786\"><div class=\"po1 w374 z0\" id=\"TextContainer1786\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4014\">Activos intangibles </div><div class=\"po0 fs14 cl2 l345 t1169\" id=\"a4016\">Los<div class=\"d0 w369\">\u00a0</div>principales<div class=\"d0 w165\">\u00a0</div>conceptos<div class=\"d0 w19\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Grupo<div class=\"d0 w543\">\u00a0</div>incluidos<div class=\"d0 w57\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>este<div class=\"d0 w484\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w63\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>criterios<div class=\"d0 w234\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>valoraci\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1170\" id=\"a4019\">utilizados son los siguientes: </div><div class=\"po0 fs26 cl2 l345 t1172\" id=\"a4022\">Aplicaciones inform\u00e1ticas- </div><div class=\"po0 fs14 cl2 l345 t1240\" id=\"a4026\">En<div class=\"d0 w237\">\u00a0</div>esta<div class=\"d0 w175\">\u00a0</div>cuenta<div class=\"d0 w230\">\u00a0</div>figuran<div class=\"d0 w230\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>importes<div class=\"d0 w169\">\u00a0</div>satisfechos<div class=\"d0 w368\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>desarrollo<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>programas<div class=\"d0 w290\">\u00a0</div>inform\u00e1ticos </div><div class=\"po0 fs14 cl2 l345 t1241\" id=\"a4027\">espec\u00edficos<div class=\"d0 w377\">\u00a0</div>o<div class=\"d0 w271\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>importes<div class=\"d0 w482\">\u00a0</div>incurridos<div class=\"d0 w297\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>adquisici\u00f3n<div class=\"d0 w199\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>terceros<div class=\"d0 w469\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>licencia<div class=\"d0 w281\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>uso<div class=\"d0 w373\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1242\" id=\"a4028\">programas. Se amortizan linealmente,<div class=\"d0 w626\">\u00a0</div>dependiendo del tipo<div class=\"d0 w375\">\u00a0</div>de programa o desarrollo,<div class=\"d0 w266\">\u00a0</div>durante </div><div class=\"po0 fs14 cl2 l345 t1243\" id=\"a4030\">el per\u00edodo en el que contribuyan a la generaci\u00f3n de beneficios. </div><div class=\"po0 fs26 cl2 l345 t1244\" id=\"a4033\">Prototipos- </div><div class=\"po0 fs14 cl2 l345 t1245\" id=\"a4037\">En<div class=\"d0 w541\">\u00a0</div>esta<div class=\"d0 w415\">\u00a0</div>cuenta<div class=\"d0 w512\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>incluyen,<div class=\"d0 w465\">\u00a0</div>fundamentalmente,<div class=\"d0 w505\">\u00a0</div>los<div class=\"d0 w194\">\u00a0</div>prototipos<div class=\"d0 w649\">\u00a0</div>para<div class=\"d0 w211\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>edici\u00f3n<div class=\"d0 w583\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>libros, </div><div class=\"po0 fs14 cl2 l345 t1246\" id=\"a4038\">valor\u00e1ndose<div class=\"d0 w58\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>coste<div class=\"d0 w60\">\u00a0</div>incurrido<div class=\"d0 w56\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>materiales<div class=\"d0 w30\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>trabajos<div class=\"d0 w31\">\u00a0</div>realizados<div class=\"d0 w19\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>terceros<div class=\"d0 w396\">\u00a0</div>hasta </div><div class=\"po0 fs14 cl2 l345 t1247\" id=\"a4039\">llegar<div class=\"d0 w213\">\u00a0</div>al<div class=\"d0 w203\">\u00a0</div>soporte<div class=\"d0 w213\">\u00a0</div>f\u00edsico<div class=\"d0 w491\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>permite<div class=\"d0 w431\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>reproducci\u00f3n<div class=\"d0 w586\">\u00a0</div>industrial<div class=\"d0 w399\">\u00a0</div>seriada.<div class=\"d0 w505\">\u00a0</div>Los<div class=\"d0 w263\">\u00a0</div>prototipos<div class=\"d0 w684\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l345 t1248\" id=\"a4041\">amortizan linealmente en tres ejercicios a<div class=\"d0 w557\">\u00a0</div>partir del momento de lanzamiento al<div class=\"d0 w126\">\u00a0</div>mercado, en el </div><div class=\"po0 fs14 cl2 l345 t1249\" id=\"a4042\">caso de libros de texto e idiomas, atlas, diccionarios, enciclopedias y grandes obras. El coste de </div><div class=\"po0 fs14 cl2 l345 t1250\" id=\"a4043\">los<div class=\"d0 w293\">\u00a0</div>prototipos<div class=\"d0 w19\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>libros<div class=\"d0 w31\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>espera<div class=\"d0 w293\">\u00a0</div>editar<div class=\"d0 w19\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>carga<div class=\"d0 w58\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>cuenta<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>resultados<div class=\"d0 w368\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t1251\" id=\"a4045\">ejercicio en el que se toma la decisi\u00f3n de no editar. </div><div class=\"po0 fs26 cl2 l345 t1252\" id=\"a4048\">Anticipos de derechos de autor- </div><div class=\"po0 fs14 cl2 l345 t1253\" id=\"a4052\">Recoge<div class=\"d0 w539\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>importes<div class=\"d0 w169\">\u00a0</div>adelantados<div class=\"d0 w63\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>autores,<div class=\"d0 w60\">\u00a0</div>est\u00e9n<div class=\"d0 w165\">\u00a0</div>o<div class=\"d0 w30\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>pagados,<div class=\"d0 w239\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>cuenta<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>futuros </div><div class=\"po0 fs14 cl2 l345 t1254\" id=\"a4053\">derechos<div class=\"d0 w170\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>regal\u00edas<div class=\"d0 w475\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>derecho<div class=\"d0 w391\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>uso<div class=\"d0 w5\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>distintas<div class=\"d0 w390\">\u00a0</div>manifestaciones<div class=\"d0 w224\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>propiedad </div><div class=\"po0 fs14 cl2 l345 t1255\" id=\"a4054\">intelectual. Los<div class=\"d0 w620\">\u00a0</div>anticipos de<div class=\"d0 w145\">\u00a0</div>derechos de<div class=\"d0 w685\">\u00a0</div>autor se<div class=\"d0 w405\">\u00a0</div>imputan como<div class=\"d0 w686\">\u00a0</div>gasto en<div class=\"d0 w550\">\u00a0</div>la cuenta<div class=\"d0 w634\">\u00a0</div>de resultados </div><div class=\"po0 fs14 cl2 l345 t1256\" id=\"a4056\">a partir del momento de<div class=\"d0 w18\">\u00a0</div>lanzamiento del libro al mercado, de acuerdo con el porcentaje<div class=\"d0 w47\">\u00a0</div>fijado </div><div class=\"po0 fs14 cl2 l345 t1257\" id=\"a4057\">en cada<div class=\"d0 w8\">\u00a0</div>contrato, aplicado sobre<div class=\"d0 w235\">\u00a0</div>el precio<div class=\"d0 w19\">\u00a0</div>de cubierta<div class=\"d0 w39\">\u00a0</div>del libro.<div class=\"d0 w295\">\u00a0</div>Se presentan en<div class=\"d0 w345\">\u00a0</div>el balance<div class=\"d0 w24\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1258\" id=\"a4058\">situaci\u00f3n por su coste, una vez deducida la parte que<div class=\"d0 w353\">\u00a0</div>se ha llevado a resultados. Dicho coste se </div><div class=\"po0 fs14 cl2 l345 t1259\" id=\"a4061\">revisa cada ejercicio,<div class=\"d0 w515\">\u00a0</div>registr\u00e1ndose, en caso<div class=\"d0 w402\">\u00a0</div>necesario, una correcci\u00f3n<div class=\"d0 w446\">\u00a0</div>de valor en funci\u00f3n<div class=\"d0 w332\">\u00a0</div>de las </div><div class=\"po0 fs14 cl2 l345 t1260\" id=\"a4064\">expectativas de venta del t\u00edtulo correspondiente. </div><div class=\"po0 fs26 cl2 l345 t1261\" id=\"a4067\">Otros activos intangibles- </div><div class=\"po0 fs14 cl2 l345 t1262\" id=\"a4071\">Recoge<div class=\"d0 w687\">\u00a0</div>b\u00e1sicamente<div class=\"d0 w688\">\u00a0</div>los<div class=\"d0 w689\">\u00a0</div>importes<div class=\"d0 w690\">\u00a0</div>desembolsados<div class=\"d0 w691\">\u00a0</div>en<div class=\"d0 w692\">\u00a0</div>la<div class=\"d0 w693\">\u00a0</div>adquisici\u00f3n<div class=\"d0 w694\">\u00a0</div>de<div class=\"d0 w695\">\u00a0</div>concesiones </div><div class=\"po0 fs14 cl2 l345 t1263\" id=\"a4072\">administrativas para<div class=\"d0 w85\">\u00a0</div>la explotaci\u00f3n<div class=\"d0 w267\">\u00a0</div>de frecuencias<div class=\"d0 w410\">\u00a0</div>radiof\u00f3nicas, sujetas<div class=\"d0 w515\">\u00a0</div>al r\u00e9gimen<div class=\"d0 w328\">\u00a0</div>de concesi\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1264\" id=\"a4073\">administrativa<div class=\"d0 w534\">\u00a0</div>temporal.<div class=\"d0 w602\">\u00a0</div>Estas<div class=\"d0 w351\">\u00a0</div>concesiones<div class=\"d0 w513\">\u00a0</div>son<div class=\"d0 w430\">\u00a0</div>otorgadas<div class=\"d0 w68\">\u00a0</div>por<div class=\"d0 w188\">\u00a0</div>per\u00edodos<div class=\"d0 w551\">\u00a0</div>plurianuales<div class=\"d0 w188\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l345 t1265\" id=\"a4075\">car\u00e1cter renovable, en<div class=\"d0 w55\">\u00a0</div>funci\u00f3n de la<div class=\"d0 w295\">\u00a0</div>legislaci\u00f3n de cada pa\u00eds,<div class=\"d0 w24\">\u00a0</div>y se<div class=\"d0 w395\">\u00a0</div>amortizan linealmente en el </div><div class=\"po0 fs14 cl2 l345 t1266\" id=\"a4076\">per\u00edodo<div class=\"d0 w419\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>concesi\u00f3n,<div class=\"d0 w421\">\u00a0</div>excepto<div class=\"d0 w31\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>aquellos<div class=\"d0 w539\">\u00a0</div>casos<div class=\"d0 w129\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>costes<div class=\"d0 w484\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>renovaci\u00f3n<div class=\"d0 w480\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>fuesen </div><div class=\"po0 fs14 cl2 l345 t1267\" id=\"a4077\">significativos y las obligaciones<div class=\"d0 w478\">\u00a0</div>exigidas f\u00e1cilmente alcanzables, en<div class=\"d0 w329\">\u00a0</div>cuyo caso son consideradas </div><div class=\"po0 fs14 cl2 l345 t1268\" id=\"a4079\">activos de vida<div class=\"d0 w330\">\u00a0</div>\u00fatil indefinida<div class=\"d0 w329\">\u00a0</div>(estas \u00faltimas corresponden<div class=\"d0 w585\">\u00a0</div>principalmente a Sociedad<div class=\"d0 w696\">\u00a0</div>Espa\u00f1ola </div><div class=\"po0 fs14 cl2 l341 t1269\" id=\"a4087\">de Radiodifusi\u00f3n, S.L.U. y Grupo Latino de Radiodifusi\u00f3n Chile, Ltda.).</div></div></div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer1799\"><div class=\"po0 fs25 cl2 l340 t1270\" id=\"a4093\">f)</div></div><div class=\"po0 l342 t1271 f0\" id=\"div_1792_XBRL_TS_0d0ed9d32597427fbddaee9d545ce747\"><div class=\"po1 w374 h90 lh0\" id=\"TextBlockContainer1796\"><div class=\"po0 l342 t756 f0\" id=\"div_1793_XBRL_TS_99b6b9aa93d94e328740b3d5becc689a\"><div class=\"po1 w374 h90 lh0\" id=\"TextBlockContainer1794\"><div class=\"po1 w374 z0\" id=\"TextContainer1794\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4095\">P\u00e9rdidas por deterioro de valor de activos no financieros </div><div class=\"po0 fs14 cl2 l345 t920\" id=\"a4098\">Cuando hubiera indicios<div class=\"d0 w366\">\u00a0</div>de deterioro, se<div class=\"d0 w18\">\u00a0</div>analiza el valor<div class=\"d0 w395\">\u00a0</div>de los activos<div class=\"d0 w129\">\u00a0</div>para determinar si<div class=\"d0 w31\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a4100\">mismos<div class=\"d0 w369\">\u00a0</div>hubieran<div class=\"d0 w47\">\u00a0</div>sufrido<div class=\"d0 w264\">\u00a0</div>una<div class=\"d0 w110\">\u00a0</div>p\u00e9rdida<div class=\"d0 w396\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>deterioro.<div class=\"d0 w395\">\u00a0</div>En<div class=\"d0 w32\">\u00a0</div>caso<div class=\"d0 w295\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>exista<div class=\"d0 w200\">\u00a0</div>alg\u00fan<div class=\"d0 w55\">\u00a0</div>indicio se </div><div class=\"po0 fs14 cl2 l345 t922\" id=\"a4101\">realiza una estimaci\u00f3n del importe recuperable de dicho activo para<div class=\"d0 w396\">\u00a0</div>determinar, en su caso, el </div></div></div></div></div></div></div><div class=\"po1 w502 h92 lh0\" id=\"TextBlockContainer1809\"><div class=\"po0 l342 t756 f0\" id=\"div_1803_XBRL_TS_99b6b9aa93d94e328740b3d5becc689a_1\"><div class=\"po1 w502 h92 lh0\" id=\"TextBlockContainer1807\"><div class=\"po0 l342 t756 f0\" id=\"div_1804_XBRL_TS_0d0ed9d32597427fbddaee9d545ce747_1\"><div class=\"po1 w502 h92 lh0\" id=\"TextBlockContainer1805\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer1805\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a4112\">importe<div class=\"d0 w24\">\u00a0</div>del deterioro<div class=\"d0 w475\">\u00a0</div>necesario. Si<div class=\"d0 w230\">\u00a0</div>se trata<div class=\"d0 w338\">\u00a0</div>de activos<div class=\"d0 w421\">\u00a0</div>identificables que<div class=\"d0 w486\">\u00a0</div>no generan<div class=\"d0 w367\">\u00a0</div>flujos de </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a4117\">caja de forma independiente, se estima la recuperabilidad de la unidad generadora de efectivo </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a4118\">a la<div class=\"d0 w620\">\u00a0</div>que el<div class=\"d0 w328\">\u00a0</div>activo pertenece.<div class=\"d0 w473\">\u00a0</div>A estos<div class=\"d0 w488\">\u00a0</div>efectos, se<div class=\"d0 w446\">\u00a0</div>define unidad<div class=\"d0 w559\">\u00a0</div>generadora efectiva,<div class=\"d0 w555\">\u00a0</div>como el<div class=\"d0 w328\">\u00a0</div>grupo </div><div class=\"po0 fs14 cl2 l362 t817\" id=\"a4120\">identificable<div class=\"d0 w248\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>activos<div class=\"d0 w235\">\u00a0</div>m\u00e1s<div class=\"d0 w335\">\u00a0</div>peque\u00f1o,<div class=\"d0 w233\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>genera<div class=\"d0 w233\">\u00a0</div>entradas<div class=\"d0 w161\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>efectivo<div class=\"d0 w232\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>sean,<div class=\"d0 w337\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>buena </div><div class=\"po0 fs14 cl2 l362 t818\" id=\"a4121\">medida, independientes<div class=\"d0 w515\">\u00a0</div>de los flujos<div class=\"d0 w446\">\u00a0</div>de efectivo<div class=\"d0 w341\">\u00a0</div>derivados de<div class=\"d0 w392\">\u00a0</div>otros activos<div class=\"d0 w406\">\u00a0</div>o grupos de<div class=\"d0 w330\">\u00a0</div>activos. </div><div class=\"po0 fs14 cl2 l362 t819\" id=\"a4122\">El Grupo identifica estas unidades<div class=\"d0 w557\">\u00a0</div>generadoras de efectivo, en t\u00e9rminos<div class=\"d0 w328\">\u00a0</div>generales, por negocio </div><div class=\"po0 fs14 cl2 l362 t820\" id=\"a4124\">y pa\u00eds. </div><div class=\"po0 fs14 cl2 l362 t822\" id=\"a4127\">En el<div class=\"d0 w406\">\u00a0</div>caso de<div class=\"d0 w326\">\u00a0</div>las unidades<div class=\"d0 w621\">\u00a0</div>generadoras de<div class=\"d0 w584\">\u00a0</div>efectivo a<div class=\"d0 w354\">\u00a0</div>las que<div class=\"d0 w697\">\u00a0</div>se han asignado<div class=\"d0 w698\">\u00a0</div>fondos de<div class=\"d0 w558\">\u00a0</div>comercio </div><div class=\"po0 fs14 cl2 l362 t823\" id=\"a4128\">o activos<div class=\"d0 w293\">\u00a0</div>intangibles con<div class=\"d0 w26\">\u00a0</div>una vida<div class=\"d0 w111\">\u00a0</div>\u00fatil indefinida,<div class=\"d0 w59\">\u00a0</div>el an\u00e1lisis<div class=\"d0 w383\">\u00a0</div>de su<div class=\"d0 w475\">\u00a0</div>recuperaci\u00f3n se<div class=\"d0 w17\">\u00a0</div>realiza de </div><div class=\"po0 fs14 cl2 l362 t824\" id=\"a4130\">forma sistem\u00e1tica al cierre de cada ejercicio o<div class=\"d0 w395\">\u00a0</div>bajo circunstancias consideradas necesarias para </div><div class=\"po0 fs14 cl2 l362 t825\" id=\"a4131\">realizar tal<div class=\"d0 w295\">\u00a0</div>an\u00e1lisis. El<div class=\"d0 w201\">\u00a0</div>Grupo ha<div class=\"d0 w366\">\u00a0</div>considerado como<div class=\"d0 w59\">\u00a0</div>criterio a<div class=\"d0 w234\">\u00a0</div>la hora<div class=\"d0 w17\">\u00a0</div>de preparar<div class=\"d0 w55\">\u00a0</div>sus tests<div class=\"d0 w7\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t826\" id=\"a4137\">deterioro el realizar un \u00fanico escenario de flujos para cada an\u00e1lisis de<div class=\"d0 w561\">\u00a0</div>recuperaci\u00f3n. </div><div class=\"po0 fs14 cl2 l362 t1056\" id=\"a4141\">El importe<div class=\"d0 w292\">\u00a0</div>recuperable es<div class=\"d0 w170\">\u00a0</div>el mayor<div class=\"d0 w222\">\u00a0</div>entre el<div class=\"d0 w284\">\u00a0</div>valor razonable<div class=\"d0 w485\">\u00a0</div>minorado<div class=\"d0 w50\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>el coste<div class=\"d0 w227\">\u00a0</div>necesario </div><div class=\"po0 fs14 cl2 l362 t1057\" id=\"a4142\">para su venta y el<div class=\"d0 w125\">\u00a0</div>valor en uso, entendiendo<div class=\"d0 w446\">\u00a0</div>por \u00e9ste el valor<div class=\"d0 w516\">\u00a0</div>actual de los flujos de<div class=\"d0 w556\">\u00a0</div>caja futuros </div><div class=\"po0 fs14 cl2 l362 t1059\" id=\"a4143\">estimados,<div class=\"d0 w236\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>partir<div class=\"d0 w59\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>presupuestos<div class=\"d0 w27\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>planes de<div class=\"d0 w273\">\u00a0</div>negocio<div class=\"d0 w27\">\u00a0</div>m\u00e1s<div class=\"d0 w333\">\u00a0</div>recientes,<div class=\"d0 w57\">\u00a0</div>que su<div class=\"d0 w699\">\u00a0</div>caso, son </div><div class=\"po0 fs14 cl2 l362 t1061\" id=\"a4149\">aprobados por los \u00f3rganos de gobierno<div class=\"d0 w47\">\u00a0</div>de las unidades de negocio y del<div class=\"d0 w18\">\u00a0</div>Grupo, y con los que </div><div class=\"po0 fs14 cl2 l362 t1124\" id=\"a4153\">se<div class=\"d0 w3\">\u00a0</div>hace<div class=\"d0 w2\">\u00a0</div>seguimiento<div class=\"d0 w176\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>marcha<div class=\"d0 w285\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>mismos.<div class=\"d0 w245\">\u00a0</div>Estos<div class=\"d0 w338\">\u00a0</div>presupuestos<div class=\"d0 w235\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>planes<div class=\"d0 w5\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>negocio </div><div class=\"po0 fs14 cl2 l362 t1062\" id=\"a4158\">incorporan<div class=\"d0 w700\">\u00a0</div>las<div class=\"d0 w356\">\u00a0</div>mejores<div class=\"d0 w314\">\u00a0</div>estimaciones<div class=\"d0 w701\">\u00a0</div>disponibles<div class=\"d0 w569\">\u00a0</div>de<div class=\"d0 w702\">\u00a0</div>ingresos<div class=\"d0 w646\">\u00a0</div>y<div class=\"d0 w177\">\u00a0</div>costes<div class=\"d0 w703\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>las<div class=\"d0 w622\">\u00a0</div>unidades </div><div class=\"po0 fs14 cl2 l362 t1063\" id=\"a4160\">generadoras<div class=\"d0 w258\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>efectivo<div class=\"d0 w193\">\u00a0</div>utilizando<div class=\"d0 w541\">\u00a0</div>previsiones<div class=\"d0 w197\">\u00a0</div>sectoriales<div class=\"d0 w197\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>las<div class=\"d0 w588\">\u00a0</div>expectativas<div class=\"d0 w590\">\u00a0</div>futuras.<div class=\"d0 w674\">\u00a0</div>En </div><div class=\"po0 fs14 cl2 l362 t1125\" id=\"a4163\">concreto,<div class=\"d0 w129\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>proyecciones<div class=\"d0 w20\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>ingresos<div class=\"d0 w26\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>apoyan,<div class=\"d0 w395\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>medida<div class=\"d0 w201\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>lo posible,<div class=\"d0 w276\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>fuentes<div class=\"d0 w231\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t1064\" id=\"a4164\">informaci\u00f3n externas,<div class=\"d0 w283\">\u00a0</div>tales como<div class=\"d0 w390\">\u00a0</div>publicaciones sectoriales<div class=\"d0 w7\">\u00a0</div>relativas a<div class=\"d0 w230\">\u00a0</div>los negocios<div class=\"d0 w223\">\u00a0</div>en los<div class=\"d0 w389\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l362 t1065\" id=\"a4165\">opera<div class=\"d0 w571\">\u00a0</div>el<div class=\"d0 w575\">\u00a0</div>Grupo,<div class=\"d0 w594\">\u00a0</div>cuotas<div class=\"d0 w219\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>mercado,<div class=\"d0 w704\">\u00a0</div>perspectivas<div class=\"d0 w306\">\u00a0</div>macroecon\u00f3micas,<div class=\"d0 w178\">\u00a0</div>etc.,<div class=\"d0 w178\">\u00a0</div>junto<div class=\"d0 w184\">\u00a0</div>con<div class=\"d0 w705\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l362 t1128\" id=\"a4167\">informaci\u00f3n y evoluci\u00f3n hist\u00f3rica. </div><div class=\"po0 fs14 cl2 l362 t1130\" id=\"a4170\">Estas<div class=\"d0 w351\">\u00a0</div>previsiones<div class=\"d0 w242\">\u00a0</div>futuras<div class=\"d0 w401\">\u00a0</div>cubren<div class=\"d0 w400\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>pr\u00f3ximos<div class=\"d0 w397\">\u00a0</div>cinco<div class=\"d0 w706\">\u00a0</div>a\u00f1os,<div class=\"d0 w541\">\u00a0</div>incluyendo<div class=\"d0 w611\">\u00a0</div>un<div class=\"d0 w191\">\u00a0</div>valor<div class=\"d0 w707\">\u00a0</div>terminal </div><div class=\"po0 fs14 cl2 l362 t1131\" id=\"a4172\">adecuado<div class=\"d0 w339\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>cada<div class=\"d0 w3\">\u00a0</div>negocio<div class=\"d0 w335\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>calcula<div class=\"d0 w5\">\u00a0</div>como<div class=\"d0 w166\">\u00a0</div>una<div class=\"d0 w339\">\u00a0</div>renta<div class=\"d0 w285\">\u00a0</div>perpetua<div class=\"d0 w380\">\u00a0</div>extrapolando<div class=\"d0 w335\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>flujo </div><div class=\"po0 fs14 cl2 l362 t1132\" id=\"a4175\">normalizado<div class=\"d0 w417\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>a\u00f1o<div class=\"d0 w551\">\u00a0</div>cinco<div class=\"d0 w706\">\u00a0</div>utilizando<div class=\"d0 w551\">\u00a0</div>una<div class=\"d0 w191\">\u00a0</div>tasa<div class=\"d0 w441\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>crecimiento<div class=\"d0 w241\">\u00a0</div>constante.<div class=\"d0 w565\">\u00a0</div>Estos<div class=\"d0 w583\">\u00a0</div>flujos<div class=\"d0 w211\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l362 t1134\" id=\"a4177\">descuentan para<div class=\"d0 w248\">\u00a0</div>calcular su<div class=\"d0 w344\">\u00a0</div>valor actual<div class=\"d0 w543\">\u00a0</div>a una<div class=\"d0 w119\">\u00a0</div>tasa que<div class=\"d0 w175\">\u00a0</div>refleja el<div class=\"d0 w286\">\u00a0</div>coste medio<div class=\"d0 w8\">\u00a0</div>ponderado del </div><div class=\"po0 fs14 cl2 l362 t1272\" id=\"a4178\">capital empleado<div class=\"d0 w343\">\u00a0</div>ajustado por<div class=\"d0 w286\">\u00a0</div>el riesgo<div class=\"d0 w543\">\u00a0</div>pa\u00eds y<div class=\"d0 w173\">\u00a0</div>riesgo negocio<div class=\"d0 w19\">\u00a0</div>correspondiente a<div class=\"d0 w480\">\u00a0</div>cada unidad </div><div class=\"po0 fs14 cl2 l362 t1273\" id=\"a4179\">generadora de efectivo.<div class=\"d0 w21\">\u00a0</div>As\u00ed, en<div class=\"d0 w18\">\u00a0</div>el ejercicio 2024<div class=\"d0 w30\">\u00a0</div>las tasas utilizadas<div class=\"d0 w21\">\u00a0</div>(excluyendo Argentina) se </div><div class=\"po0 fs14 cl2 l362 t1274\" id=\"a4183\">han situado entre el 8,0% y el 27,0% en<div class=\"d0 w561\">\u00a0</div>funci\u00f3n del negocio objeto de<div class=\"d0 w516\">\u00a0</div>an\u00e1lisis (entre el 8,0% y el </div><div class=\"po0 fs14 cl2 l362 t1275\" id=\"a4188\">20,0% en el ejercicio 2023). </div><div class=\"po0 fs14 cl2 l362 t1276\" id=\"a4196\">En el caso<div class=\"d0 w403\">\u00a0</div>de que el<div class=\"d0 w584\">\u00a0</div>importe recuperable<div class=\"d0 w144\">\u00a0</div>sea inferior<div class=\"d0 w498\">\u00a0</div>al valor neto<div class=\"d0 w384\">\u00a0</div>en libros del<div class=\"d0 w403\">\u00a0</div>activo, se<div class=\"d0 w488\">\u00a0</div>registra </div><div class=\"po0 fs14 cl2 l362 t1277\" id=\"a4197\">la<div class=\"d0 w189\">\u00a0</div>correspondiente<div class=\"d0 w261\">\u00a0</div>p\u00e9rdida<div class=\"d0 w399\">\u00a0</div>por<div class=\"d0 w188\">\u00a0</div>deterioro<div class=\"d0 w209\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>cuenta<div class=\"d0 w187\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>resultados<div class=\"d0 w415\">\u00a0</div>consolidada<div class=\"d0 w431\">\u00a0</div>por<div class=\"d0 w188\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l362 t1278\" id=\"a4198\">diferencia. </div><div class=\"po0 fs14 cl2 l340 t1279\" id=\"a4201\">Para<div class=\"d0 w227\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>resto<div class=\"d0 w229\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>inmovilizado<div class=\"d0 w56\">\u00a0</div>material<div class=\"d0 w420\">\u00a0</div>e<div class=\"d0 w250\">\u00a0</div>intangible,<div class=\"d0 w7\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>analiza<div class=\"d0 w368\">\u00a0</div>si<div class=\"d0 w237\">\u00a0</div>existen<div class=\"d0 w169\">\u00a0</div>indicios<div class=\"d0 w238\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1280\" id=\"a4202\">deterioro<div class=\"d0 w167\">\u00a0</div>basados,<div class=\"d0 w176\">\u00a0</div>entre<div class=\"d0 w250\">\u00a0</div>otros<div class=\"d0 w539\">\u00a0</div>aspectos,<div class=\"d0 w369\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>existencia<div class=\"d0 w7\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>obsolescencia<div class=\"d0 w167\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>dichos<div class=\"d0 w343\">\u00a0</div>activos, </div><div class=\"po0 fs14 cl2 l340 t1281\" id=\"a4203\">continuidad<div class=\"d0 w57\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>rentabilidad<div class=\"d0 w57\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>negocios<div class=\"d0 w21\">\u00a0</div>donde<div class=\"d0 w30\">\u00a0</div>operan<div class=\"d0 w236\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>mismos,<div class=\"d0 w420\">\u00a0</div>evidencias<div class=\"d0 w395\">\u00a0</div>externas<div class=\"d0 w50\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t855\" id=\"a4205\">otros factores<div class=\"d0 w345\">\u00a0</div>ex\u00f3genos que<div class=\"d0 w21\">\u00a0</div>supusieran una<div class=\"d0 w111\">\u00a0</div>disminuci\u00f3n del<div class=\"d0 w20\">\u00a0</div>valor de<div class=\"d0 w343\">\u00a0</div>recuperable por<div class=\"d0 w129\">\u00a0</div>debajo </div><div class=\"po0 fs14 cl2 l340 t1282\" id=\"a4206\">del valor en libros de dichos activos.<div class=\"d0 w708\">\u00a0</div></div><div class=\"po0 fs14 cl2 l362 t1283\" id=\"a4209\">Las<div class=\"d0 w288\">\u00a0</div>p\u00e9rdidas<div class=\"d0 w345\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>deterioro<div class=\"d0 w287\">\u00a0</div>reconocidas<div class=\"d0 w421\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>activo<div class=\"d0 w539\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>ejercicios<div class=\"d0 w338\">\u00a0</div>anteriores<div class=\"d0 w518\">\u00a0</div>son<div class=\"d0 w174\">\u00a0</div>revertidas </div><div class=\"po0 fs14 cl2 l362 t1284\" id=\"a4210\">cuando se produce un<div class=\"d0 w561\">\u00a0</div>cambio en las estimaciones<div class=\"d0 w697\">\u00a0</div>sobre su importe recuperable<div class=\"d0 w387\">\u00a0</div>aumentando el </div><div class=\"po0 fs14 cl2 l362 t1285\" id=\"a4211\">valor<div class=\"d0 w200\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>activo<div class=\"d0 w296\">\u00a0</div>con<div class=\"d0 w264\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>l\u00edmite<div class=\"d0 w395\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>valor<div class=\"d0 w49\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>libros que<div class=\"d0 w463\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>activo<div class=\"d0 w296\">\u00a0</div>hubiera<div class=\"d0 w366\">\u00a0</div>tenido<div class=\"d0 w231\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>haberse </div></div></div></div></div></div></div><div class=\"po1 w198 h98 lh0\" id=\"TextBlockContainer1846\"><div class=\"po0 l342 t756 f0\" id=\"div_1812_XBRL_TS_99b6b9aa93d94e328740b3d5becc689a_2\"><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer1816\"><div class=\"po0 l342 t756 f0\" id=\"div_1813_XBRL_TS_0d0ed9d32597427fbddaee9d545ce747_2\"><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer1814\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer1814\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4222\">realizado el deterioro. Inmediatamente se reconoce la reversi\u00f3n de la p\u00e9rdida por deterioro de </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a4225\">valor como ingreso<div class=\"d0 w169\">\u00a0</div>en la cuenta<div class=\"d0 w58\">\u00a0</div>de resultados consolidada.<div class=\"d0 w26\">\u00a0</div>En el caso<div class=\"d0 w264\">\u00a0</div>del fondo de<div class=\"d0 w60\">\u00a0</div>comercio, </div><div class=\"po0 fs14 cl2 l341 t1286\" id=\"a4226\">los deterioros realizados no son reversibles.</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer1846\"><div class=\"po0 fs25 cl2 l340 t1287\" id=\"a4231\">g)</div></div><div class=\"po0 l342 t760 f0\" id=\"div_1818_XBRL_TS_cfe38758754a4b17968643802f5dd288\"><div class=\"po1 w374 h97 lh0\" id=\"TextBlockContainer1843\"><div class=\"po1 w374 z0\" id=\"TextContainer1843\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4233\">Instrumentos financieros </div></div><div class=\"po0 l396 t1011 f0\" id=\"div_1819_XBRL_TS_f518924407d64526b20fc82dc3c273f7\"><div class=\"po1 w198 h96 lh0\" id=\"TextBlockContainer1839\"><div class=\"po1 w198 z0\" id=\"TextContainer1839\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4235\">Los activos financieros se clasifican en tres categor\u00edas: (i) coste amortizado, (ii) valor razonable </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4236\">con<div class=\"d0 w477\">\u00a0</div>cambios<div class=\"d0 w172\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>otro<div class=\"d0 w235\">\u00a0</div>resultado<div class=\"d0 w250\">\u00a0</div>integral<div class=\"d0 w165\">\u00a0</div>(patrimonio)<div class=\"d0 w247\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>(iii)<div class=\"d0 w290\">\u00a0</div>valor<div class=\"d0 w615\">\u00a0</div>razonable<div class=\"d0 w345\">\u00a0</div>con<div class=\"d0 w477\">\u00a0</div>cambios<div class=\"d0 w169\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4237\">p\u00e9rdidas y ganancias, perteneciendo<div class=\"d0 w55\">\u00a0</div>la pr\u00e1ctica totalidad de<div class=\"d0 w58\">\u00a0</div>los activos financieros del<div class=\"d0 w543\">\u00a0</div>Grupo </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a4240\">a la categor\u00eda de coste amortizado. </div></div><div class=\"po0 l342 t1301 f0\" id=\"div_1820_XBRL_TS_dcbf18b4205f47e7bb62bf34b70f03d7\"><div class=\"po1 w198 h94 lh0\" id=\"TextBlockContainer1828\"><div class=\"po0 l342 t756 f0\" id=\"div_1821_XBRL_TS_23bddb278cf04cb787713096fb03a7a9\"><div class=\"po1 w198 h94 lh0\" id=\"TextBlockContainer1825\"><div class=\"po1 w198 z0\" id=\"TextContainer1825\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4243\">Inversiones financieras a coste amortizado- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a4247\">En este ep\u00edgrafe se incluyen las siguientes cuentas: </div><div class=\"po0 fs33 cl2 l457 t1289\" id=\"a4249\">-</div><div class=\"po0 fs26 cl2 l458 t1290\" id=\"a4251\">Cr\u00e9ditos</div><div class=\"po0 fs14 cl2 l459 t1291\" id=\"a4252\">: bajo<div class=\"d0 w47\">\u00a0</div>este ep\u00edgrafe se<div class=\"d0 w164\">\u00a0</div>recogen los activos<div class=\"d0 w368\">\u00a0</div>financieros originados en<div class=\"d0 w57\">\u00a0</div>la venta de </div><div class=\"po0 fs14 cl2 l458 t1292\" id=\"a4253\">bienes o en<div class=\"d0 w584\">\u00a0</div>la prestaci\u00f3n<div class=\"d0 w341\">\u00a0</div>de servicios<div class=\"d0 w85\">\u00a0</div>por operaciones de<div class=\"d0 w559\">\u00a0</div>tr\u00e1fico de<div class=\"d0 w392\">\u00a0</div>la empresa, o<div class=\"d0 w330\">\u00a0</div>los que, </div><div class=\"po0 fs14 cl2 l458 t1293\" id=\"a4256\">no<div class=\"d0 w475\">\u00a0</div>teniendo<div class=\"d0 w27\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>origen<div class=\"d0 w26\">\u00a0</div>comercial,<div class=\"d0 w34\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>son<div class=\"d0 w59\">\u00a0</div>instrumentos de<div class=\"d0 w294\">\u00a0</div>patrimonio<div class=\"d0 w20\">\u00a0</div>ni<div class=\"d0 w394\">\u00a0</div>derivados y </div><div class=\"po0 fs14 cl2 l458 t1294\" id=\"a4257\">cuyos cobros son de cuant\u00eda fija o determinable y no se negocian en un<div class=\"d0 w299\">\u00a0</div>mercado activo, </div><div class=\"po0 fs14 cl2 l458 t1295\" id=\"a4258\">de<div class=\"d0 w271\">\u00a0</div>manera<div class=\"d0 w288\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>Grupo<div class=\"d0 w340\">\u00a0</div>tiene<div class=\"d0 w2\">\u00a0</div>intenci\u00f3n<div class=\"d0 w615\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>mantenerlos<div class=\"d0 w222\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>obtener<div class=\"d0 w161\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>flujos<div class=\"d0 w337\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l458 t1296\" id=\"a4259\">efectivo contractuales.<div class=\"d0 w709\">\u00a0</div></div><div class=\"po0 fs33 cl2 l457 t1297\" id=\"a4262\">-</div></div><div class=\"po0 l463 t1300 f0\" id=\"div_1822_XBRL_TS_c993acfc07b046c397fac81c2ffbf05b\"><div class=\"po1 w712 h93 lh0\" id=\"TextBlockContainer1823\"><div class=\"po1 w712 z0\" id=\"TextContainer1823\"><div class=\"po0 fs26 cl2 l460 t756\" id=\"a4264\">Otros<div class=\"d0 w323\">\u00a0</div>activos<div class=\"d0 w700\">\u00a0</div>financieros<div class=\"d0 w710\">\u00a0</div>a<div class=\"d0 w575\">\u00a0</div>coste<div class=\"d0 w594\">\u00a0</div>amortizado</div><div class=\"po0 fs14 cl2 l461 t756\" id=\"a4265\">:<div class=\"d0 w711\">\u00a0</div>activos<div class=\"d0 w657\">\u00a0</div>financieros<div class=\"d0 w356\">\u00a0</div>con<div class=\"d0 w705\">\u00a0</div>pagos<div class=\"d0 w217\">\u00a0</div>fijos<div class=\"d0 w522\">\u00a0</div>o </div><div class=\"po0 fs14 cl2 l460 t1298\" id=\"a4266\">determinables<div class=\"d0 w6\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>vencimientos<div class=\"d0 w291\">\u00a0</div>establecidos<div class=\"d0 w476\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Grupo<div class=\"d0 w340\">\u00a0</div>tiene<div class=\"d0 w2\">\u00a0</div>intenci\u00f3n<div class=\"d0 w615\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l460 t1299\" id=\"a4267\">capacidad<div class=\"d0 w500\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>mantenerlos<div class=\"d0 w222\">\u00a0</div>hasta<div class=\"d0 w633\">\u00a0</div>su<div class=\"d0 w274\">\u00a0</div>vencimiento<div class=\"d0 w3\">\u00a0</div>para<div class=\"d0 w448\">\u00a0</div>obtener<div class=\"d0 w377\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>flujos<div class=\"d0 w337\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>efectivo </div><div class=\"po0 fs14 cl2 l462 t1164\" id=\"a4268\">contractuales.</div></div></div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer1840\"></div><div class=\"po0 l342 t1310 f0\" id=\"div_1830_XBRL_TS_1f2a683ea08d4a8caf8914c6112019a0\"><div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1837\"><div class=\"po0 l342 t756 f0\" id=\"div_1831_XBRL_TS_817f93b7dc05486c8b06a27fac880e22\"><div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1835\"><div class=\"po0 l342 t756 f0\" id=\"div_1832_XBRL_TS_1071b9432ef1468eae64dfe7d6c32f70\"><div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1833\"><div class=\"po1 w198 z0\" id=\"TextContainer1833\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4271\">Deterioro de valor y baja de activos financieros- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a4276\">En la fecha de reconocimiento inicial de los<div class=\"d0 w556\">\u00a0</div>activos financieros se reconoce la<div class=\"d0 w126\">\u00a0</div>p\u00e9rdida esperada </div><div class=\"po0 fs14 cl2 l340 t1302\" id=\"a4277\">que resulte de un<div class=\"d0 w558\">\u00a0</div>evento de \u201cdefault\u201d<div class=\"d0 w326\">\u00a0</div>durante los pr\u00f3ximos<div class=\"d0 w268\">\u00a0</div>12 meses o<div class=\"d0 w406\">\u00a0</div>durante toda la<div class=\"d0 w332\">\u00a0</div>vida del </div><div class=\"po0 fs14 cl2 l340 t1303\" id=\"a4278\">contrato,<div class=\"d0 w485\">\u00a0</div>dependiendo<div class=\"d0 w164\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>evoluci\u00f3n<div class=\"d0 w345\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>riesgo<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cr\u00e9dito<div class=\"d0 w486\">\u00a0</div>del<div class=\"d0 w476\">\u00a0</div>activo<div class=\"d0 w539\">\u00a0</div>financiero<div class=\"d0 w419\">\u00a0</div>desde<div class=\"d0 w225\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l340 t862\" id=\"a4280\">reconocimiento inicial<div class=\"d0 w144\">\u00a0</div>en balance o<div class=\"d0 w329\">\u00a0</div>por la aplicaci\u00f3n<div class=\"d0 w145\">\u00a0</div>de los modelos<div class=\"d0 w384\">\u00a0</div>\u201csimplificados\u201d permitidos </div><div class=\"po0 fs14 cl2 l340 t863\" id=\"a4281\">por<div class=\"d0 w17\">\u00a0</div>la norma<div class=\"d0 w484\">\u00a0</div>para algunos<div class=\"d0 w223\">\u00a0</div>activos financieros.<div class=\"d0 w343\">\u00a0</div>El Grupo<div class=\"d0 w480\">\u00a0</div>ha aplicado<div class=\"d0 w283\">\u00a0</div>el enfoque<div class=\"d0 w543\">\u00a0</div>simplificado </div><div class=\"po0 fs14 cl2 l340 t864\" id=\"a4282\">para reconocer<div class=\"d0 w484\">\u00a0</div>la p\u00e9rdida<div class=\"d0 w264\">\u00a0</div>de cr\u00e9dito<div class=\"d0 w39\">\u00a0</div>esperada durante<div class=\"d0 w231\">\u00a0</div>toda la<div class=\"d0 w333\">\u00a0</div>vida de<div class=\"d0 w333\">\u00a0</div>las cuentas<div class=\"d0 w39\">\u00a0</div>por cobrar </div><div class=\"po0 fs14 cl2 l340 t1304\" id=\"a4284\">que resultan de transacciones<div class=\"d0 w478\">\u00a0</div>bajo el alcance de<div class=\"d0 w332\">\u00a0</div>la NIIF 15.<div class=\"d0 w402\">\u00a0</div>De este modo, el Grupo<div class=\"d0 w532\">\u00a0</div>registra una </div><div class=\"po0 fs14 cl2 l340 t1305\" id=\"a4288\">correcci\u00f3n de valor<div class=\"d0 w499\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>momento de<div class=\"d0 w251\">\u00a0</div>reconocimiento del<div class=\"d0 w567\">\u00a0</div>ingreso, para<div class=\"d0 w498\">\u00a0</div>lo cual<div class=\"d0 w411\">\u00a0</div>se determina<div class=\"d0 w532\">\u00a0</div>una </div><div class=\"po0 fs14 cl2 l340 t1306\" id=\"a4291\">ratio de morosidad<div class=\"d0 w620\">\u00a0</div>hist\u00f3rico por<div class=\"d0 w141\">\u00a0</div>negocio y tipolog\u00eda<div class=\"d0 w713\">\u00a0</div>de cliente, que<div class=\"d0 w472\">\u00a0</div>es aplicado<div class=\"d0 w268\">\u00a0</div>sobre el importe </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a4292\">de las ventas por tipo de cliente. </div><div class=\"po0 fs14 cl2 l340 t869\" id=\"a4295\">Asimismo, el Grupo dar\u00e1 de<div class=\"d0 w228\">\u00a0</div>baja un activo financiero, siempre y<div class=\"d0 w24\">\u00a0</div>cuando expiren los derechos </div><div class=\"po0 fs14 cl2 l340 t1307\" id=\"a4296\">contractuales sobre los flujos de efectivo del citado activo, o transfiera el activo financiero, que </div><div class=\"po0 fs14 cl2 l340 t1308\" id=\"a4297\">entre otros<div class=\"d0 w223\">\u00a0</div>aspectos supone transferir<div class=\"d0 w368\">\u00a0</div>sustancialmente los riesgos<div class=\"d0 w229\">\u00a0</div>y beneficios<div class=\"d0 w110\">\u00a0</div>inherentes a<div class=\"d0 w24\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l341 t1309\" id=\"a4299\">propiedad del activo financiero.</div></div></div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer1841\"></div></div></div></div></div></div><div class=\"po1 w502 h102 lh0\" id=\"TextBlockContainer1887\"><div class=\"po0 l342 t756 f0\" id=\"div_1850_XBRL_TS_cfe38758754a4b17968643802f5dd288_1\"><div class=\"po1 w502 h102 lh0\" id=\"TextBlockContainer1883\"><div class=\"po0 l464 t756 f0\" id=\"div_1851_XBRL_TS_f518924407d64526b20fc82dc3c273f7_1\"><div class=\"po1 w198 h99 lh0\" id=\"TextBlockContainer1855\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po0 l342 t756 f0\" id=\"div_1852_XBRL_TS_c667af9e8f864dddbadd40c6a662cb9d\"><div class=\"po1 w198 h99 lh0\" id=\"TextBlockContainer1853\"><div class=\"po1 w198 z0\" id=\"TextContainer1853\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4311\">Efectivo y otros medios l\u00edquidos equivalentes- </div><div class=\"po0 fs14 cl2 l340 t859\" id=\"a4315\">En<div class=\"d0 w32\">\u00a0</div>este ep\u00edgrafe<div class=\"d0 w60\">\u00a0</div>del balance<div class=\"d0 w164\">\u00a0</div>de situaci\u00f3n<div class=\"d0 w366\">\u00a0</div>consolidado se<div class=\"d0 w421\">\u00a0</div>registra el<div class=\"d0 w290\">\u00a0</div>efectivo en<div class=\"d0 w420\">\u00a0</div>caja y<div class=\"d0 w344\">\u00a0</div>bancos, </div><div class=\"po0 fs14 cl2 l340 t860\" id=\"a4316\">dep\u00f3sitos<div class=\"d0 w174\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>vista<div class=\"d0 w361\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>otras<div class=\"d0 w290\">\u00a0</div>inversiones<div class=\"d0 w200\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>corto<div class=\"d0 w22\">\u00a0</div>plazo<div class=\"d0 w176\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>alta<div class=\"d0 w223\">\u00a0</div>liquidez<div class=\"d0 w171\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>son<div class=\"d0 w174\">\u00a0</div>r\u00e1pidamente </div><div class=\"po0 fs14 cl2 l341 t1311\" id=\"a4317\">realizables en caja y que no tienen riesgo de cambios en su valor.</div></div></div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer1883\"></div><div class=\"po0 l342 t1312 f0\" id=\"div_1857_XBRL_TS_1e2e103eda444c85af537e3db8aa03e2\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1878\"><div class=\"po0 l342 t756 f0\" id=\"div_1858_XBRL_TS_cca5551c4a174c6ebd9b7410d99665de\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1876\"><div class=\"po0 l342 t756 f0\" id=\"div_1859_XBRL_TS_5976481903bc4bf99a722f334155dd85\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1874\"><div class=\"po0 l342 t756 f0\" id=\"div_1860_XBRL_TS_4080371a2c82479f99ce944ca61eaaef\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1872\"><div class=\"po0 l342 t756 f0\" id=\"div_1861_XBRL_TS_b6af065d43ca4f0195a4f042f851fc73\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1868\"><div class=\"po1 w502 z0\" id=\"TextContainer1868\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4320\">Pasivos financieros- </div></div><div class=\"po0 l342 t762 f0\" id=\"div_1862_XBRL_TS_2a555570717a448e9d1a64cd5b57269a\"><div class=\"po1 w502 h100 lh0\" id=\"TextBlockContainer1863\"><div class=\"po1 w502 z0\" id=\"TextContainer1863\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4324\">Esta<div class=\"d0 w420\">\u00a0</div>categor\u00eda<div class=\"d0 w129\">\u00a0</div>incluye<div class=\"d0 w264\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>d\u00e9bitos<div class=\"d0 w9\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>operaciones<div class=\"d0 w234\">\u00a0</div>comerciales y<div class=\"d0 w270\">\u00a0</div>d\u00e9bitos por<div class=\"d0 w275\">\u00a0</div>operaciones<div class=\"d0 w20\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4325\">comerciales.<div class=\"d0 w68\">\u00a0</div>Estos<div class=\"d0 w583\">\u00a0</div>recursos<div class=\"d0 w428\">\u00a0</div>ajenos<div class=\"d0 w535\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>clasifican<div class=\"d0 w465\">\u00a0</div>como<div class=\"d0 w590\">\u00a0</div>pasivos<div class=\"d0 w192\">\u00a0</div>corrientes,<div class=\"d0 w706\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>menos<div class=\"d0 w205\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4327\">Sociedad tenga un derecho incondicional a diferir su liquidaci\u00f3n durante al menos doce meses </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4328\">despu\u00e9s de<div class=\"d0 w518\">\u00a0</div>la fecha<div class=\"d0 w396\">\u00a0</div>del balance.<div class=\"d0 w9\">\u00a0</div>Los d\u00e9bitos por<div class=\"d0 w486\">\u00a0</div>operaciones comerciales<div class=\"d0 w236\">\u00a0</div>con vencimiento<div class=\"d0 w47\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4329\">superior a un<div class=\"d0 w141\">\u00a0</div>a\u00f1o y que<div class=\"d0 w330\">\u00a0</div>no tienen un<div class=\"d0 w268\">\u00a0</div>tipo de<div class=\"d0 w406\">\u00a0</div>inter\u00e9s contractual<div class=\"d0 w488\">\u00a0</div>se valoran, tanto<div class=\"d0 w619\">\u00a0</div>en el momento </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a4332\">inicial como<div class=\"d0 w110\">\u00a0</div>posteriormente, por su<div class=\"d0 w344\">\u00a0</div>valor nominal cuando<div class=\"d0 w383\">\u00a0</div>el efecto<div class=\"d0 w39\">\u00a0</div>de no<div class=\"d0 w129\">\u00a0</div>actualizar los flujos </div><div class=\"po0 fs14 cl2 l341 t1312\" id=\"a4333\">de efectivo no es significativo.</div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer1869\"><div class=\"po0 fs14 cl4 l340 t865\" id=\"a4335\">. </div><div class=\"po0 fs14 cl2 l340 t866\" id=\"a4337\">La deuda<div class=\"d0 w484\">\u00a0</div>financiera se<div class=\"d0 w18\">\u00a0</div>reconoce inicialmente por<div class=\"d0 w234\">\u00a0</div>el importe<div class=\"d0 w223\">\u00a0</div>del valor<div class=\"d0 w19\">\u00a0</div>razonable de la<div class=\"d0 w239\">\u00a0</div>misma, </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a4339\">ajust\u00e1ndose en el pasivo financiero los<div class=\"d0 w126\">\u00a0</div>costes directamente atribuibles en que<div class=\"d0 w498\">\u00a0</div>se haya incurrido </div><div class=\"po0 fs14 cl2 l340 t868\" id=\"a4344\">para su obtenci\u00f3n. En per\u00edodos posteriores, se valoran al coste amortizado, es decir, al importe </div><div class=\"po0 fs14 cl2 l340 t869\" id=\"a4348\">al que<div class=\"d0 w396\">\u00a0</div>fue medido<div class=\"d0 w17\">\u00a0</div>en su<div class=\"d0 w129\">\u00a0</div>reconocimiento inicial, descontado los<div class=\"d0 w486\">\u00a0</div>reembolsos del principal,<div class=\"d0 w236\">\u00a0</div>m\u00e1s </div><div class=\"po0 fs14 cl2 l340 t1313\" id=\"a4349\">cualquier diferencia<div class=\"d0 w236\">\u00a0</div>entre el<div class=\"d0 w17\">\u00a0</div>importe inicial y<div class=\"d0 w343\">\u00a0</div>el importe<div class=\"d0 w32\">\u00a0</div>al vencimiento, utilizando<div class=\"d0 w343\">\u00a0</div>el m\u00e9todo </div><div class=\"po0 fs14 cl2 l340 t1314\" id=\"a4350\">del inter\u00e9s efectivo. </div><div class=\"po0 fs14 cl4 l340 t1315\" id=\"a4352\">. </div></div><div class=\"po0 l342 t1326 f0\" id=\"div_1865_XBRL_TS_a46ece6cd77e45b88183d42d4be0fcab\"><div class=\"po1 w502 h95 lh0\" id=\"TextBlockContainer1866\"><div class=\"po1 w502 z0\" id=\"TextContainer1866\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4354\">Finalmente, el Grupo<div class=\"d0 w331\">\u00a0</div>dar\u00e1 de<div class=\"d0 w561\">\u00a0</div>baja un<div class=\"d0 w299\">\u00a0</div>pasivo financiero,<div class=\"d0 w330\">\u00a0</div>\u00fanicamente cuando<div class=\"d0 w332\">\u00a0</div>se haya extinguido, </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4356\">es decir, cuando<div class=\"d0 w7\">\u00a0</div>la obligaci\u00f3n especificada en el<div class=\"d0 w55\">\u00a0</div>correspondiente contrato haya sido satisfecha </div><div class=\"po0 fs14 cl2 l340 t1316\" id=\"a4357\">o cancelada, o bien haya expirado. </div><div class=\"po0 fs26 cl2 l340 t1317\" id=\"a4360\">Pasivos financieros \u2013 refinanciaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t1318\" id=\"a4366\">Una modificaci\u00f3n sustancial<div class=\"d0 w141\">\u00a0</div>de las condiciones actuales<div class=\"d0 w324\">\u00a0</div>de un pasivo financiero<div class=\"d0 w555\">\u00a0</div>existente o una </div><div class=\"po0 fs14 cl2 l340 t1319\" id=\"a4367\">parte<div class=\"d0 w190\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>mismo<div class=\"d0 w583\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>contabiliza<div class=\"d0 w439\">\u00a0</div>como<div class=\"d0 w212\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>cancelaci\u00f3n<div class=\"d0 w432\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>pasivo<div class=\"d0 w428\">\u00a0</div>financiero<div class=\"d0 w433\">\u00a0</div>original<div class=\"d0 w440\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t1320\" id=\"a4368\">reconocimiento<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>nuevo<div class=\"d0 w200\">\u00a0</div>pasivo<div class=\"d0 w391\">\u00a0</div>financiero,<div class=\"d0 w361\">\u00a0</div>tal<div class=\"d0 w223\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>como<div class=\"d0 w56\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>descrito<div class=\"d0 w250\">\u00a0</div>anteriormente.<div class=\"d0 w9\">\u00a0</div>La </div><div class=\"po0 fs14 cl2 l340 t1321\" id=\"a4370\">diferencia entre el importe en libros del pasivo financiero<div class=\"d0 w353\">\u00a0</div>cancelado y el valor inicial del nuevo </div><div class=\"po0 fs14 cl2 l340 t1322\" id=\"a4371\">pasivo financiero se reconoce en la cuenta de resultados consolidada del periodo, junto con los </div><div class=\"po0 fs14 cl2 l340 t1323\" id=\"a4372\">costes o comisiones<div class=\"d0 w267\">\u00a0</div>incurridos para llevar<div class=\"d0 w85\">\u00a0</div>a cabo la<div class=\"d0 w498\">\u00a0</div>operaci\u00f3n de reestructuraci\u00f3n<div class=\"d0 w146\">\u00a0</div>(extinci\u00f3n del </div><div class=\"po0 fs14 cl2 l340 t1324\" id=\"a4374\">pasivo financiero original).<div class=\"d0 w714\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1325\" id=\"a4377\">En caso contrario<div class=\"d0 w392\">\u00a0</div>(modificaci\u00f3n no<div class=\"d0 w140\">\u00a0</div>sustancial), los<div class=\"d0 w113\">\u00a0</div>citados costes ajustan<div class=\"d0 w125\">\u00a0</div>el importe en<div class=\"d0 w342\">\u00a0</div>libros del </div><div class=\"po0 fs14 cl2 l340 t744\" id=\"a4378\">pasivo financiero modificado,<div class=\"d0 w392\">\u00a0</div>traspas\u00e1ndose a<div class=\"d0 w125\">\u00a0</div>la cuenta de resultados<div class=\"d0 w411\">\u00a0</div>consolidada a lo<div class=\"d0 w498\">\u00a0</div>largo de </div><div class=\"po0 fs14 cl2 l341 t1309\" id=\"a4379\">la vida restante del citado pasivo modificado, conforme al tipo de inter\u00e9s<div class=\"d0 w140\">\u00a0</div>efectivo.</div></div></div></div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer1884\"><div class=\"po0 fs14 cl2 l465 t1327\" id=\"a4379_84_2\"><div class=\"d0 w139\">\u00a0</div></div></div><div class=\"po0 l342 t1330 f0\" id=\"div_1880_XBRL_TS_a8cc8fbc4b2048dd899698691b3e71a0\"><div class=\"po1 w374 h54 lh0\" id=\"TextBlockContainer1881\"><div class=\"po1 w374 z0\" id=\"TextContainer1881\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4383\">Instrumentos financieros compuestos </div><div class=\"po0 fs14 cl2 l340 t1328\" id=\"a4386\">Un instrumento<div class=\"d0 w38\">\u00a0</div>financiero compuesto es<div class=\"d0 w60\">\u00a0</div>un instrumento<div class=\"d0 w246\">\u00a0</div>financiero que incluye<div class=\"d0 w201\">\u00a0</div>componentes </div><div class=\"po0 fs14 cl2 l340 t1329\" id=\"a4387\">de pasivo y de patrimonio simult\u00e1neamente. Por ello,<div class=\"d0 w516\">\u00a0</div>el Grupo reconoce, valora y presenta<div class=\"d0 w514\">\u00a0</div>por </div></div></div></div></div></div></div><div class=\"po1 w681 h106 lh0\" id=\"TextBlockContainer1910\"><div class=\"po0 l342 t756 f0\" id=\"div_1890_XBRL_TS_cfe38758754a4b17968643802f5dd288_2\"><div class=\"po1 w681 h106 lh0\" id=\"TextBlockContainer1906\"><div class=\"po0 l468 t756 f0\" id=\"div_1891_XBRL_TS_a8cc8fbc4b2048dd899698691b3e71a0_1\"><div class=\"po1 w502 h103 lh0\" id=\"TextBlockContainer1892\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer1892\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4397\">separado en<div class=\"d0 w237\">\u00a0</div>su<div class=\"d0 w56\">\u00a0</div>balance consolidado<div class=\"d0 w344\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>elementos de<div class=\"d0 w167\">\u00a0</div>pasivo y<div class=\"d0 w168\">\u00a0</div>de patrimonio<div class=\"d0 w247\">\u00a0</div>neto<div class=\"d0 w17\">\u00a0</div>creados a </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a4402\">partir de un \u00fanico instrumento financiero. </div><div class=\"po0 fs14 cl2 l340 t1331\" id=\"a4404\">El<div class=\"d0 w110\">\u00a0</div>Grupo<div class=\"d0 w57\">\u00a0</div>distribuye el<div class=\"d0 w380\">\u00a0</div>valor<div class=\"d0 w49\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>instrumentos financieros<div class=\"d0 w285\">\u00a0</div>compuestos de<div class=\"d0 w477\">\u00a0</div>acuerdo con<div class=\"d0 w162\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t1332\" id=\"a4405\">siguientes criterios: </div><div class=\"po0 fs33 cl2 l382 t1333\" id=\"a4407\">-</div><div class=\"po0 fs14 cl2 l466 t1334\" id=\"a4409\">El componente de<div class=\"d0 w414\">\u00a0</div>pasivo se registra<div class=\"d0 w330\">\u00a0</div>al valor razonable<div class=\"d0 w427\">\u00a0</div>de un pasivo<div class=\"d0 w141\">\u00a0</div>similar que no<div class=\"d0 w478\">\u00a0</div>lleve </div><div class=\"po0 fs14 cl2 l466 t1335\" id=\"a4410\">asociado el componente de patrimonio. </div><div class=\"po0 fs33 cl2 l382 t1336\" id=\"a4412\">-</div><div class=\"po0 fs14 cl2 l466 t1337\" id=\"a4414\">El<div class=\"d0 w111\">\u00a0</div>componente<div class=\"d0 w368\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>patrimonio<div class=\"d0 w234\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>valora<div class=\"d0 w49\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>diferencia entre<div class=\"d0 w536\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>inicial<div class=\"d0 w236\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l466 t1338\" id=\"a4415\">instrumento y el valor asignado al componente de pasivo. </div><div class=\"po0 fs33 cl2 l382 t1339\" id=\"a4417\">-</div><div class=\"po0 fs14 cl2 l467 t673\" id=\"a4419\">En la misma proporci\u00f3n se distribuyen los costes de transacci\u00f3n.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer1906\"></div><div class=\"po0 l450 t1347 f0\" id=\"div_1894_XBRL_TS_f34f70f2ed2543c9b86cb521024563d7\"><div class=\"po1 w198 h104 lh0\" id=\"TextBlockContainer1901\"><div class=\"po0 l342 t756 f0\" id=\"div_1895_XBRL_TS_6febc9a45b374bee93acace022509a51\"><div class=\"po1 w198 h104 lh0\" id=\"TextBlockContainer1899\"><div class=\"po0 l342 t756 f0\" id=\"div_1896_XBRL_TS_19717cf6133c4397aca5199da60427cb\"><div class=\"po1 w198 h104 lh0\" id=\"TextBlockContainer1897\"><div class=\"po1 w198 z0\" id=\"TextContainer1897\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4423\">Instrumentos financieros derivados y contabilizaci\u00f3n de coberturas- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a4427\">El<div class=\"d0 w111\">\u00a0</div>Grupo<div class=\"d0 w290\">\u00a0</div>est\u00e1<div class=\"d0 w368\">\u00a0</div>expuesto<div class=\"d0 w22\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>fluctuaciones<div class=\"d0 w22\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>produzcan<div class=\"d0 w228\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>tipos<div class=\"d0 w200\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>cambio<div class=\"d0 w24\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t860\" id=\"a4428\">diferentes<div class=\"d0 w715\">\u00a0</div>pa\u00edses<div class=\"d0 w504\">\u00a0</div>donde<div class=\"d0 w536\">\u00a0</div>opera.<div class=\"d0 w506\">\u00a0</div>Con<div class=\"d0 w441\">\u00a0</div>objeto<div class=\"d0 w506\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>mitigar<div class=\"d0 w716\">\u00a0</div>este<div class=\"d0 w545\">\u00a0</div>riesgo,<div class=\"d0 w699\">\u00a0</div>se<div class=\"d0 w467\">\u00a0</div>sigue<div class=\"d0 w717\">\u00a0</div>la<div class=\"d0 w684\">\u00a0</div>pr\u00e1ctica<div class=\"d0 w503\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t861\" id=\"a4430\">formalizar, sobre la base<div class=\"d0 w631\">\u00a0</div>de sus previsiones<div class=\"d0 w498\">\u00a0</div>y presupuestos, contratos<div class=\"d0 w354\">\u00a0</div>de cobertura de<div class=\"d0 w498\">\u00a0</div>riesgo en </div><div class=\"po0 fs14 cl2 l340 t862\" id=\"a4431\">la<div class=\"d0 w272\">\u00a0</div>variaci\u00f3n<div class=\"d0 w294\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>tipo<div class=\"d0 w270\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>cambio<div class=\"d0 w273\">\u00a0</div>cuando<div class=\"d0 w536\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>perspectivas<div class=\"d0 w501\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>evoluci\u00f3n<div class=\"d0 w449\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>mercado<div class=\"d0 w372\">\u00a0</div>as\u00ed<div class=\"d0 w432\">\u00a0</div>lo </div><div class=\"po0 fs14 cl2 l340 t863\" id=\"a4432\">aconsejan. </div><div class=\"po0 fs14 cl2 l340 t1304\" id=\"a4435\">Del<div class=\"d0 w421\">\u00a0</div>mismo<div class=\"d0 w486\">\u00a0</div>modo,<div class=\"d0 w239\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo<div class=\"d0 w57\">\u00a0</div>mantiene<div class=\"d0 w286\">\u00a0</div>una<div class=\"d0 w98\">\u00a0</div>exposici\u00f3n<div class=\"d0 w333\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>tipo<div class=\"d0 w394\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>cambio<div class=\"d0 w228\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>variaciones </div><div class=\"po0 fs14 cl2 l340 t865\" id=\"a4436\">potenciales<div class=\"d0 w7\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>puedan<div class=\"d0 w18\">\u00a0</div>producir<div class=\"d0 w480\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>diferentes<div class=\"d0 w418\">\u00a0</div>divisas<div class=\"d0 w39\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>mantiene<div class=\"d0 w395\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>deuda<div class=\"d0 w24\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l340 t866\" id=\"a4437\">entidades financieras y<div class=\"d0 w344\">\u00a0</div>con terceros, por<div class=\"d0 w234\">\u00a0</div>lo que realiza<div class=\"d0 w63\">\u00a0</div>coberturas de<div class=\"d0 w27\">\u00a0</div>este tipo<div class=\"d0 w129\">\u00a0</div>de operaciones </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a4439\">cuando son relevantes y las perspectivas de evoluci\u00f3n<div class=\"d0 w515\">\u00a0</div>del mercado as\u00ed lo aconsejan. </div><div class=\"po0 fs14 cl2 l340 t1340\" id=\"a4442\">Por otro lado, el Grupo se encuentra expuesto a las variaciones en las curvas de tipo de inter\u00e9s </div><div class=\"po0 fs14 cl2 l340 t1341\" id=\"a4443\">al mantener un alto<div class=\"d0 w325\">\u00a0</div>porcentaje de su deuda<div class=\"d0 w406\">\u00a0</div>con entidades financieras<div class=\"d0 w479\">\u00a0</div>a inter\u00e9s variable.<div class=\"d0 w515\">\u00a0</div>En este </div><div class=\"po0 fs14 cl2 l340 t1342\" id=\"a4444\">sentido el Grupo formaliza contratos de cobertura de<div class=\"d0 w295\">\u00a0</div>riesgo de tipos de inter\u00e9s, b\u00e1sicamente a </div><div class=\"po0 fs14 cl2 l340 t1343\" id=\"a4447\">trav\u00e9s<div class=\"d0 w684\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>contratos<div class=\"d0 w718\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>estructuras<div class=\"d0 w633\">\u00a0</div>que<div class=\"d0 w467\">\u00a0</div>limitan<div class=\"d0 w269\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>tipos<div class=\"d0 w370\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>inter\u00e9s<div class=\"d0 w381\">\u00a0</div>m\u00e1ximos,<div class=\"d0 w436\">\u00a0</div>cuando<div class=\"d0 w271\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t1344\" id=\"a4448\">perspectivas de evoluci\u00f3n del mercado as\u00ed lo aconsejan. </div><div class=\"po0 fs14 cl2 l340 t1345\" id=\"a4451\">Las<div class=\"d0 w196\">\u00a0</div>variaciones<div class=\"d0 w348\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>valor<div class=\"d0 w542\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>estos<div class=\"d0 w564\">\u00a0</div>instrumentos<div class=\"d0 w400\">\u00a0</div>financieros<div class=\"d0 w431\">\u00a0</div>se<div class=\"d0 w157\">\u00a0</div>registran<div class=\"d0 w428\">\u00a0</div>como<div class=\"d0 w261\">\u00a0</div>resultado </div><div class=\"po0 fs14 cl2 l340 t1346\" id=\"a4452\">financiero del<div class=\"d0 w235\">\u00a0</div>ejercicio de<div class=\"d0 w483\">\u00a0</div>acuerdo con<div class=\"d0 w162\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>NIIF, dado<div class=\"d0 w287\">\u00a0</div>que por<div class=\"d0 w227\">\u00a0</div>su<div class=\"d0 w50\">\u00a0</div>naturaleza no<div class=\"d0 w226\">\u00a0</div>cumplen los </div><div class=\"po0 fs14 cl2 l341 t1310\" id=\"a4453\">requisitos de cobertura \u201cefectiva\u201d establecidos en dichas normas.</div></div></div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer1907\"></div><div class=\"po0 l342 t1358 f0\" id=\"div_1903_XBRL_TS_7666f2cf74064a0c81b7af3fadc75905\"><div class=\"po1 w681 h105 lh0\" id=\"TextBlockContainer1904\"><div class=\"po1 w681 z0\" id=\"TextContainer1904\"><div class=\"po0 fs26 cl2 l451 t756\" id=\"a4456\">Valor<div class=\"d0 w432\">\u00a0</div>razonable<div class=\"d0 w536\">\u00a0</div>de<div class=\"d0 w439\">\u00a0</div>instrumentos<div class=\"d0 w719\">\u00a0</div>financieros:<div class=\"d0 w699\">\u00a0</div>T\u00e9cnicas<div class=\"d0 w617\">\u00a0</div>de<div class=\"d0 w552\">\u00a0</div>valoraci\u00f3n<div class=\"d0 w720\">\u00a0</div>e<div class=\"d0 w439\">\u00a0</div>hip\u00f3tesis<div class=\"d0 w275\">\u00a0</div>aplicables<div class=\"d0 w275\">\u00a0</div>para<div class=\"d0 w492\">\u00a0</div>la </div><div class=\"po0 fs26 cl2 l451 t1348\" id=\"a4457\">medici\u00f3n del valor razonable </div><div class=\"po0 fs14 cl2 l451 t1349\" id=\"a4460\">Los instrumentos financieros<div class=\"d0 w342\">\u00a0</div>se agrupan en<div class=\"d0 w126\">\u00a0</div>tres niveles de<div class=\"d0 w341\">\u00a0</div>acuerdo con el<div class=\"d0 w141\">\u00a0</div>grado en que el<div class=\"d0 w472\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l451 t1350\" id=\"a4461\">razonable es observable. </div><div class=\"po0 fs33 cl2 l469 t1351\" id=\"a4464\">-</div><div class=\"po0 fs14 cl2 l470 t1352\" id=\"a4466\">Nivel 1: son aquellos referenciados<div class=\"d0 w620\">\u00a0</div>a precios cotizados (sin<div class=\"d0 w498\">\u00a0</div>ajustar) en mercados activos </div><div class=\"po0 fs14 cl2 l470 t1353\" id=\"a4467\">para activos o pasivos id\u00e9nticos. </div><div class=\"po0 fs33 cl2 l469 t1354\" id=\"a4470\">-</div><div class=\"po0 fs14 cl2 l470 t1355\" id=\"a4472\">Nivel<div class=\"d0 w34\">\u00a0</div>2:<div class=\"d0 w111\">\u00a0</div>son<div class=\"d0 w419\">\u00a0</div>aquellos<div class=\"d0 w21\">\u00a0</div>referenciados<div class=\"d0 w34\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>otros<div class=\"d0 w21\">\u00a0</div>inputs<div class=\"d0 w26\">\u00a0</div>(que<div class=\"d0 w39\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>sean<div class=\"d0 w264\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>precios<div class=\"d0 w56\">\u00a0</div>cotizados </div><div class=\"po0 fs14 cl2 l470 t1356\" id=\"a4473\">incluidos en el<div class=\"d0 w387\">\u00a0</div>nivel 1) observables<div class=\"d0 w298\">\u00a0</div>para el activo<div class=\"d0 w148\">\u00a0</div>o pasivo,<div class=\"d0 w265\">\u00a0</div>ya sea directamente<div class=\"d0 w386\">\u00a0</div>(es decir, </div><div class=\"po0 fs14 cl2 l470 t1357\" id=\"a4474\">precios) o indirectamente (es decir, derivados de los<div class=\"d0 w251\">\u00a0</div>precios). </div></div></div></div></div></div></div><div class=\"po1 w722 h111 lh0\" id=\"TextBlockContainer1944\"><div class=\"po0 l476 t756 f0\" id=\"div_1913_XBRL_TS_7666f2cf74064a0c81b7af3fadc75905_1\"><div class=\"po1 w721 h79 lh0\" id=\"TextBlockContainer1917\"><div class=\"po0 l342 t756 f0\" id=\"div_1914_XBRL_TS_cfe38758754a4b17968643802f5dd288_3\"><div class=\"po1 w721 h79 lh0\" id=\"TextBlockContainer1915\"><img alt=\"doc2p9i1\" class=\"po0 l471 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZkvN8bvxFt5K/5AdCk+g4TnQ5z8ALYEBqL9c+AHM3jgBG4mdpBR/LBb+VtqSwcwUzmCTHMXjQlEXNecYRFgXnPd4JR/nCIhB7+KODG1yRKTF1oH8UDLqLze9nz3ACbCDV1cZBkgEnAJjDo71Db2fYlpCwxZYXe9rZ8YoH8+BBwH16wNCMBMqL5LDWlDF8mqz4loMUPO6i3/d5RBn1JeZj+sV7+QFp234FNPADznTe48Dw7lgFTfby4glgEy06xpIiBcNzB3Vr1viJ/+obrGSPEOeiDAHbEEwA2qwQRnHFvuEfcobhPP1lwQ2hrflurWoyXEo6mAexxfkmABtgyr89rdi7Tui1Qn49qvn8g03sk5scL8gI169UrRTR1Q/lowAncALspYLcq6mgBe7lxWxzAXhKwGyX5mRIgeZnc/AQvgzY6n1v11RvxXQhw659rUjROvI0FcPPi/dDeDIgAtga/a+0tDbaIegM4OF6YmB7U4LU++KMB7Pl6Am4ECUBzzY3PLU3omlv10J9rboCN9kZTAWw0EtoZjR1g5W2mAewjgQxTFDMUIeFuhAQEC1lYHUcVGMxoYZ96E3MNPngE1JgKE9Bce0fgLxaHNF0z+1tPHz1wgPMeNV6SCLhPjrK3sxKNRnvzZlOlABvLAM3uwFZKPdHaVCYvMBMAXFtfV5nr3hZM51m8Q8BGaxN4Y9YBYN+4IfPe30gTC2mwnELIXtP9WfdVdAQSaTugxprh+Xmm0egzZhgANfeSp8i4T2Fx1eIe+S2K+xT37L3T1fvc34QIfqO5hW1/e0lFg5Tf3brZrNrHKw37aGXFPlKnf7R20262btlK5ZaVcrdsNLltneFdO+zfs93OPXvVvmsv4M4d2+3dtePRPetOP5Cz8aHVK/dtvfGRrdQ+EKBvCdDX5O+vubYfSJAwZw7zxBmr21ge8hUX6QqIG+kmGqlr2WAIoI3liuC/Aih3Y53iGr9O11xo55QGv07k55SOJ1Z+RJGJBDOg3WeelRvX6QoXGkSisSQI1KH54oWGq7Icqu5zM5WEObwvoPjCDgSV/Foe0sA09SAS9fY2EmlnDlr6NPNT6WH8ViwAgn7MJxNUZOntAQFACT8CXuT9avu5vXjJDwU8tKdPH/gqNB79ZFksK9GYpmLqCz8ZwGF+I3R4xRIaG3+daDxWCMKVep6d8agskXWWm9Y8QMfTX7fv3LNb8t+db96Vf3/PZyWYsSC9dedD8Qc+a8H5mPAIJ4KRk9FEFgrvl8Nfx7LgJY8nLtSufkR9c/pewU0zZ8y4U8rYK6kWy+WC3WqU7GcrVfvl2pL9enPD/kGa5f7qLduq37J68bblpnesO7orrf6BbXc+sOfnH9jjs+CX3Q9tb/ChnU7u26TwkbTRx7be/JnAfc+a5ZtWK8j3yi17ZL47KcnEZ9FLznqqyEAV8ufFs8p5wr8roQyMgNTBiimNGxAPbTDwxg6AAFsCnFfCeyjR3PalusX+qG8ccEzPmet8vF3CFkAbazBGME9l0Wi/jHP5fTDe9a0BL83lbxmVkAXglUrdr+GnfXjnOau2wnxmDTfvMh9l7Utt1E1V33qbKDOVR5tn8/loQIFCeeJLs9ab97ZjOvP02+7eS3spLf7sxSMH9JPHn0vD8yTYA3+pooNb5/HMO+WXyiWf2mOaz380QBYKGpTyPVh23hafq1wJIrlitBWQYsEAXAe0z0SkB1gu1rrDBDt58wtWj1sgEiSlYkXtMmnxvgTHmSyDAwmmbY8PoNldoM3fxstf3it9r+BOFENQpHbmc1NWmPoL/W80ytLcVfsF4N5YF7hvCtw3Z+A2u2M9gfuwd8/B/aJ9z56cBb+UJt8H3OMPZdp/ZLXKRwL3xw7ulsBdL8j3ygvcMul7LGyZ5AXyvIO7rwqxYi70CoN9VsPvTAGwpIU16DMA0HiKcVCjSTVCpq7hdIgqzAYB6dyASFXzdG6/KKqtfQnUGfOdQ4DLwS1wpYg3AzM1l3oRWAPc+Jus9+YxzPSyAs4nTuDLWuVi7Gy/dP8azcvbUX2VmYNbnMUxkuaetVENBOiA29/JJnCjUVlgArgxnx3cRxm4twF3aG8enHkscPNwyPPnj+MlDQQnpblHE2luuS2sGPOXPar+gA/NSnm8Q67dDnAPhrEKkgdesFJYEJM0900Be7a2ILEAfxONrnNYZ4BVQ4yk0SDmUPE29ruAW4Lv8NCfrjuRsEprCy7u0uX79b7p+/e5vX3RSP5r+OkfphzBtXjJIDKH1WxMm7nZzqCT6d7A16uUrS5fpiVfb5kpHPmiy9WKbTWqtlmHa7Zeq9pqpWpNdfzpIG8H3ZxM+IkEwti222Ntj+2kN5KJP7FhNsgZ/ggZlrN7rRIwrogAFD8KgKk2e1ChEO/qYlChLYheY/JhUuK/MXCiCm+oxxv2c64vw5TZC/r9HWcaYJjMRLeJIMNoHparUiZlYYr70kv1JdcldyCCa7x9Rf2SveETM3dV5rrPr3v0O/xa5trxR1kl5qu0BCjOJU/yvs2S1Vt3XKvSNsxhgmrMHcfDHWNZB/FKZt6kin/rL0D0wFsE33hxoz/QoWMRlFuW8ElvTbnmmvf27dDAuBQt+cnMONAe6oRA4TfD/O2om/G65A8++JmvukNjU0+EW3pIhPoTFMNd4ccaCGLiUlBfUvoIv5qgGSY6727Db6dfiJvQt2xzXtyruF9XOKzeRd9vQG2+TYDagT1LabRA7lthqteK8FQglWav5m2tXsjeRFqwjUZBgFaqfde073ZLPrvMel41vFwu6jq0h0B9PrZHpwP79Ghgj5U+gU8GMu1HsgJkHmoQAuyCqlDhRYfacGDz+Y53Yf565nGZ/2QXIOAVxAxUwMbAn4F7YzMGfxaJvtxrIn2NfOFQuakY0giGoYULMQB1HgOQuWuAQODOV8BJoPBebwJAvDOMc3gxYOQv1oB0P1rAYL7bV4VRX4Fvk/edy6piXpwBTJ7UmcdBCbr5oBdQY7UW89Qr/hth/Agg1/KmE6wD3o0OYFhlxrkJFAAV4YGgI2qND+3R6/UIcrEiz1ngpN94igyz+c7dWIKLtiXyTd/Sx/Q3mpo6IVRuZK90ZnEQwoB+4HzWhlMfd5u8E6JfITaJKaTYAcD3XxNV+3wqbXVNdZFW92W5GzOQE9gLNywR4yrbfL90lT++/01JAzL+0jcRrWUrWC6hM6by2WAi7SvuT+xEzvGxbOgTcUcH0bpDmbX82L2/uFACgB8FqGiMyoW3kvhzgfqz44HSvnWlqQdyrgfKfEsC4t5y0T5YKtkdMT8qcKvJDxTwaCpCBmviu98FwAYzdcLqL0xYf9OKz98yxXPkg5BBhzbCTIx3lfNTsfH88DwhdBK5C/EaobkT+5rno307zh7iSL8mioYCQDA+Z2gffuM7prX8LihNPzMcgaL4PS6CXnRL0nLM6fqcuUDLKje/Jq3llmkKMzPg7RKTRqQ8tLC/+IBlqrOlqh1/CQUWTjDTevFWFWdpeFybiCkQAGS+nWh/3QUiQgO/27Us7scknpU/UB/4k2pyAQA57aUNMV1GVHzT84t4QQbG+duv/qDHqRPPiXMvmV5Lv01GBJ7+IE/MfYRQCKotz+9CIOv/94Bu3b+r/PH9v4O8o+iqS72nb2l/GmBmXYG3K0CSngvcZ0PzlH2jDNzk0pSqh2vSvvFzvvL1lAGg/kxM2tc17mfqmi1p/A+WS863BGz/kQGZCMsSEh7xVa5XBW6IQYmJnDiWn8ZrcvFnGRA1pqSkwVg3zRw3A3Se5oENRS9dJrRK8m0BDPmziopByZQNc8GAGJMVEKRy0hSb5+H/4znvmFaTP8kKL8AqwUTemK34s2jzldWY30XD89goZfnqMJULsDDvASDLRmkfwTkXDpWaa0JMf6wa/xFDAZkHOAB0MM9hD7z/ADfWiLsNAByrQgIl8pJ14WVEH3Lv/BoJOfqb59URVLSFttIHTC9i8rsrIPOf/LyXPfXNGcUm8YPIj+WoBAPb8uHjIZSu+/xodPJPQoaU/ObBDb1vgP9w4J6ji+F5AfWZ9hD74haBcaB0IFeyp21Z1L6fKDNghfDJYbS1nyvua+A8lgn+5KTvpjj5ctswwfmR/FutsrR1/M52aH6WxoY5T+dfxQ0IbFPPWBQSPPBB5sDRAGagoaXhmRYVs3Dk7yWA5/0nngFE5eBvukZ3X5FIcWgZygptFX52IqpNXfnxA1Iiv77eWgOaRvn56u/wNwNQDGpA6m1EkFA2gBXz2uJYiFNxEGACu6Xg9xEQBhCdVVd/ZXJKxfSfCy1x3JcATAJq6kNfD6A2cQrnpn5nfp65fh78oL2xViD7zTMJBjjyDX7brY9pvHjrigtL3Uf/wUK1O/pRrHyjf7EoYp6bNwVBaUyl9H3RjwLcbyKHNgNU2/66WPbpH5oYLAvf/j0GsV+iTk2aNmdtmd2JX50NbPtcLJVfzE/910HgNTn0m3V+mbPsvyDCPt5BXhLT8d75V3ADUv2irqFR4TRYiSL7/LCbmQGwBLZvNwAu+iTKyJ6wUsf5RwfJlwUwqRwfzH5FVl6WRD3jGvIBgKQpD07k+tD8sQw2tS2uydqr9GIqMNqZpuqinCgjsf7pT/lk6Wx/Vv+oYFwbJnrUI+XtqT46O8srBEjqC8pNnPqANKoT+b6Noi6pXcqPetInDExd6j2pjJLvHtYQ4I7rU5tT+r5I9fwxgztLRclchy62oDgvKDqVPm7L/E7gPuwM7ag7VDoyueP+65vwkhxzfo6XHwEk+OaRcrH/5rbYO/+KbkC6sUGXW/A2uqqbf7nsNzcpztG/dO43KppBTkpfRXpBF4VeasfF7vnNr1C6It3/oMtXJE0IXW7TpS/fKK/Xr/l64vqUR6TU4fW+jnwj7/lj9MlV3d+3EeC+sMN+RJSafdE1b6Kv9KTv4vySfG5Z2NaUy7pezdtNbXy4UrJ7/B4YvwUmbc1vf7WksSvS1IBawt8vljz2nN+Q+0+CGGSv84yyPvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div class=\"w134 po0 h53 l472 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w721 z0\" id=\"TextContainer1915\"><div class=\"po0 fs34 cl2 l473 t756\" id=\"a4486\">-</div><div class=\"po0 fs14 cl2 l474 t1359\" id=\"a4488\">Nivel 3:<div class=\"d0 w392\">\u00a0</div>son los<div class=\"d0 w620\">\u00a0</div>referenciados a<div class=\"d0 w411\">\u00a0</div>t\u00e9cnicas de<div class=\"d0 w148\">\u00a0</div>valoraci\u00f3n, que<div class=\"d0 w620\">\u00a0</div>incluyen inputs<div class=\"d0 w585\">\u00a0</div>para el<div class=\"d0 w265\">\u00a0</div>activo </div><div class=\"po0 fs14 cl2 l475 t1360\" id=\"a4489\">o pasivo que no se basan en datos de mercado observables (inputs<div class=\"d0 w479\">\u00a0</div>no observables).</div></div></div></div></div></div><div class=\"po1 w722 z0\" id=\"TextContainer1944\"><div class=\"po0 fs25 cl2 l477 t1361\" id=\"a4493\">h)</div></div><div class=\"po0 l478 t1311 f0\" id=\"div_1919_XBRL_TS_0547c46ead18433ebfb5bb1b250562be\"><div class=\"po1 w374 h107 lh0\" id=\"TextBlockContainer1929\"><div class=\"po0 l342 t756 f0\" id=\"div_1920_XBRL_TS_29a23abf3ffa4a799b74daad2ed1bdb3\"><div class=\"po1 w374 h107 lh0\" id=\"TextBlockContainer1927\"><div class=\"po0 l342 t756 f0\" id=\"div_1921_XBRL_TS_8f61672ee50a4d8689f8d866545cd05f\"><div class=\"po1 w374 h107 lh0\" id=\"TextBlockContainer1925\"><div class=\"po0 l342 t756 f0\" id=\"div_1922_XBRL_TS_ba3c70c6fa564ebaa3de893f38fc349f\"><div class=\"po1 w374 h107 lh0\" id=\"TextBlockContainer1923\"><div class=\"po1 w374 z0\" id=\"TextContainer1923\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4495\">Inversiones contabilizadas por el m\u00e9todo de la participaci\u00f3n </div><div class=\"po0 fs14 cl2 l345 t920\" id=\"a4497\">Tal y como<div class=\"d0 w231\">\u00a0</div>se describe en<div class=\"d0 w396\">\u00a0</div>la nota 2d<div class=\"d0 w26\">\u00a0</div>de esta memoria,<div class=\"d0 w33\">\u00a0</div>las participaciones en sociedades<div class=\"d0 w50\">\u00a0</div>sobre </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a4501\">las<div class=\"d0 w237\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>posee<div class=\"d0 w477\">\u00a0</div>influencia<div class=\"d0 w201\">\u00a0</div>significativa<div class=\"d0 w167\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>control<div class=\"d0 w230\">\u00a0</div>conjunto<div class=\"d0 w248\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>registran<div class=\"d0 w286\">\u00a0</div>siguiendo<div class=\"d0 w288\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t922\" id=\"a4502\">m\u00e9todo de la participaci\u00f3n.<div class=\"d0 w481\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t1017\" id=\"a4505\">Cuando hubiera<div class=\"d0 w498\">\u00a0</div>indicios de<div class=\"d0 w423\">\u00a0</div>deterioro, y<div class=\"d0 w557\">\u00a0</div>al menos<div class=\"d0 w147\">\u00a0</div>anualmente, el<div class=\"d0 w354\">\u00a0</div>Grupo analiza<div class=\"d0 w385\">\u00a0</div>el valor<div class=\"d0 w300\">\u00a0</div>de estas </div><div class=\"po0 fs14 cl2 l345 t772\" id=\"a4506\">inversiones para<div class=\"d0 w285\">\u00a0</div>determinar si<div class=\"d0 w470\">\u00a0</div>las mismas<div class=\"d0 w227\">\u00a0</div>hubieran sufrido<div class=\"d0 w176\">\u00a0</div>una p\u00e9rdida<div class=\"d0 w469\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>deterioro. Para </div><div class=\"po0 fs14 cl2 l345 t773\" id=\"a4507\">ello, se realiza una<div class=\"d0 w366\">\u00a0</div>estimaci\u00f3n del importe recuperable de dicho activo<div class=\"d0 w63\">\u00a0</div>para determinar, en su </div><div class=\"po0 fs14 cl2 l345 t1190\" id=\"a4509\">caso, el importe del deterioro<div class=\"d0 w126\">\u00a0</div>necesario (cuando el<div class=\"d0 w325\">\u00a0</div>citado valor recuperable<div class=\"d0 w265\">\u00a0</div>sea inferior al valor </div><div class=\"po0 fs14 cl2 l345 t1216\" id=\"a4513\">en libros), que es registrado en la cuenta<div class=\"d0 w332\">\u00a0</div>de resultados consolidada. Las p\u00e9rdidas por deterioro </div><div class=\"po0 fs14 cl2 l345 t1012\" id=\"a4515\">son reversibles en<div class=\"d0 w723\">\u00a0</div>periodos posteriores,<div class=\"d0 w332\">\u00a0</div>en la<div class=\"d0 w423\">\u00a0</div>medida en<div class=\"d0 w558\">\u00a0</div>que el<div class=\"d0 w328\">\u00a0</div>valor recuperable<div class=\"d0 w126\">\u00a0</div>de la<div class=\"d0 w387\">\u00a0</div>inversi\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1362\" id=\"a4517\">supere<div class=\"d0 w167\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>su<div class=\"d0 w344\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>libros,<div class=\"d0 w518\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>importe<div class=\"d0 w24\">\u00a0</div>m\u00e1ximo<div class=\"d0 w169\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>p\u00e9rdidas<div class=\"d0 w366\">\u00a0</div>registradas<div class=\"d0 w239\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>periodos </div><div class=\"po0 fs14 cl2 l345 t1363\" id=\"a4519\">pasados.<div class=\"d0 w724\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t1364\" id=\"a4523\">Las participaciones en<div class=\"d0 w141\">\u00a0</div>sociedades registradas por<div class=\"d0 w558\">\u00a0</div>el m\u00e9todo de la<div class=\"d0 w332\">\u00a0</div>participaci\u00f3n cuyo valor<div class=\"d0 w478\">\u00a0</div>neto </div><div class=\"po0 fs14 cl2 l345 t1365\" id=\"a4524\">patrimonial<div class=\"d0 w172\">\u00a0</div>sea<div class=\"d0 w175\">\u00a0</div>negativo<div class=\"d0 w475\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>cierre<div class=\"d0 w486\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>ejercicio,<div class=\"d0 w201\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>encuentran<div class=\"d0 w245\">\u00a0</div>registradas,<div class=\"d0 w345\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>su<div class=\"d0 w334\">\u00a0</div>caso,<div class=\"d0 w175\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t1199\" id=\"a4525\">ep\u00edgrafe \u201cProvisiones no corrientes\u201d por el importe negativo de las mismas<div class=\"d0 w140\">\u00a0</div>sin tener en cuenta </div><div class=\"po0 fs14 cl2 l345 t1200\" id=\"a4528\">el efecto<div class=\"d0 w125\">\u00a0</div>financiero (por<div class=\"d0 w414\">\u00a0</div>su porcentaje<div class=\"d0 w423\">\u00a0</div>de participaci\u00f3n),<div class=\"d0 w266\">\u00a0</div>dada su<div class=\"d0 w446\">\u00a0</div>naturaleza, y<div class=\"d0 w423\">\u00a0</div>siempre y<div class=\"d0 w328\">\u00a0</div>cuando </div><div class=\"po0 fs14 cl2 l345 t1201\" id=\"a4529\">el<div class=\"d0 w231\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>participe<div class=\"d0 w19\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>mismas<div class=\"d0 w7\">\u00a0</div>(obligaciones legales<div class=\"d0 w376\">\u00a0</div>o<div class=\"d0 w30\">\u00a0</div>impl\u00edcitas,<div class=\"d0 w34\">\u00a0</div>o<div class=\"d0 w30\">\u00a0</div>bien<div class=\"d0 w49\">\u00a0</div>efect\u00fae<div class=\"d0 w9\">\u00a0</div>pagos<div class=\"d0 w39\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l341 t1366\" id=\"a4533\">nombre de las citadas entidades).</div></div></div></div></div></div></div></div></div></div><div class=\"po1 w722 z0\" id=\"TextContainer1945\"><div class=\"po0 fs25 cl2 l477 t1367\" id=\"a4537\">i)</div></div><div class=\"po0 l478 t1370 f0\" id=\"div_1931_XBRL_TS_7d9d23c9bc9e43888173c91d36fa493b\"><div class=\"po1 w735 h109 lh0\" id=\"TextBlockContainer1938\"><div class=\"po1 w735 z0\" id=\"TextContainer1938\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4539\">Existencias </div><div class=\"po0 fs14 cl2 l345 t920\" id=\"a4541\">Las<div class=\"d0 w9\">\u00a0</div>existencias de<div class=\"d0 w235\">\u00a0</div>materias primas<div class=\"d0 w226\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>auxiliares y<div class=\"d0 w173\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>productos comerciales<div class=\"d0 w174\">\u00a0</div>o<div class=\"d0 w246\">\u00a0</div>terminados </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a4542\">comprados a<div class=\"d0 w148\">\u00a0</div>terceros se<div class=\"d0 w146\">\u00a0</div>valoran a<div class=\"d0 w626\">\u00a0</div>su coste<div class=\"d0 w266\">\u00a0</div>medio de<div class=\"d0 w725\">\u00a0</div>adquisici\u00f3n o<div class=\"d0 w148\">\u00a0</div>a su<div class=\"d0 w375\">\u00a0</div>valor neto<div class=\"d0 w567\">\u00a0</div>de realizaci\u00f3n, </div><div class=\"po0 fs14 cl2 l345 t922\" id=\"a4545\">si \u00e9ste fuese<div class=\"d0 w26\">\u00a0</div>menor. Las existencias de<div class=\"d0 w31\">\u00a0</div>productos en curso y<div class=\"d0 w286\">\u00a0</div>terminados de fabricaci\u00f3n propia </div><div class=\"po0 fs14 cl2 l345 t923\" id=\"a4548\">se valoran a<div class=\"d0 w479\">\u00a0</div>su coste medio de<div class=\"d0 w555\">\u00a0</div>producci\u00f3n o a<div class=\"d0 w113\">\u00a0</div>su valor neto<div class=\"d0 w325\">\u00a0</div>de realizaci\u00f3n,<div class=\"d0 w392\">\u00a0</div>si \u00e9ste fuera<div class=\"d0 w140\">\u00a0</div>inferior.<div class=\"d0 w726\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t925\" id=\"a4553\">Las principales existencias del Grupo corresponden a<div class=\"d0 w125\">\u00a0</div>libros y material educativo del segmento </div><div class=\"po0 fs14 cl2 l345 t926\" id=\"a4555\">de<div class=\"d0 w727\">\u00a0</div>Educaci\u00f3n.<div class=\"d0 w728\">\u00a0</div>Las<div class=\"d0 w729\">\u00a0</div>existencias<div class=\"d0 w730\">\u00a0</div>tambi\u00e9n<div class=\"d0 w731\">\u00a0</div>incluyen<div class=\"d0 w732\">\u00a0</div>producciones<div class=\"d0 w733\">\u00a0</div>audiovisuales<div class=\"d0 w734\">\u00a0</div>que<div class=\"d0 w728\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l345 t927\" id=\"a4559\">corresponden, fundamentalmente,<div class=\"d0 w129\">\u00a0</div>con los<div class=\"d0 w171\">\u00a0</div>costes incurridos en<div class=\"d0 w287\">\u00a0</div>la creaci\u00f3n<div class=\"d0 w111\">\u00a0</div>de los<div class=\"d0 w395\">\u00a0</div>mismos, los </div><div class=\"po0 fs14 cl2 l345 t1368\" id=\"a4563\">cuales<div class=\"d0 w500\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>valoran<div class=\"d0 w469\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>su<div class=\"d0 w274\">\u00a0</div>coste<div class=\"d0 w500\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>adquisici\u00f3n<div class=\"d0 w161\">\u00a0</div>o<div class=\"d0 w170\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>producci\u00f3n<div class=\"d0 w237\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>imputan<div class=\"d0 w176\">\u00a0</div>a<div class=\"d0 w501\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>cuenta<div class=\"d0 w227\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t928\" id=\"a4565\">resultados consolidada en funci\u00f3n de la entrega de los mismos al<div class=\"d0 w561\">\u00a0</div>medio contratante. </div></div><div class=\"po0 l396 t1369 f0\" id=\"div_1932_XBRL_TS_a694278295ed4f71ad5bafb99055efcf\"><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer1936\"><div class=\"po0 l342 t756 f0\" id=\"div_1933_XBRL_TS_c103db3fe5eb4545b7418598da309f79\"><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer1934\"><div class=\"po1 w198 z0\" id=\"TextContainer1934\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4570\">Al final<div class=\"d0 w368\">\u00a0</div>de cada<div class=\"d0 w58\">\u00a0</div>per\u00edodo se<div class=\"d0 w223\">\u00a0</div>realiza una<div class=\"d0 w31\">\u00a0</div>evaluaci\u00f3n del<div class=\"d0 w39\">\u00a0</div>valor neto<div class=\"d0 w333\">\u00a0</div>realizable de<div class=\"d0 w55\">\u00a0</div>las existencias </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4571\">registrando la<div class=\"d0 w324\">\u00a0</div>oportuna correcci\u00f3n<div class=\"d0 w621\">\u00a0</div>de valor<div class=\"d0 w268\">\u00a0</div>cuando el<div class=\"d0 w329\">\u00a0</div>valor de<div class=\"d0 w141\">\u00a0</div>recuperaci\u00f3n sea<div class=\"d0 w446\">\u00a0</div>inferior al<div class=\"d0 w634\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4579\">en<div class=\"d0 w8\">\u00a0</div>libros<div class=\"d0 w21\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>existencia, principalmente<div class=\"d0 w161\">\u00a0</div>libros.<div class=\"d0 w27\">\u00a0</div>Cuando<div class=\"d0 w418\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>circunstancias que<div class=\"d0 w226\">\u00a0</div>previamente </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4583\">causaron la citada<div class=\"d0 w296\">\u00a0</div>correcci\u00f3n de valor hayan<div class=\"d0 w30\">\u00a0</div>dejado de existir<div class=\"d0 w55\">\u00a0</div>o cuando exista<div class=\"d0 w21\">\u00a0</div>clara evidencia </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4587\">de incremento en el valor neto realizable<div class=\"d0 w268\">\u00a0</div>debido a un cambio en las circunstancias<div class=\"d0 w478\">\u00a0</div>econ\u00f3micas, </div><div class=\"po0 fs14 cl2 l341 t1301\" id=\"a4588\">se procede a revertir el importe de la misma.</div></div></div></div></div></div></div></div><div class=\"po1 w722 z0\" id=\"TextContainer1946\"><div class=\"po0 fs25 cl2 l477 t1371\" id=\"a4591\">j)</div></div><div class=\"po0 l478 t1372 f0\" id=\"div_1941_XBRL_TS_6045078535804f7f99d999f616b2f65b\"><div class=\"po1 w374 h110 lh0\" id=\"TextBlockContainer1942\"><div class=\"po1 w374 z0\" id=\"TextContainer1942\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4593\">Reconocimiento de ingresos<div class=\"d0 w736\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t920\" id=\"a4595\">Los ingresos se reconocen cuando el control de los bienes y servicios<div class=\"d0 w353\">\u00a0</div>son transferidos al cliente </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a4597\">por el importe al que el Grupo estima que dichos bienes y servicios<div class=\"d0 w392\">\u00a0</div>ser\u00e1n intercambiados.<div class=\"d0 w737\">\u00a0</div></div></div></div></div></div><div class=\"po1 w681 h112 lh0\" id=\"TextBlockContainer1953\"><div class=\"po0 l342 t756 f0\" id=\"div_1950_XBRL_TS_6045078535804f7f99d999f616b2f65b_1\"><div class=\"po1 w681 h112 lh0\" id=\"TextBlockContainer1951\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer1951\"><div class=\"po0 fs14 cl2 l451 t816\" id=\"a4610\">Conforme<div class=\"d0 w480\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>NIIF<div class=\"d0 w8\">\u00a0</div>15,<div class=\"d0 w110\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>pol\u00edticas<div class=\"d0 w49\">\u00a0</div>contables<div class=\"d0 w49\">\u00a0</div>para<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>reconocimiento de<div class=\"d0 w273\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>ingresos<div class=\"d0 w60\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l451 t902\" id=\"a4611\">principales actividades del Grupo son las siguientes: </div><div class=\"po0 fs33 cl2 l469 t1373\" id=\"a4614\">-</div><div class=\"po0 fs14 cl2 l470 t1374\" id=\"a4616\">Los </div><div class=\"po0 fs26 cl2 l481 t1375\" id=\"a4617\">ingresos<div class=\"d0 w174\">\u00a0</div>por<div class=\"d0 w283\">\u00a0</div>venta<div class=\"d0 w486\">\u00a0</div>de<div class=\"d0 w539\">\u00a0</div>publicidad</div><div class=\"po0 fs14 cl2 l482 t1374\" id=\"a4618\"><div class=\"d0 w119\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>registran<div class=\"d0 w286\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>momento<div class=\"d0 w344\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>tiene<div class=\"d0 w486\">\u00a0</div>lugar<div class=\"d0 w475\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l470 t1376\" id=\"a4620\">exhibici\u00f3n o emisi\u00f3n del anuncio en los<div class=\"d0 w32\">\u00a0</div>medios. Se deduce de los ingresos reconocidos </div><div class=\"po0 fs14 cl2 l470 t1377\" id=\"a4621\">el importe de los rappels por volumen de compras otorgados a las agencias de medios. </div><div class=\"po0 fs14 cl2 l470 t1378\" id=\"a4622\">Asimismo,<div class=\"d0 w174\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>minorar\u00e1n<div class=\"d0 w119\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>cifra<div class=\"d0 w232\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>ingresos<div class=\"d0 w238\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>importes<div class=\"d0 w172\">\u00a0</div>correspondientes<div class=\"d0 w480\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l470 t1379\" id=\"a4623\">bonificaciones o descuentos comerciales. El periodo medio de cobro<div class=\"d0 w47\">\u00a0</div>es alrededor de 90 </div><div class=\"po0 fs14 cl2 l470 t1380\" id=\"a4625\">d\u00edas, excepto la publicidad program\u00e1tica que se cobra a 30 d\u00edas. </div><div class=\"po0 fs33 cl2 l469 t1381\" id=\"a4628\">-</div><div class=\"po0 fs14 cl2 l470 t1382\" id=\"a4630\">Los </div><div class=\"po0 fs26 cl2 l2 t1383\" id=\"a4631\">ingresos por<div class=\"d0 w338\">\u00a0</div>venta<div class=\"d0 w27\">\u00a0</div>de libros</div><div class=\"po0 fs14 cl2 l483 t1382\" id=\"a4632\"><div class=\"d0 w738\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>registran a<div class=\"d0 w287\">\u00a0</div>la entrega<div class=\"d0 w226\">\u00a0</div>efectiva de<div class=\"d0 w281\">\u00a0</div>los mismos.<div class=\"d0 w282\">\u00a0</div>En los </div><div class=\"po0 fs14 cl2 l470 t1384\" id=\"a4634\">casos en los<div class=\"d0 w47\">\u00a0</div>que la venta de los<div class=\"d0 w383\">\u00a0</div>libros se encuentre sujeta a<div class=\"d0 w129\">\u00a0</div>devoluciones, se deducir\u00e1n </div><div class=\"po0 fs14 cl2 l470 t1385\" id=\"a4635\">de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>ingresos<div class=\"d0 w238\">\u00a0</div>reconocidos<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>devoluciones<div class=\"d0 w518\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>estiman<div class=\"d0 w283\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>van<div class=\"d0 w367\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>producir. </div><div class=\"po0 fs14 cl2 l470 t1386\" id=\"a4639\">Asimismo,<div class=\"d0 w174\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>minorar\u00e1n<div class=\"d0 w119\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>cifra<div class=\"d0 w232\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>ingresos<div class=\"d0 w238\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>importes<div class=\"d0 w172\">\u00a0</div>correspondientes<div class=\"d0 w480\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l470 t1387\" id=\"a4640\">bonificaciones o descuentos comerciales. El<div class=\"d0 w396\">\u00a0</div>periodo de cobro<div class=\"d0 w24\">\u00a0</div>es variable y se<div class=\"d0 w48\">\u00a0</div>establece </div><div class=\"po0 fs14 cl2 l470 t1388\" id=\"a4641\">en<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>distintos<div class=\"d0 w225\">\u00a0</div>contratos<div class=\"d0 w485\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>venta.<div class=\"d0 w477\">\u00a0</div>La<div class=\"d0 w485\">\u00a0</div>estimaci\u00f3n<div class=\"d0 w338\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>devoluciones<div class=\"d0 w199\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>ventas<div class=\"d0 w232\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l470 t1389\" id=\"a4643\">calcula utilizando porcentajes hist\u00f3ricos de devoluci\u00f3n. </div><div class=\"po0 fs33 cl2 l469 t1390\" id=\"a4647\">-</div><div class=\"po0 fs14 cl2 l470 t1391\" id=\"a4649\">Los </div><div class=\"po0 fs26 cl2 l484 t1392\" id=\"a4650\">ingresos de los sistemas<div class=\"d0 w57\">\u00a0</div>de ense\u00f1anza digitales</div><div class=\"po0 fs14 cl2 l485 t1391\" id=\"a4651\">: se reconocen<div class=\"d0 w32\">\u00a0</div>los ingresos de los<div class=\"d0 w19\">\u00a0</div>bienes </div><div class=\"po0 fs14 cl2 l470 t1393\" id=\"a4652\">y servicios prestados, una vez que el<div class=\"d0 w85\">\u00a0</div>control de los mismos sea transferido<div class=\"d0 w410\">\u00a0</div>al cliente, de </div><div class=\"po0 fs14 cl2 l470 t1394\" id=\"a4653\">acuerdo con los criterios que se detallan a continuaci\u00f3n: </div><div class=\"po0 fs29 cl2 l486 t1395\" id=\"a4657\">o</div><div class=\"po0 fs14 cl2 l487 t1396\" id=\"a4659\">Material<div class=\"d0 w111\">\u00a0</div>did\u00e1ctico<div class=\"d0 w21\">\u00a0</div>impreso<div class=\"d0 w55\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>contenidos<div class=\"d0 w201\">\u00a0</div>digitales:<div class=\"d0 w32\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>ingreso<div class=\"d0 w48\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>reconocer\u00e1 </div><div class=\"po0 fs14 cl2 l487 t1397\" id=\"a4660\">cuando se transfiere la propiedad al colegio o alumno. </div><div class=\"po0 fs29 cl2 l486 t1398\" id=\"a4662\">o</div><div class=\"po0 fs14 cl2 l487 t1399\" id=\"a4664\">Equipamiento<div class=\"d0 w545\">\u00a0</div>puesto<div class=\"d0 w263\">\u00a0</div>a<div class=\"d0 w210\">\u00a0</div>disposici\u00f3n<div class=\"d0 w496\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>las<div class=\"d0 w431\">\u00a0</div>escuelas<div class=\"d0 w739\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>otros<div class=\"d0 w439\">\u00a0</div>servicios:<div class=\"d0 w210\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l487 t1067\" id=\"a4665\">ingresos respectivos se reconocer\u00e1n durante el curso escolar. </div><div class=\"po0 fs14 cl2 l488 t1400\" id=\"a4668\">Por tanto, los<div class=\"d0 w396\">\u00a0</div>contratos recurrentes firmados por el<div class=\"d0 w19\">\u00a0</div>Grupo que habitualmente incluyen </div><div class=\"po0 fs14 cl2 l488 t1401\" id=\"a4669\">varias obligaciones<div class=\"d0 w402\">\u00a0</div>de desempe\u00f1o<div class=\"d0 w328\">\u00a0</div>son los referidos<div class=\"d0 w740\">\u00a0</div>a los sistemas<div class=\"d0 w411\">\u00a0</div>de ense\u00f1anza<div class=\"d0 w558\">\u00a0</div>digitales </div><div class=\"po0 fs14 cl2 l488 t1402\" id=\"a4670\">de<div class=\"d0 w215\">\u00a0</div>Santillana,<div class=\"d0 w593\">\u00a0</div>en<div class=\"d0 w308\">\u00a0</div>los<div class=\"d0 w186\">\u00a0</div>cuales<div class=\"d0 w646\">\u00a0</div>se<div class=\"d0 w301\">\u00a0</div>identifican<div class=\"d0 w644\">\u00a0</div>principalmente<div class=\"d0 w569\">\u00a0</div>como<div class=\"d0 w577\">\u00a0</div>obligaciones<div class=\"d0 w303\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t1403\" id=\"a4671\">desempe\u00f1o,<div class=\"d0 w373\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>material<div class=\"d0 w277\">\u00a0</div>did\u00e1ctico<div class=\"d0 w382\">\u00a0</div>impreso<div class=\"d0 w482\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>contenidos<div class=\"d0 w2\">\u00a0</div>digitales<div class=\"d0 w379\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>equipamiento </div><div class=\"po0 fs14 cl2 l488 t1404\" id=\"a4673\">puesto a<div class=\"d0 w129\">\u00a0</div>disposici\u00f3n de<div class=\"d0 w17\">\u00a0</div>las escuelas y<div class=\"d0 w238\">\u00a0</div>otros servicios. Se<div class=\"d0 w60\">\u00a0</div>determina el precio<div class=\"d0 w283\">\u00a0</div>y el<div class=\"d0 w110\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l488 t1405\" id=\"a4674\">del<div class=\"d0 w467\">\u00a0</div>ingreso<div class=\"d0 w213\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>estos<div class=\"d0 w716\">\u00a0</div>bienes<div class=\"d0 w507\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>servicios,<div class=\"d0 w275\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>tanto<div class=\"d0 w552\">\u00a0</div>su<div class=\"d0 w717\">\u00a0</div>asignaci\u00f3n<div class=\"d0 w491\">\u00a0</div>a<div class=\"d0 w210\">\u00a0</div>las<div class=\"d0 w431\">\u00a0</div>diferentes </div><div class=\"po0 fs14 cl2 l488 t1406\" id=\"a4675\">obligaciones<div class=\"d0 w207\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>desempe\u00f1o<div class=\"d0 w495\">\u00a0</div>mediante<div class=\"d0 w510\">\u00a0</div>un<div class=\"d0 w191\">\u00a0</div>an\u00e1lisis<div class=\"d0 w491\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>m\u00e1rgenes<div class=\"d0 w505\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>precios<div class=\"d0 w204\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>venta </div><div class=\"po0 fs14 cl2 l488 t1407\" id=\"a4677\">independientes de<div class=\"d0 w201\">\u00a0</div>aquellos bienes que<div class=\"d0 w391\">\u00a0</div>tienen una<div class=\"d0 w34\">\u00a0</div>comercializaci\u00f3n separada. El<div class=\"d0 w421\">\u00a0</div>cobro </div><div class=\"po0 fs14 cl2 l488 t1408\" id=\"a4678\">de estos<div class=\"d0 w290\">\u00a0</div>ingresos se<div class=\"d0 w333\">\u00a0</div>produce de<div class=\"d0 w383\">\u00a0</div>dos formas<div class=\"d0 w539\">\u00a0</div>diferentes, o<div class=\"d0 w55\">\u00a0</div>bien la<div class=\"d0 w368\">\u00a0</div>totalidad al<div class=\"d0 w228\">\u00a0</div>inicio del </div><div class=\"po0 fs14 cl2 l488 t1409\" id=\"a4679\">curso escolar o mediante cuotas a lo largo del curso. </div><div class=\"po0 fs33 cl2 l469 t1410\" id=\"a4684\">-</div><div class=\"po0 fs14 cl2 l489 t1411\" id=\"a4686\">Los </div><div class=\"po0 fs26 cl2 l490 t1412\" id=\"a4687\">ingresos de circulaci\u00f3n</div><div class=\"po0 fs14 cl2 l491 t1411\" id=\"a4689\"><div class=\"d0 w112\">\u00a0</div>se registran a<div class=\"d0 w58\">\u00a0</div>la entrega efectiva<div class=\"d0 w38\">\u00a0</div>de los peri\u00f3dicos<div class=\"d0 w31\">\u00a0</div>y revistas, </div><div class=\"po0 fs14 cl2 l489 t1413\" id=\"a4691\">netos de<div class=\"d0 w238\">\u00a0</div>la correspondiente<div class=\"d0 w38\">\u00a0</div>estimaci\u00f3n de<div class=\"d0 w383\">\u00a0</div>provisi\u00f3n para<div class=\"d0 w231\">\u00a0</div>devoluciones. Asimismo, se </div><div class=\"po0 fs14 cl2 l489 t1414\" id=\"a4692\">minorar\u00e1 de<div class=\"d0 w39\">\u00a0</div>la cifra<div class=\"d0 w234\">\u00a0</div>de ingresos los<div class=\"d0 w518\">\u00a0</div>importes correspondientes a<div class=\"d0 w201\">\u00a0</div>las comisiones de<div class=\"d0 w383\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l489 t1415\" id=\"a4693\">distribuidores. El cobro por la venta de peri\u00f3dicos y revistas se produce en el mes en el </div><div class=\"po0 fs14 cl2 l489 t1416\" id=\"a4695\">que<div class=\"d0 w3\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>producen<div class=\"d0 w119\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>ventas.<div class=\"d0 w288\">\u00a0</div>Los<div class=\"d0 w282\">\u00a0</div>ingresos<div class=\"d0 w474\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>suscripci\u00f3n<div class=\"d0 w250\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>devengan<div class=\"d0 w232\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>reconocen </div><div class=\"po0 fs14 cl2 l489 t1417\" id=\"a4698\">durante la duraci\u00f3n<div class=\"d0 w561\">\u00a0</div>del contrato de<div class=\"d0 w634\">\u00a0</div>suscripci\u00f3n y se<div class=\"d0 w532\">\u00a0</div>cobran de dos<div class=\"d0 w375\">\u00a0</div>formas diferentes, en </div><div class=\"po0 fs14 cl2 l489 t1418\" id=\"a4699\">el<div class=\"d0 w434\">\u00a0</div>momento<div class=\"d0 w717\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>su<div class=\"d0 w716\">\u00a0</div>suscripci\u00f3n<div class=\"d0 w503\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>manera<div class=\"d0 w465\">\u00a0</div>anticipada<div class=\"d0 w612\">\u00a0</div>o<div class=\"d0 w207\">\u00a0</div>peri\u00f3dicamente<div class=\"d0 w432\">\u00a0</div>durante<div class=\"d0 w440\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l489 t1419\" id=\"a4701\">duraci\u00f3n del contrato. </div></div></div></div></div><div class=\"po1 w751 h86 lh0\" id=\"TextBlockContainer1968\"><div class=\"po0 l342 t756 f0\" id=\"div_1956_XBRL_TS_6045078535804f7f99d999f616b2f65b_2\"><div class=\"po1 w751 h113 lh0\" id=\"TextBlockContainer1957\"><img alt=\"doc2p9i1\" class=\"po0 l492 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l493 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w751 z0\" id=\"TextContainer1957\"><div class=\"po0 fs34 cl2 l494 t756\" id=\"a4713\">-</div><div class=\"po0 fs14 cl2 l495 t1359\" id=\"a4715\">Los ingresos relacionados con la </div><div class=\"po0 fs26 cl2 l496 t1420\" id=\"a4716\">prestaci\u00f3n de servicios de intermediaci\u00f3n</div><div class=\"po0 fs14 cl2 l497 t1359\" id=\"a4717\"><div class=\"d0 w352\">\u00a0</div>se reconocen por </div><div class=\"po0 fs14 cl2 l495 t1421\" id=\"a4719\">el importe de<div class=\"d0 w129\">\u00a0</div>las comisiones recibidas en<div class=\"d0 w396\">\u00a0</div>el momento en<div class=\"d0 w55\">\u00a0</div>el que se suministre<div class=\"d0 w333\">\u00a0</div>el bien o </div><div class=\"po0 fs14 cl2 l495 t1422\" id=\"a4720\">el servicio objeto de la transacci\u00f3n. </div><div class=\"po0 fs34 cl2 l494 t1423\" id=\"a4723\">-</div><div class=\"po0 fs14 cl2 l495 t1424\" id=\"a4725\">Los<div class=\"d0 w243\">\u00a0</div>ingresos<div class=\"d0 w563\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>los<div class=\"d0 w210\">\u00a0</div>gastos<div class=\"d0 w649\">\u00a0</div>asociados<div class=\"d0 w207\">\u00a0</div>con<div class=\"d0 w554\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>contratos<div class=\"d0 w416\">\u00a0</div>de </div><div class=\"po0 fs26 cl2 l498 t1425\" id=\"a4726\">producci\u00f3n<div class=\"d0 w716\">\u00a0</div>audiovisual</div><div class=\"po0 fs14 cl2 l499 t1424\" id=\"a4727\"><div class=\"d0 w210\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l495 t1426\" id=\"a4729\">reconocen en<div class=\"d0 w394\">\u00a0</div>la cuenta<div class=\"d0 w383\">\u00a0</div>de resultados<div class=\"d0 w58\">\u00a0</div>consolidada conforme<div class=\"d0 w17\">\u00a0</div>se transfiere<div class=\"d0 w231\">\u00a0</div>el control<div class=\"d0 w296\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l495 t1427\" id=\"a4730\">los<div class=\"d0 w457\">\u00a0</div>contenidos<div class=\"d0 w314\">\u00a0</div>vendidos<div class=\"d0 w358\">\u00a0</div>(episodios<div class=\"d0 w741\">\u00a0</div>en<div class=\"d0 w308\">\u00a0</div>condiciones<div class=\"d0 w358\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>exhibici\u00f3n<div class=\"d0 w742\">\u00a0</div>por<div class=\"d0 w452\">\u00a0</div>parte<div class=\"d0 w217\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l495 t1428\" id=\"a4731\">comprador)<div class=\"d0 w623\">\u00a0</div>en<div class=\"d0 w310\">\u00a0</div>el<div class=\"d0 w673\">\u00a0</div>momento<div class=\"d0 w304\">\u00a0</div>en<div class=\"d0 w310\">\u00a0</div>que<div class=\"d0 w158\">\u00a0</div>se<div class=\"d0 w302\">\u00a0</div>produce<div class=\"d0 w743\">\u00a0</div>su<div class=\"d0 w577\">\u00a0</div>entrega,<div class=\"d0 w675\">\u00a0</div>no<div class=\"d0 w356\">\u00a0</div>existiendo<div class=\"d0 w744\">\u00a0</div>otras </div><div class=\"po0 fs14 cl2 l495 t1429\" id=\"a4732\">obligaciones<div class=\"d0 w474\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>rendimiento<div class=\"d0 w419\">\u00a0</div>significativas<div class=\"d0 w249\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>cumplir<div class=\"d0 w162\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>partir<div class=\"d0 w162\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>ese<div class=\"d0 w199\">\u00a0</div>momento.<div class=\"d0 w225\">\u00a0</div>El </div><div class=\"po0 fs14 cl2 l495 t1430\" id=\"a4734\">periodo de cobro se establece en los contratos acordados. </div><div class=\"po0 fs34 cl2 l494 t1431\" id=\"a4737\">-</div><div class=\"po0 fs26 cl2 l500 t1432\" id=\"a4739\">Otros servicios</div><div class=\"po0 fs14 cl2 l501 t1433\" id=\"a4740\">: incluye la<div class=\"d0 w27\">\u00a0</div>venta de m\u00fasica, organizaci\u00f3n y gesti\u00f3n<div class=\"d0 w56\">\u00a0</div>de eventos, venta de </div><div class=\"po0 fs14 cl2 l500 t1434\" id=\"a4741\">comercio<div class=\"d0 w212\">\u00a0</div>electr\u00f3nico<div class=\"d0 w745\">\u00a0</div>y<div class=\"d0 w196\">\u00a0</div>servicios<div class=\"d0 w191\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>internet.<div class=\"d0 w746\">\u00a0</div>Ciertos<div class=\"d0 w211\">\u00a0</div>contratos<div class=\"d0 w351\">\u00a0</div>relativos<div class=\"d0 w213\">\u00a0</div>a<div class=\"d0 w194\">\u00a0</div>eventos </div><div class=\"po0 fs14 cl2 l500 t1435\" id=\"a4742\">asociados a<div class=\"d0 w395\">\u00a0</div>los negocios de<div class=\"d0 w34\">\u00a0</div>Media, incluyen tambi\u00e9n<div class=\"d0 w32\">\u00a0</div>servicios de publicidad.<div class=\"d0 w23\">\u00a0</div>En estos </div><div class=\"po0 fs14 cl2 l500 t1436\" id=\"a4743\">casos el<div class=\"d0 w488\">\u00a0</div>precio del<div class=\"d0 w614\">\u00a0</div>contrato se<div class=\"d0 w556\">\u00a0</div>distribuye entre<div class=\"d0 w725\">\u00a0</div>las diferentes<div class=\"d0 w747\">\u00a0</div>obligaciones de<div class=\"d0 w631\">\u00a0</div>desempe\u00f1o, </div><div class=\"po0 fs14 cl2 l500 t1437\" id=\"a4745\">a trav\u00e9s de<div class=\"d0 w22\">\u00a0</div>un an\u00e1lisis de m\u00e1rgenes<div class=\"d0 w57\">\u00a0</div>de descuento y precio<div class=\"d0 w19\">\u00a0</div>de venta independientes de </div><div class=\"po0 fs14 cl2 l500 t1438\" id=\"a4746\">servicios publicitarios equivalentes, pero sin el evento asociado.<div class=\"d0 w283\">\u00a0</div></div><div class=\"po0 fs14 cl2 l473 t1439\" id=\"a4752\">El<div class=\"d0 w748\">\u00a0</div>Grupo<div class=\"d0 w219\">\u00a0</div>no<div class=\"d0 w568\">\u00a0</div>ajusta<div class=\"d0 w358\">\u00a0</div>las<div class=\"d0 w356\">\u00a0</div>contraprestaciones<div class=\"d0 w214\">\u00a0</div>recibidas<div class=\"d0 w547\">\u00a0</div>por<div class=\"d0 w452\">\u00a0</div>el<div class=\"d0 w575\">\u00a0</div>efecto<div class=\"d0 w595\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>componentes<div class=\"d0 w637\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l473 t1440\" id=\"a4753\">financiaci\u00f3n significativos, en la medida que el<div class=\"d0 w479\">\u00a0</div>per\u00edodo comprendido entre el momento en<div class=\"d0 w478\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l473 t1441\" id=\"a4755\">se<div class=\"d0 w368\">\u00a0</div>transfiere los<div class=\"d0 w388\">\u00a0</div>bienes y<div class=\"d0 w166\">\u00a0</div>servicios al<div class=\"d0 w379\">\u00a0</div>cliente y<div class=\"d0 w170\">\u00a0</div>el momento<div class=\"d0 w531\">\u00a0</div>en que<div class=\"d0 w549\">\u00a0</div>este pague<div class=\"d0 w500\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>ese<div class=\"d0 w48\">\u00a0</div>bien o </div><div class=\"po0 fs14 cl2 l473 t1442\" id=\"a4756\">servicio es inferior a un a\u00f1o en la pr\u00e1ctica totalidad de los contratos. </div><div class=\"po0 fs14 cl2 l473 t1443\" id=\"a4759\">Asimismo,<div class=\"d0 w430\">\u00a0</div>las<div class=\"d0 w588\">\u00a0</div>comisiones<div class=\"d0 w211\">\u00a0</div>satisfechas<div class=\"d0 w601\">\u00a0</div>a<div class=\"d0 w156\">\u00a0</div>los<div class=\"d0 w156\">\u00a0</div>empleados<div class=\"d0 w509\">\u00a0</div>por<div class=\"d0 w749\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>obtenci\u00f3n<div class=\"d0 w750\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>contratos<div class=\"d0 w351\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l473 t1444\" id=\"a4760\">reconocen<div class=\"d0 w495\">\u00a0</div>principalmente<div class=\"d0 w633\">\u00a0</div>como<div class=\"d0 w493\">\u00a0</div>gasto<div class=\"d0 w507\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>lugar<div class=\"d0 w376\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>como<div class=\"d0 w493\">\u00a0</div>un<div class=\"d0 w398\">\u00a0</div>activo<div class=\"d0 w381\">\u00a0</div>sujeto<div class=\"d0 w270\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l502 t1445\" id=\"a4761\">amortizaci\u00f3n, porque el periodo de amortizaci\u00f3n de dicho activo ser\u00eda<div class=\"d0 w406\">\u00a0</div>inferior a un a\u00f1o.</div></div></div></div><div class=\"po1 w751 z0\" id=\"TextContainer1968\"><div class=\"po0 fs25 cl2 l473 t1446\" id=\"a4767\">k)</div><div class=\"po0 fs25 cl2 l503 t1446\" id=\"a4769\">Situaci\u00f3n fiscal </div></div><div class=\"po0 l504 t1447 f0\" id=\"div_1959_XBRL_TS_461f1ed2c12b4f2aa2e9de8d0ee65441\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer1960\"><div class=\"po1 w198 z0\" id=\"TextContainer1960\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4771\">El gasto<div class=\"d0 w20\">\u00a0</div>o ingreso por<div class=\"d0 w110\">\u00a0</div>impuesto sobre las<div class=\"d0 w20\">\u00a0</div>ganancias del ejercicio,<div class=\"d0 w38\">\u00a0</div>se calcula mediante<div class=\"d0 w8\">\u00a0</div>la suma </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a4773\">del gasto por impuesto corriente y el gasto por impuesto diferido.</div></div></div></div><div class=\"po1 w751 z0\" id=\"TextContainer1969\"><div class=\"po0 fs14 cl2 l505 t1448\" id=\"a4773_66_3\"><div class=\"d0 w434\">\u00a0</div></div></div><div class=\"po0 l504 t1455 f0\" id=\"div_1962_XBRL_TS_96220c7a0ed544c7b4faae16a8b0c79d\"><div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1966\"><div class=\"po0 l342 t756 f0\" id=\"div_1963_XBRL_TS_0110705873e944f1b41580ea98dca388\"><div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1964\"><div class=\"po1 w198 z0\" id=\"TextContainer1964\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4776\">Los activos<div class=\"d0 w324\">\u00a0</div>y pasivos<div class=\"d0 w560\">\u00a0</div>por impuestos<div class=\"d0 w329\">\u00a0</div>diferidos proceden<div class=\"d0 w426\">\u00a0</div>de las<div class=\"d0 w558\">\u00a0</div>diferencias temporarias<div class=\"d0 w559\">\u00a0</div>definidas </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4777\">como<div class=\"d0 w50\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>importes que<div class=\"d0 w98\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>prev\u00e9n pagaderos<div class=\"d0 w232\">\u00a0</div>o<div class=\"d0 w246\">\u00a0</div>recuperables en<div class=\"d0 w237\">\u00a0</div>el futuro<div class=\"d0 w119\">\u00a0</div>y que<div class=\"d0 w279\">\u00a0</div>derivan de<div class=\"d0 w485\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4778\">diferencia entre el valor<div class=\"d0 w299\">\u00a0</div>en libros de los activos<div class=\"d0 w619\">\u00a0</div>y pasivos y su<div class=\"d0 w392\">\u00a0</div>base fiscal, as\u00ed como de<div class=\"d0 w329\">\u00a0</div>gastos no </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4781\">deducibles<div class=\"d0 w409\">\u00a0</div>que<div class=\"d0 w157\">\u00a0</div>adquirir\u00e1n<div class=\"d0 w408\">\u00a0</div>deducibilidad<div class=\"d0 w400\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>un<div class=\"d0 w408\">\u00a0</div>momento<div class=\"d0 w256\">\u00a0</div>posterior.<div class=\"d0 w752\">\u00a0</div>Dichos<div class=\"d0 w444\">\u00a0</div>importes<div class=\"d0 w602\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4782\">registran aplicando<div class=\"d0 w341\">\u00a0</div>a la diferencia<div class=\"d0 w621\">\u00a0</div>temporaria el tipo<div class=\"d0 w614\">\u00a0</div>de gravamen<div class=\"d0 w406\">\u00a0</div>al que<div class=\"d0 w488\">\u00a0</div>se espera recuperarlos </div><div class=\"po0 fs14 cl2 l340 t1094\" id=\"a4783\">o liquidarlos. </div><div class=\"po0 fs14 cl2 l340 t1096\" id=\"a4786\">Los<div class=\"d0 w438\">\u00a0</div>activos<div class=\"d0 w434\">\u00a0</div>por<div class=\"d0 w510\">\u00a0</div>impuestos<div class=\"d0 w467\">\u00a0</div>diferidos<div class=\"d0 w718\">\u00a0</div>surgen,<div class=\"d0 w397\">\u00a0</div>igualmente,<div class=\"d0 w648\">\u00a0</div>como<div class=\"d0 w717\">\u00a0</div>consecuencia<div class=\"d0 w739\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>las<div class=\"d0 w504\">\u00a0</div>bases </div><div class=\"po0 fs14 cl2 l340 t1098\" id=\"a4787\">imponibles<div class=\"d0 w633\">\u00a0</div>negativas<div class=\"d0 w274\">\u00a0</div>pendientes<div class=\"d0 w633\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>compensar<div class=\"d0 w334\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>cr\u00e9ditos<div class=\"d0 w168\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>deducciones<div class=\"d0 w4\">\u00a0</div>fiscales </div><div class=\"po0 fs14 cl2 l340 t1099\" id=\"a4788\">generados y no aplicados y de los gastos financieros no deducibles en<div class=\"d0 w561\">\u00a0</div>el periodo. </div><div class=\"po0 fs14 cl2 l340 t1449\" id=\"a4791\">Se<div class=\"d0 w535\">\u00a0</div>reconoce<div class=\"d0 w648\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>correspondiente<div class=\"d0 w274\">\u00a0</div>pasivo<div class=\"d0 w202\">\u00a0</div>por<div class=\"d0 w510\">\u00a0</div>impuestos<div class=\"d0 w269\">\u00a0</div>diferidos<div class=\"d0 w586\">\u00a0</div>para<div class=\"d0 w244\">\u00a0</div>todas<div class=\"d0 w432\">\u00a0</div>las<div class=\"d0 w504\">\u00a0</div>diferencias </div><div class=\"po0 fs14 cl2 l340 t1450\" id=\"a4792\">temporarias imponibles, salvo<div class=\"d0 w332\">\u00a0</div>que la diferencia temporaria<div class=\"d0 w740\">\u00a0</div>se derive del reconocimiento<div class=\"d0 w324\">\u00a0</div>inicial </div><div class=\"po0 fs14 cl2 l340 t1451\" id=\"a4793\">de un fondo<div class=\"d0 w26\">\u00a0</div>de comercio o del reconocimiento inicial (salvo en<div class=\"d0 w369\">\u00a0</div>una combinaci\u00f3n de negocios) </div><div class=\"po0 fs14 cl2 l340 t1452\" id=\"a4795\">de otros activos y<div class=\"d0 w110\">\u00a0</div>pasivos en una operaci\u00f3n<div class=\"d0 w9\">\u00a0</div>que en el momento de<div class=\"d0 w58\">\u00a0</div>su realizaci\u00f3n, no afecte ni </div><div class=\"po0 fs14 cl2 l340 t1453\" id=\"a4796\">al resultado<div class=\"d0 w17\">\u00a0</div>fiscal ni contable<div class=\"d0 w295\">\u00a0</div>o que<div class=\"d0 w58\">\u00a0</div>se deriven de<div class=\"d0 w58\">\u00a0</div>diferencias relacionadas con<div class=\"d0 w7\">\u00a0</div>inversiones en </div><div class=\"po0 fs14 cl2 l340 t1454\" id=\"a4799\">sociedades<div class=\"d0 w507\">\u00a0</div>dependientes,<div class=\"d0 w382\">\u00a0</div>asociadas<div class=\"d0 w291\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>negocios<div class=\"d0 w372\">\u00a0</div>conjuntos<div class=\"d0 w531\">\u00a0</div>sobre<div class=\"d0 w493\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>Grupo<div class=\"d0 w494\">\u00a0</div>tenga<div class=\"d0 w378\">\u00a0</div>la </div></div></div></div></div></div></div><div class=\"po1 w502 h111 lh0\" id=\"TextBlockContainer1999\"><div class=\"po0 l464 t756 f0\" id=\"div_1973_XBRL_TS_96220c7a0ed544c7b4faae16a8b0c79d_1\"><div class=\"po1 w198 h75 lh0\" id=\"TextBlockContainer1980\"><div class=\"po0 l342 t756 f0\" id=\"div_1974_XBRL_TS_0110705873e944f1b41580ea98dca388_1\"><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer1975\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer1975\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4811\">capacidad de controlar el momento de su reversi\u00f3n y no fuese<div class=\"d0 w326\">\u00a0</div>probable que se produzca dicha </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a4814\">reversi\u00f3n en un futuro previsible.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer1980\"></div><div class=\"po0 l342 t759 f0\" id=\"div_1977_XBRL_TS_4be608ab074c47f697c4ce2b7877a7ce\"><div class=\"po1 w198 h115 lh0\" id=\"TextBlockContainer1978\"><div class=\"po1 w198 z0\" id=\"TextContainer1978\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4818\">Por<div class=\"d0 w500\">\u00a0</div>su<div class=\"d0 w166\">\u00a0</div>parte,<div class=\"d0 w483\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>activos<div class=\"d0 w235\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>impuestos<div class=\"d0 w175\">\u00a0</div>diferidos<div class=\"d0 w485\">\u00a0</div>identificados<div class=\"d0 w98\">\u00a0</div>con<div class=\"d0 w477\">\u00a0</div>diferencias<div class=\"d0 w167\">\u00a0</div>temporarias </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4819\">deducibles<div class=\"d0 w167\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>bases<div class=\"d0 w482\">\u00a0</div>imponibles<div class=\"d0 w343\">\u00a0</div>negativas,<div class=\"d0 w367\">\u00a0</div>s\u00f3lo<div class=\"d0 w485\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>reconocen<div class=\"d0 w247\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>caso<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>considere </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4820\">probable que<div class=\"d0 w141\">\u00a0</div>las entidades<div class=\"d0 w414\">\u00a0</div>consolidadas vayan<div class=\"d0 w560\">\u00a0</div>a tener<div class=\"d0 w558\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>futuro suficientes<div class=\"d0 w585\">\u00a0</div>ganancias fiscales </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4822\">contra<div class=\"d0 w172\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>poder<div class=\"d0 w238\">\u00a0</div>hacerlos<div class=\"d0 w419\">\u00a0</div>efectivos.<div class=\"d0 w361\">\u00a0</div>Con<div class=\"d0 w98\">\u00a0</div>ocasi\u00f3n<div class=\"d0 w7\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>cada<div class=\"d0 w175\">\u00a0</div>cierre<div class=\"d0 w201\">\u00a0</div>contable,<div class=\"d0 w543\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>revisan<div class=\"d0 w383\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4825\">impuestos diferidos<div class=\"d0 w246\">\u00a0</div>registrados (tanto<div class=\"d0 w50\">\u00a0</div>activos como pasivos)<div class=\"d0 w333\">\u00a0</div>con objeto<div class=\"d0 w18\">\u00a0</div>de comprobar<div class=\"d0 w47\">\u00a0</div>que se </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a4826\">mantienen vigentes, efectu\u00e1ndose las oportunas correcciones a los mismos, de acuerdo con los </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a4827\">resultados de los an\u00e1lisis realizados y el tipo de gravamen vigente en cada<div class=\"d0 w326\">\u00a0</div>momento. </div><div class=\"po0 fs14 cl2 l341 t1456\" id=\"a4831\">La informaci\u00f3n referida al Pilar II se encuentra recogida en la nota 17.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer1981\"><div class=\"po0 fs14 cl4 l340 t826\" id=\"a4835\">PILAR II</div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer1999\"><div class=\"po0 fs25 cl2 l362 t1457\" id=\"a4837\">l)</div></div><div class=\"po0 l396 t1465 f0\" id=\"div_1983_XBRL_TS_4e35d26e85fa4b7f9ec518c0e9eb240b\"><div class=\"po1 w374 h116 lh0\" id=\"TextBlockContainer1991\"><div class=\"po0 l342 t756 f0\" id=\"div_1984_XBRL_TS_5c5ef92341b84d9ca63a01bb1a711a23\"><div class=\"po1 w374 h116 lh0\" id=\"TextBlockContainer1988\"><div class=\"po1 w374 z0\" id=\"TextContainer1988\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4839\">Pagos basados en acciones y remuneraciones por terminaci\u00f3n al personal </div><div class=\"po0 fs14 cl2 l345 t1458\" id=\"a4841\">El Grupo<div class=\"d0 w375\">\u00a0</div>reconoce, por<div class=\"d0 w621\">\u00a0</div>un lado,<div class=\"d0 w268\">\u00a0</div>los bienes<div class=\"d0 w585\">\u00a0</div>y servicios<div class=\"d0 w300\">\u00a0</div>recibidos como<div class=\"d0 w753\">\u00a0</div>un activo<div class=\"d0 w147\">\u00a0</div>o como<div class=\"d0 w620\">\u00a0</div>un gasto, </div><div class=\"po0 fs14 cl2 l345 t1459\" id=\"a4842\">atendiendo<div class=\"d0 w389\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>su<div class=\"d0 w344\">\u00a0</div>naturaleza<div class=\"d0 w164\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>momento<div class=\"d0 w344\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>su<div class=\"d0 w334\">\u00a0</div>obtenci\u00f3n<div class=\"d0 w60\">\u00a0</div>y,<div class=\"d0 w485\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>otro,<div class=\"d0 w539\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>correspondiente </div><div class=\"po0 fs14 cl2 l345 t1460\" id=\"a4843\">incremento en el patrimonio neto, si la transacci\u00f3n se liquida con<div class=\"d0 w50\">\u00a0</div>instrumentos de patrimonio, </div><div class=\"po0 fs14 cl2 l345 t1461\" id=\"a4846\">o el correspondiente<div class=\"d0 w515\">\u00a0</div>pasivo si la transacci\u00f3n<div class=\"d0 w626\">\u00a0</div>se liquida obligatoriamente<div class=\"d0 w140\">\u00a0</div>en caja con un<div class=\"d0 w325\">\u00a0</div>importe </div><div class=\"po0 fs14 cl2 l345 t924\" id=\"a4849\">que est\u00e9 basado en el valor de los instrumentos de patrimonio. </div><div class=\"po0 fs14 cl2 l345 t1462\" id=\"a4852\">En el caso de transacciones que se liquiden con instrumentos<div class=\"d0 w144\">\u00a0</div>de patrimonio, tanto los servicios </div><div class=\"po0 fs14 cl2 l345 t1463\" id=\"a4853\">prestados como el incremento en el<div class=\"d0 w354\">\u00a0</div>patrimonio neto se valoran aplicando<div class=\"d0 w561\">\u00a0</div>el valor razonable de </div><div class=\"po0 fs14 cl2 l345 t1464\" id=\"a4854\">los instrumentos de patrimonio cedidos, referido a la fecha del acuerdo de concesi\u00f3n (fecha de </div><div class=\"po0 fs14 cl2 l345 t1012\" id=\"a4856\">comunicaci\u00f3n de objetivos).<div class=\"d0 w754\">\u00a0</div></div></div><div class=\"po0 l396 t1369 f0\" id=\"div_1985_XBRL_TS_1e9560939e0b40f3ab808fd7225052e2\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer1986\"><div class=\"po1 w198 z0\" id=\"TextContainer1986\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4859\">Las provisiones correspondientes a planes de terminaci\u00f3n de la relaci\u00f3n laboral, tales como las </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4860\">prejubilaciones y<div class=\"d0 w475\">\u00a0</div>otras desvinculaciones,<div class=\"d0 w264\">\u00a0</div>se calculan<div class=\"d0 w394\">\u00a0</div>de forma<div class=\"d0 w247\">\u00a0</div>individualizada en<div class=\"d0 w295\">\u00a0</div>funci\u00f3n de </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4861\">las condiciones pactadas con los empleados, que en algunos casos puede requerir la aplicaci\u00f3n </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a4863\">de valoraciones actuariales, considerando hip\u00f3tesis tanto demogr\u00e1ficas<div class=\"d0 w516\">\u00a0</div>como financieras.</div></div></div></div></div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer2000\"><div class=\"po0 fs25 cl2 l362 t1466\" id=\"a4866\">m)</div></div><div class=\"po0 l342 t1469 f0\" id=\"div_1993_XBRL_TS_7ef9497604154f4f87e9857513969330\"><div class=\"po1 w755 h117 lh0\" id=\"TextBlockContainer1994\"><div class=\"po1 w755 z0\" id=\"TextContainer1994\"><div class=\"po0 fs25 cl2 l507 t756\" id=\"a4868\">Pol\u00edtica de dividendos </div><div class=\"po0 fs14 cl2 l345 t1169\" id=\"a4870\">PRISA no tiene<div class=\"d0 w26\">\u00a0</div>una pol\u00edtica de<div class=\"d0 w22\">\u00a0</div>dividendos establecida, de modo que<div class=\"d0 w32\">\u00a0</div>el reparto de<div class=\"d0 w19\">\u00a0</div>dividendos </div><div class=\"po0 fs14 cl2 l345 t1170\" id=\"a4871\">del<div class=\"d0 w175\">\u00a0</div>Grupo<div class=\"d0 w290\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>revisa<div class=\"d0 w238\">\u00a0</div>con<div class=\"d0 w287\">\u00a0</div>car\u00e1cter<div class=\"d0 w486\">\u00a0</div>anual.<div class=\"d0 w223\">\u00a0</div>En<div class=\"d0 w475\">\u00a0</div>este<div class=\"d0 w484\">\u00a0</div>sentido,<div class=\"d0 w235\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>reparto<div class=\"d0 w394\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>dividendos<div class=\"d0 w169\">\u00a0</div>depende, </div><div class=\"po0 fs14 cl2 l345 t1171\" id=\"a4873\">fundamentalmente, de (i) la<div class=\"d0 w140\">\u00a0</div>existencia de beneficios<div class=\"d0 w515\">\u00a0</div>distribuibles y de la<div class=\"d0 w268\">\u00a0</div>situaci\u00f3n financiera de </div><div class=\"po0 fs14 cl2 l345 t1467\" id=\"a4874\">la Sociedad, (ii) sus obligaciones en<div class=\"d0 w236\">\u00a0</div>relaci\u00f3n con el servicio de la deuda as\u00ed<div class=\"d0 w19\">\u00a0</div>como las derivadas </div><div class=\"po0 fs14 cl2 l345 t924\" id=\"a4876\">de los compromisos adquiridos con sus acreedores financieros en los contratos de financiaci\u00f3n </div><div class=\"po0 fs14 cl2 l345 t925\" id=\"a4877\">del<div class=\"d0 w3\">\u00a0</div>Grupo,<div class=\"d0 w232\">\u00a0</div>(iii)<div class=\"d0 w290\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>generaci\u00f3n<div class=\"d0 w232\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>caja<div class=\"d0 w404\">\u00a0</div>derivada<div class=\"d0 w171\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>curso<div class=\"d0 w284\">\u00a0</div>normal<div class=\"d0 w474\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>sus<div class=\"d0 w282\">\u00a0</div>actividades,<div class=\"d0 w235\">\u00a0</div>(iv)<div class=\"d0 w119\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l345 t1462\" id=\"a4878\">existencia o no de oportunidades de inversi\u00f3n atractivas que<div class=\"d0 w125\">\u00a0</div>generen valor para los accionistas </div><div class=\"po0 fs14 cl2 l345 t1463\" id=\"a4880\">del Grupo,<div class=\"d0 w7\">\u00a0</div>(v) las<div class=\"d0 w63\">\u00a0</div>necesidades de reinversi\u00f3n<div class=\"d0 w283\">\u00a0</div>del Grupo,<div class=\"d0 w18\">\u00a0</div>(vi) la<div class=\"d0 w21\">\u00a0</div>ejecuci\u00f3n del plan<div class=\"d0 w293\">\u00a0</div>de negocio </div><div class=\"po0 fs14 cl2 l341 t1468\" id=\"a4881\">de PRISA, y (vii) otros factores que PRISA considere pertinentes<div class=\"d0 w125\">\u00a0</div>en cada momento.</div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer2001\"><div class=\"po0 fs25 cl2 l362 t1470\" id=\"a4884\">n)</div></div><div class=\"po0 l342 t1471 f0\" id=\"div_1996_XBRL_TS_09079587074d4ea19876cdcbbdaf7a43\"><div class=\"po1 w755 h118 lh0\" id=\"TextBlockContainer1997\"><div class=\"po1 w755 z0\" id=\"TextContainer1997\"><div class=\"po0 fs25 cl2 l507 t756\" id=\"a4886\">Transacciones en moneda extranjera </div><div class=\"po0 fs14 cl2 l345 t1169\" id=\"a4889\">Las cuentas anuales consolidadas del<div class=\"d0 w419\">\u00a0</div>Grupo se presentan en euros,<div class=\"d0 w33\">\u00a0</div>que es tambi\u00e9n<div class=\"d0 w47\">\u00a0</div>la moneda </div><div class=\"po0 fs14 cl2 l345 t1170\" id=\"a4890\">funcional de la Sociedad. Cada entidad del Grupo determina<div class=\"d0 w140\">\u00a0</div>su propia moneda funcional y las </div><div class=\"po0 fs14 cl2 l345 t1171\" id=\"a4891\">partidas incluidas en<div class=\"d0 w325\">\u00a0</div>los estados<div class=\"d0 w140\">\u00a0</div>financieros de cada<div class=\"d0 w756\">\u00a0</div>sociedad se valoran<div class=\"d0 w330\">\u00a0</div>utilizando esa<div class=\"d0 w561\">\u00a0</div>moneda </div><div class=\"po0 fs14 cl2 l341 t1172\" id=\"a4894\">funcional.</div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer2002\"><div class=\"po0 fs14 cl2 l508 t1472\" id=\"a4894_10_2\"><div class=\"d0 w130\">\u00a0</div></div></div></div><div class=\"po1 w681 h122 lh0\" id=\"TextBlockContainer2014\"><img alt=\"doc2p9i1\" class=\"po0 l479 t1473 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t1474 bgc4\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2014\"><div class=\"po0 fs25 cl2 l509 t756\" id=\"a4906\">o)</div></div><div class=\"po0 l342 t756 f0\" id=\"div_2005_XBRL_TS_ea1ef871e8a1432e94a63ac0f2fdb1a2\"><div class=\"po1 w562 h119 lh0\" id=\"TextBlockContainer2006\"><div class=\"po1 w562 z0\" id=\"TextContainer2006\"><div class=\"po0 fs25 cl2 l510 t756\" id=\"a4908\">Informaci\u00f3n por segmentos </div><div class=\"po0 fs14 cl2 l367 t1475\" id=\"a4911\">De conformidad con la NIC 8, el Grupo ha identificado<div class=\"d0 w265\">\u00a0</div>dos segmentos de su actividad: </div><div class=\"po0 fs33 cl2 l368 t1476\" id=\"a4914\">-</div><div class=\"po0 fs14 cl2 l455 t1477\" id=\"a4916\">Educaci\u00f3n,<div class=\"d0 w467\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>incluye<div class=\"d0 w496\">\u00a0</div>fundamentalmente<div class=\"d0 w507\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>venta<div class=\"d0 w440\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>libros<div class=\"d0 w275\">\u00a0</div>educativos,<div class=\"d0 w435\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l455 t1478\" id=\"a4917\">servicios y materiales relacionados con sistemas de ense\u00f1anza;<div class=\"d0 w558\">\u00a0</div></div><div class=\"po0 fs33 cl2 l368 t1479\" id=\"a4920\">-</div><div class=\"po0 fs14 cl2 l455 t1480\" id=\"a4922\">Media, incluye<div class=\"d0 w353\">\u00a0</div>los negocios<div class=\"d0 w332\">\u00a0</div>de radio<div class=\"d0 w410\">\u00a0</div>y noticias<div class=\"d0 w326\">\u00a0</div>(Prensa) y<div class=\"d0 w329\">\u00a0</div>su principal<div class=\"d0 w300\">\u00a0</div>fuente de<div class=\"d0 w558\">\u00a0</div>ingresos </div><div class=\"po0 fs14 cl2 l455 t1481\" id=\"a4923\">son la publicidad, as\u00ed<div class=\"d0 w33\">\u00a0</div>como la venta de<div class=\"d0 w26\">\u00a0</div>ejemplares y revistas, suscripciones digitales y, </div><div class=\"po0 fs14 cl2 l455 t1482\" id=\"a4924\">adicionalmente, la organizaci\u00f3n y gesti\u00f3n de eventos y la producci\u00f3n audiovisual. </div><div class=\"po0 fs14 cl2 l367 t1483\" id=\"a4928\">Las actividades del<div class=\"d0 w387\">\u00a0</div>Grupo se<div class=\"d0 w515\">\u00a0</div>ubican en Europa<div class=\"d0 w696\">\u00a0</div>y Am\u00e9rica. La<div class=\"d0 w324\">\u00a0</div>actividad en<div class=\"d0 w402\">\u00a0</div>Europa se<div class=\"d0 w515\">\u00a0</div>desarrolla </div><div class=\"po0 fs14 cl2 l367 t1484\" id=\"a4929\">fundamentalmente en Espa\u00f1a. La<div class=\"d0 w30\">\u00a0</div>actividad en Am\u00e9rica se<div class=\"d0 w395\">\u00a0</div>desarrolla en m\u00e1s de<div class=\"d0 w23\">\u00a0</div>veinte pa\u00edses, </div><div class=\"po0 fs14 cl2 l456 t1485\" id=\"a4933\">fundamentalmente en Brasil, M\u00e9xico, Chile, Colombia y<div class=\"d0 w402\">\u00a0</div>Argentina.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2015\"><div class=\"po0 fs25 cl2 l451 t1486\" id=\"a4937\">p)</div></div><div class=\"po0 l450 t1504 f0\" id=\"div_2008_XBRL_TS_aa2c468cc9c64da5a230358e1ae84777\"><div class=\"po1 w374 h120 lh0\" id=\"TextBlockContainer2009\"><div class=\"po1 w374 z0\" id=\"TextContainer2009\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4939\">Estados de flujos de efectivo consolidados </div><div class=\"po0 fs14 cl2 l345 t1048\" id=\"a4941\">En los estados de flujos de efectivo consolidados se utilizan las siguientes expresiones: </div><div class=\"po0 fs33 cl2 l397 t1487\" id=\"a4943\">-</div><div class=\"po0 fs14 cl2 l398 t1488\" id=\"a4945\">Variaci\u00f3n de<div class=\"d0 w757\">\u00a0</div>los flujos<div class=\"d0 w325\">\u00a0</div>de tesorer\u00eda<div class=\"d0 w725\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>ejercicio:<div class=\"d0 w299\">\u00a0</div>entradas y<div class=\"d0 w326\">\u00a0</div>salidas de<div class=\"d0 w550\">\u00a0</div>dinero en<div class=\"d0 w725\">\u00a0</div>efectivo </div><div class=\"po0 fs14 cl2 l398 t1489\" id=\"a4946\">y<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>sus<div class=\"d0 w470\">\u00a0</div>equivalentes,<div class=\"d0 w287\">\u00a0</div>entendiendo<div class=\"d0 w167\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>\u00e9stos<div class=\"d0 w289\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>inversiones<div class=\"d0 w615\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>corto<div class=\"d0 w281\">\u00a0</div>plazo<div class=\"d0 w289\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>gran </div><div class=\"po0 fs14 cl2 l398 t1490\" id=\"a4948\">liquidez y bajo riesgo de alteraciones en su valor. </div><div class=\"po0 fs33 cl2 l397 t1491\" id=\"a4950\">-</div><div class=\"po0 fs14 cl2 l401 t1492\" id=\"a4952\">Actividades de<div class=\"d0 w264\">\u00a0</div>explotaci\u00f3n: son<div class=\"d0 w63\">\u00a0</div>las actividades que<div class=\"d0 w283\">\u00a0</div>constituyen la principal<div class=\"d0 w368\">\u00a0</div>fuente de </div><div class=\"po0 fs14 cl2 l401 t1493\" id=\"a4953\">ingresos<div class=\"d0 w26\">\u00a0</div>ordinarios del<div class=\"d0 w282\">\u00a0</div>Grupo,<div class=\"d0 w18\">\u00a0</div>as\u00ed<div class=\"d0 w19\">\u00a0</div>como otras<div class=\"d0 w3\">\u00a0</div>actividades que<div class=\"d0 w284\">\u00a0</div>no puedan<div class=\"d0 w517\">\u00a0</div>clasificarse </div><div class=\"po0 fs14 cl2 l401 t1494\" id=\"a4954\">como de inversi\u00f3n o financiaci\u00f3n. </div><div class=\"po0 fs33 cl2 l397 t1495\" id=\"a4956\">-</div><div class=\"po0 fs14 cl2 l401 t1496\" id=\"a4958\">Actividades de<div class=\"d0 w403\">\u00a0</div>inversi\u00f3n: las<div class=\"d0 w330\">\u00a0</div>de adquisici\u00f3n,<div class=\"d0 w386\">\u00a0</div>enajenaci\u00f3n<div class=\"d0 w516\">\u00a0</div>o disposici\u00f3n<div class=\"d0 w626\">\u00a0</div>por otros<div class=\"d0 w403\">\u00a0</div>medios </div><div class=\"po0 fs14 cl2 l401 t1497\" id=\"a4959\">de activos<div class=\"d0 w392\">\u00a0</div>a largo<div class=\"d0 w425\">\u00a0</div>plazo y<div class=\"d0 w299\">\u00a0</div>otras inversiones<div class=\"d0 w626\">\u00a0</div>no incluidas<div class=\"d0 w405\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>efectivo y<div class=\"d0 w758\">\u00a0</div>sus equivalentes. </div><div class=\"po0 fs14 cl2 l401 t678\" id=\"a4961\">En<div class=\"d0 w568\">\u00a0</div>el<div class=\"d0 w575\">\u00a0</div>caso<div class=\"d0 w582\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>transacciones<div class=\"d0 w678\">\u00a0</div>entre<div class=\"d0 w220\">\u00a0</div>la<div class=\"d0 w184\">\u00a0</div>Sociedad<div class=\"d0 w569\">\u00a0</div>Dominante<div class=\"d0 w569\">\u00a0</div>y<div class=\"d0 w177\">\u00a0</div>participaciones<div class=\"d0 w622\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l401 t1498\" id=\"a4962\">dominantes, s\u00f3lo se incluir\u00e1n en este apartado las que supongan<div class=\"d0 w561\">\u00a0</div>un cambio de control. </div><div class=\"po0 fs33 cl2 l397 t1499\" id=\"a4964\">-</div><div class=\"po0 fs14 cl2 l401 t1500\" id=\"a4966\">Actividades<div class=\"d0 w521\">\u00a0</div>de<div class=\"d0 w596\">\u00a0</div>financiaci\u00f3n:<div class=\"d0 w759\">\u00a0</div>actividades<div class=\"d0 w760\">\u00a0</div>que<div class=\"d0 w301\">\u00a0</div>generan<div class=\"d0 w316\">\u00a0</div>cambios<div class=\"d0 w459\">\u00a0</div>en<div class=\"d0 w320\">\u00a0</div>el<div class=\"d0 w657\">\u00a0</div>tama\u00f1o<div class=\"d0 w318\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l401 t1501\" id=\"a4967\">composici\u00f3n del<div class=\"d0 w111\">\u00a0</div>patrimonio neto<div class=\"d0 w286\">\u00a0</div>y de<div class=\"d0 w338\">\u00a0</div>los pasivos<div class=\"d0 w395\">\u00a0</div>de car\u00e1cter<div class=\"d0 w383\">\u00a0</div>financiero, as\u00ed<div class=\"d0 w238\">\u00a0</div>como las </div><div class=\"po0 fs14 cl2 l401 t1502\" id=\"a4968\">transacciones<div class=\"d0 w485\">\u00a0</div>entre<div class=\"d0 w421\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>Sociedad<div class=\"d0 w343\">\u00a0</div>Dominante<div class=\"d0 w232\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>participaciones<div class=\"d0 w361\">\u00a0</div>no<div class=\"d0 w237\">\u00a0</div>dominantes<div class=\"d0 w232\">\u00a0</div>que<div class=\"d0 w281\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l401 t1503\" id=\"a4970\">supongan<div class=\"d0 w287\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>cambio<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>control.<div class=\"d0 w172\">\u00a0</div>Adicionalmente<div class=\"d0 w290\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>incluye<div class=\"d0 w389\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>pago<div class=\"d0 w5\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>efectivo<div class=\"d0 w232\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l381 t1326\" id=\"a4971\">pasivo financiero por arrendamiento.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2016\"><div class=\"po0 fs25 cl2 l451 t1505\" id=\"a4974\">q)</div></div><div class=\"po0 l450 t1507 f0\" id=\"div_2011_XBRL_TS_3944c9b97c56497baf9af7b20cff6e45\"><div class=\"po1 w374 h121 lh0\" id=\"TextBlockContainer2012\"><div class=\"po1 w374 z0\" id=\"TextContainer2012\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4976\">Impacto medioambiental </div><div class=\"po0 fs14 cl2 l345 t920\" id=\"a4978\">El<div class=\"d0 w398\">\u00a0</div>Grupo<div class=\"d0 w435\">\u00a0</div>tiene<div class=\"d0 w460\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>compromiso,<div class=\"d0 w531\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>trav\u00e9s<div class=\"d0 w684\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>su<div class=\"d0 w493\">\u00a0</div>Pol\u00edtica<div class=\"d0 w699\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>Sostenibilidad<div class=\"d0 w297\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>su<div class=\"d0 w493\">\u00a0</div>Pol\u00edtica </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a4979\">Medioambiental, aprobadas en<div class=\"d0 w516\">\u00a0</div>diciembre del 2018<div class=\"d0 w584\">\u00a0</div>(modificada en noviembre<div class=\"d0 w268\">\u00a0</div>de 2020 y<div class=\"d0 w140\">\u00a0</div>febrero </div><div class=\"po0 fs14 cl2 l345 t770\" id=\"a4980\">del 2022) y en febrero del 2021, respectivamente, de apoyar la lucha contra el cambio clim\u00e1tico </div><div class=\"po0 fs14 cl2 l345 t771\" id=\"a4982\">que se efectuar\u00e1<div class=\"d0 w57\">\u00a0</div>a trav\u00e9s de la<div class=\"d0 w23\">\u00a0</div>gesti\u00f3n eficaz de los<div class=\"d0 w38\">\u00a0</div>recursos y la toma<div class=\"d0 w383\">\u00a0</div>en consideraci\u00f3n de los </div><div class=\"po0 fs14 cl2 l345 t1017\" id=\"a4983\">potenciales<div class=\"d0 w259\">\u00a0</div>riesgos<div class=\"d0 w259\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>se<div class=\"d0 w157\">\u00a0</div>deriven<div class=\"d0 w408\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>los<div class=\"d0 w194\">\u00a0</div>mismos,<div class=\"d0 w761\">\u00a0</div>as\u00ed<div class=\"d0 w525\">\u00a0</div>como<div class=\"d0 w261\">\u00a0</div>mediante<div class=\"d0 w188\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>supervisi\u00f3n<div class=\"d0 w508\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l345 t772\" id=\"a4984\">evaluaci\u00f3n del impacto ambiental que pueda<div class=\"d0 w23\">\u00a0</div>generar su actividad. Incluye el<div class=\"d0 w50\">\u00a0</div>compromiso del </div><div class=\"po0 fs14 cl2 l345 t773\" id=\"a4986\">Grupo<div class=\"d0 w255\">\u00a0</div>con<div class=\"d0 w534\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>cumplimiento<div class=\"d0 w706\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>legislaci\u00f3n<div class=\"d0 w442\">\u00a0</div>medioambiental<div class=\"d0 w551\">\u00a0</div>aplicable,<div class=\"d0 w583\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>desarrollo<div class=\"d0 w512\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1463\" id=\"a4987\">acciones<div class=\"d0 w752\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>mejora<div class=\"d0 w524\">\u00a0</div>continua,<div class=\"d0 w252\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>sensibilizaci\u00f3n<div class=\"d0 w258\">\u00a0</div>medioambiental<div class=\"d0 w588\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>el<div class=\"d0 w598\">\u00a0</div>desarrollo<div class=\"d0 w187\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>sus </div><div class=\"po0 fs14 cl2 l345 t1464\" id=\"a4988\">actividades y en la de sus socios de negocio, clientes y proveedores.<div class=\"d0 w392\">\u00a0</div>En este sentido, durante el </div><div class=\"po0 fs14 cl2 l345 t1012\" id=\"a4992\">a\u00f1o<div class=\"d0 w475\">\u00a0</div>2024<div class=\"d0 w31\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>Grupo<div class=\"d0 w9\">\u00a0</div>ha<div class=\"d0 w171\">\u00a0</div>puesto<div class=\"d0 w295\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>marcha<div class=\"d0 w228\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>Plan<div class=\"d0 w366\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>Gesti\u00f3n<div class=\"d0 w21\">\u00a0</div>Ambiental,<div class=\"d0 w239\">\u00a0</div>ha<div class=\"d0 w171\">\u00a0</div>respondido<div class=\"d0 w17\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l345 t929\" id=\"a4997\">primera<div class=\"d0 w421\">\u00a0</div>vez<div class=\"d0 w295\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>cuestionario sobre<div class=\"d0 w25\">\u00a0</div>cambio<div class=\"d0 w24\">\u00a0</div>clim\u00e1tico<div class=\"d0 w23\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>CDP<div class=\"d0 w293\">\u00a0</div>(Carbon<div class=\"d0 w396\">\u00a0</div>Disclosure<div class=\"d0 w39\">\u00a0</div>Project),<div class=\"d0 w333\">\u00a0</div>as\u00ed </div><div class=\"po0 fs14 cl2 l345 t1506\" id=\"a4998\">como<div class=\"d0 w56\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>registro<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>su<div class=\"d0 w56\">\u00a0</div>plan<div class=\"d0 w111\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>reducci\u00f3n<div class=\"d0 w38\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>emisiones<div class=\"d0 w264\">\u00a0</div>\u201cnear<div class=\"d0 w24\">\u00a0</div>team<div class=\"d0 w49\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>net<div class=\"d0 w8\">\u00a0</div>zero\u201d<div class=\"d0 w264\">\u00a0</div>dentro<div class=\"d0 w20\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la </div></div></div></div></div><div class=\"po1 w198 h123 lh0\" id=\"TextBlockContainer2021\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2021\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a5009\">iniciativa<div class=\"d0 w168\">\u00a0</div>SBTi<div class=\"d0 w448\">\u00a0</div>(Science<div class=\"d0 w336\">\u00a0</div>Based<div class=\"d0 w432\">\u00a0</div>Targets).<div class=\"d0 w382\">\u00a0</div>Todas<div class=\"d0 w381\">\u00a0</div>estas<div class=\"d0 w449\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>est\u00e1n<div class=\"d0 w501\">\u00a0</div>enmarcadas<div class=\"d0 w4\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Plan </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a5013\">Director de Sostenibilidad 2022-2025 aprobado por el Consejo de<div class=\"d0 w265\">\u00a0</div>Administraci\u00f3n de PRISA.<div class=\"d0 w762\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a5018\">La actividad<div class=\"d0 w228\">\u00a0</div>que realiza<div class=\"d0 w293\">\u00a0</div>el Grupo<div class=\"d0 w543\">\u00a0</div>no tiene<div class=\"d0 w286\">\u00a0</div>impacto directo ni<div class=\"d0 w199\">\u00a0</div>en la<div class=\"d0 w248\">\u00a0</div>biodiversidad ni<div class=\"d0 w59\">\u00a0</div>en \u00e1reas </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a5019\">protegidas. En su<div class=\"d0 w532\">\u00a0</div>actividad prevalece<div class=\"d0 w324\">\u00a0</div>el principio<div class=\"d0 w125\">\u00a0</div>de precauci\u00f3n intentando<div class=\"d0 w631\">\u00a0</div>siempre minimizar </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a5020\">los riesgos para evitar que se pueda producir el da\u00f1o. </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a5023\">La<div class=\"d0 w763\">\u00a0</div>evaluaci\u00f3n<div class=\"d0 w764\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>estos<div class=\"d0 w765\">\u00a0</div>compromisos<div class=\"d0 w766\">\u00a0</div>indica<div class=\"d0 w767\">\u00a0</div>que,<div class=\"d0 w768\">\u00a0</div>en<div class=\"d0 w769\">\u00a0</div>todo<div class=\"d0 w770\">\u00a0</div>caso,<div class=\"d0 w771\">\u00a0</div>el<div class=\"d0 w772\">\u00a0</div>Grupo<div class=\"d0 w773\">\u00a0</div>no<div class=\"d0 w774\">\u00a0</div>tiene </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a5024\">responsabilidades,<div class=\"d0 w775\">\u00a0</div>gastos,<div class=\"d0 w776\">\u00a0</div>activos,<div class=\"d0 w777\">\u00a0</div>ni<div class=\"d0 w778\">\u00a0</div>provisiones<div class=\"d0 w779\">\u00a0</div>o<div class=\"d0 w780\">\u00a0</div>contingencias<div class=\"d0 w781\">\u00a0</div>de<div class=\"d0 w780\">\u00a0</div>naturaleza </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a5025\">medioambiental<div class=\"d0 w237\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>pudieran<div class=\"d0 w224\">\u00a0</div>ser<div class=\"d0 w517\">\u00a0</div>significativos<div class=\"d0 w245\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>relaci\u00f3n<div class=\"d0 w232\">\u00a0</div>con<div class=\"d0 w477\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>patrimonio,<div class=\"d0 w517\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>situaci\u00f3n </div><div class=\"po0 fs14 cl2 l341 t1509\" id=\"a5026\">financiera y los resultados del mismo.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfMaterialAccountingPolicyInformationExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForPropertyPlantAndEquipmentExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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class=\"w89 po0 h83 l437 t1177 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l438 t1178 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l435 t1178 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l437 t1178 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l438 t1179 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l435 t1179 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l437 t1179 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l438 t1180 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l438 t1180 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l439 t1180 bgc0\">\u00a0</div>\n<div class=\"w651 po0 h12 l440 t1180 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l435 t1180 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t1180 bgc0\">\u00a0</div>\n<div class=\"w652 po0 h12 l441 t1180 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l437 t1180 bgc0\">\u00a0</div>\n<div class=\"po1 w374 z0\" id=\"TextContainer1752\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a3768\">Inmovilizado material </div><div class=\"po0 fs14 cl2 l345 t768\" id=\"a3770\">El inmovilizado material se valora<div class=\"d0 w20\">\u00a0</div>inicialmente por su coste y posteriormente por dicho<div class=\"d0 w49\">\u00a0</div>coste, </div><div class=\"po0 fs14 cl2 l345 t769\" id=\"a3776\">neto de su<div class=\"d0 w18\">\u00a0</div>correspondiente amortizaci\u00f3n acumulada y de las<div class=\"d0 w63\">\u00a0</div>p\u00e9rdidas por deterioro que haya </div><div class=\"po0 fs14 cl2 l345 t770\" id=\"a3778\">experimentado. </div><div class=\"po0 fs14 cl2 l345 t1017\" id=\"a3781\">El<div class=\"d0 w110\">\u00a0</div>inmovilizado<div class=\"d0 w50\">\u00a0</div>material se<div class=\"d0 w279\">\u00a0</div>amortiza<div class=\"d0 w18\">\u00a0</div>linealmente,<div class=\"d0 w17\">\u00a0</div>repartiendo el<div class=\"d0 w5\">\u00a0</div>coste<div class=\"d0 w55\">\u00a0</div>menos, en<div class=\"d0 w549\">\u00a0</div>su<div class=\"d0 w56\">\u00a0</div>caso, el </div><div class=\"po0 fs14 cl2 l345 t772\" id=\"a3783\">valor residual de los activos entre los a\u00f1os de vida \u00fatil estimada,<div class=\"d0 w558\">\u00a0</div>seg\u00fan el siguiente detalle: </div><div class=\"po0 fs32 cl2 l442 t1181\" id=\"a3789\"><div class=\"d0 w119\">\u00a0</div>Intervalos de </div><div class=\"po0 fs32 cl2 l443 t1182\" id=\"a3791\">vida \u00fatil </div><div class=\"po0 fs32 cl2 l444 t1183\" id=\"a3793\"><div class=\"d0 w291\">\u00a0</div>estimada (*) </div><div class=\"po0 fs32 cl2 l445 t1184\" id=\"a3796\">Edificios y construcciones<div class=\"d0 w653\">\u00a0</div></div><div class=\"po0 fs32 cl2 l446 t1184\" id=\"a3798\">50 </div><div class=\"po0 fs32 cl2 l445 t1185\" id=\"a3800\">Instalaciones t\u00e9cnicas<div class=\"d0 w386\">\u00a0</div>y maquinaria </div><div class=\"po0 fs32 cl2 l447 t1185\" id=\"a3802\">5 \u2013 10 </div><div class=\"po0 fs32 cl2 l445 t1186\" id=\"a3807\">Otro inmovilizado </div><div class=\"po0 fs32 cl2 l447 t1186\" id=\"a3809\">4 \u2013 10 </div><div class=\"po0 fs32 cl2 l445 t1187\" id=\"a3814\">(*) Excluye inmovilizado<div class=\"d0 w555\">\u00a0</div>bajo la NIIF 16 </div><div class=\"po0 fs14 cl4 l345 t1188\" id=\"a3818\">.</div></div></div><div class=\"po1 w374 h89 lh0\" id=\"TextBlockContainer1788\"><div class=\"po0 l342 t756 f0\" id=\"div_1785_XBRL_TS_8dba233fada4498997e323f7134dab92\"><div class=\"po1 w374 h89 lh0\" id=\"TextBlockContainer1786\"><div class=\"po1 w374 z0\" id=\"TextContainer1786\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4014\">Activos intangibles </div><div class=\"po0 fs14 cl2 l345 t1169\" id=\"a4016\">Los<div class=\"d0 w369\">\u00a0</div>principales<div class=\"d0 w165\">\u00a0</div>conceptos<div class=\"d0 w19\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Grupo<div class=\"d0 w543\">\u00a0</div>incluidos<div class=\"d0 w57\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>este<div class=\"d0 w484\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w63\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>criterios<div class=\"d0 w234\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>valoraci\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1170\" id=\"a4019\">utilizados son los siguientes: </div><div class=\"po0 fs26 cl2 l345 t1172\" id=\"a4022\">Aplicaciones inform\u00e1ticas- </div><div class=\"po0 fs14 cl2 l345 t1240\" id=\"a4026\">En<div class=\"d0 w237\">\u00a0</div>esta<div class=\"d0 w175\">\u00a0</div>cuenta<div class=\"d0 w230\">\u00a0</div>figuran<div class=\"d0 w230\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>importes<div class=\"d0 w169\">\u00a0</div>satisfechos<div class=\"d0 w368\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>desarrollo<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>programas<div class=\"d0 w290\">\u00a0</div>inform\u00e1ticos </div><div class=\"po0 fs14 cl2 l345 t1241\" id=\"a4027\">espec\u00edficos<div class=\"d0 w377\">\u00a0</div>o<div class=\"d0 w271\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>importes<div class=\"d0 w482\">\u00a0</div>incurridos<div class=\"d0 w297\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>adquisici\u00f3n<div class=\"d0 w199\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>terceros<div class=\"d0 w469\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>licencia<div class=\"d0 w281\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>uso<div class=\"d0 w373\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1242\" id=\"a4028\">programas. Se amortizan linealmente,<div class=\"d0 w626\">\u00a0</div>dependiendo del tipo<div class=\"d0 w375\">\u00a0</div>de programa o desarrollo,<div class=\"d0 w266\">\u00a0</div>durante </div><div class=\"po0 fs14 cl2 l345 t1243\" id=\"a4030\">el per\u00edodo en el que contribuyan a la generaci\u00f3n de beneficios. </div><div class=\"po0 fs26 cl2 l345 t1244\" id=\"a4033\">Prototipos- </div><div class=\"po0 fs14 cl2 l345 t1245\" id=\"a4037\">En<div class=\"d0 w541\">\u00a0</div>esta<div class=\"d0 w415\">\u00a0</div>cuenta<div class=\"d0 w512\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>incluyen,<div class=\"d0 w465\">\u00a0</div>fundamentalmente,<div class=\"d0 w505\">\u00a0</div>los<div class=\"d0 w194\">\u00a0</div>prototipos<div class=\"d0 w649\">\u00a0</div>para<div class=\"d0 w211\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>edici\u00f3n<div class=\"d0 w583\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>libros, </div><div class=\"po0 fs14 cl2 l345 t1246\" id=\"a4038\">valor\u00e1ndose<div class=\"d0 w58\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>coste<div class=\"d0 w60\">\u00a0</div>incurrido<div class=\"d0 w56\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>materiales<div class=\"d0 w30\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>trabajos<div class=\"d0 w31\">\u00a0</div>realizados<div class=\"d0 w19\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>terceros<div class=\"d0 w396\">\u00a0</div>hasta </div><div class=\"po0 fs14 cl2 l345 t1247\" id=\"a4039\">llegar<div class=\"d0 w213\">\u00a0</div>al<div class=\"d0 w203\">\u00a0</div>soporte<div class=\"d0 w213\">\u00a0</div>f\u00edsico<div class=\"d0 w491\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>permite<div class=\"d0 w431\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>reproducci\u00f3n<div class=\"d0 w586\">\u00a0</div>industrial<div class=\"d0 w399\">\u00a0</div>seriada.<div class=\"d0 w505\">\u00a0</div>Los<div class=\"d0 w263\">\u00a0</div>prototipos<div class=\"d0 w684\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l345 t1248\" id=\"a4041\">amortizan linealmente en tres ejercicios a<div class=\"d0 w557\">\u00a0</div>partir del momento de lanzamiento al<div class=\"d0 w126\">\u00a0</div>mercado, en el </div><div class=\"po0 fs14 cl2 l345 t1249\" id=\"a4042\">caso de libros de texto e idiomas, atlas, diccionarios, enciclopedias y grandes obras. El coste de </div><div class=\"po0 fs14 cl2 l345 t1250\" id=\"a4043\">los<div class=\"d0 w293\">\u00a0</div>prototipos<div class=\"d0 w19\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>libros<div class=\"d0 w31\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>espera<div class=\"d0 w293\">\u00a0</div>editar<div class=\"d0 w19\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>carga<div class=\"d0 w58\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>cuenta<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>resultados<div class=\"d0 w368\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t1251\" id=\"a4045\">ejercicio en el que se toma la decisi\u00f3n de no editar. </div><div class=\"po0 fs26 cl2 l345 t1252\" id=\"a4048\">Anticipos de derechos de autor- </div><div class=\"po0 fs14 cl2 l345 t1253\" id=\"a4052\">Recoge<div class=\"d0 w539\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>importes<div class=\"d0 w169\">\u00a0</div>adelantados<div class=\"d0 w63\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>autores,<div class=\"d0 w60\">\u00a0</div>est\u00e9n<div class=\"d0 w165\">\u00a0</div>o<div class=\"d0 w30\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>pagados,<div class=\"d0 w239\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>cuenta<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>futuros </div><div class=\"po0 fs14 cl2 l345 t1254\" id=\"a4053\">derechos<div class=\"d0 w170\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>regal\u00edas<div class=\"d0 w475\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>derecho<div class=\"d0 w391\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>uso<div class=\"d0 w5\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>distintas<div class=\"d0 w390\">\u00a0</div>manifestaciones<div class=\"d0 w224\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>propiedad </div><div class=\"po0 fs14 cl2 l345 t1255\" id=\"a4054\">intelectual. Los<div class=\"d0 w620\">\u00a0</div>anticipos de<div class=\"d0 w145\">\u00a0</div>derechos de<div class=\"d0 w685\">\u00a0</div>autor se<div class=\"d0 w405\">\u00a0</div>imputan como<div class=\"d0 w686\">\u00a0</div>gasto en<div class=\"d0 w550\">\u00a0</div>la cuenta<div class=\"d0 w634\">\u00a0</div>de resultados </div><div class=\"po0 fs14 cl2 l345 t1256\" id=\"a4056\">a partir del momento de<div class=\"d0 w18\">\u00a0</div>lanzamiento del libro al mercado, de acuerdo con el porcentaje<div class=\"d0 w47\">\u00a0</div>fijado </div><div class=\"po0 fs14 cl2 l345 t1257\" id=\"a4057\">en cada<div class=\"d0 w8\">\u00a0</div>contrato, aplicado sobre<div class=\"d0 w235\">\u00a0</div>el precio<div class=\"d0 w19\">\u00a0</div>de cubierta<div class=\"d0 w39\">\u00a0</div>del libro.<div class=\"d0 w295\">\u00a0</div>Se presentan en<div class=\"d0 w345\">\u00a0</div>el balance<div class=\"d0 w24\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1258\" id=\"a4058\">situaci\u00f3n por su coste, una vez deducida la parte que<div class=\"d0 w353\">\u00a0</div>se ha llevado a resultados. Dicho coste se </div><div class=\"po0 fs14 cl2 l345 t1259\" id=\"a4061\">revisa cada ejercicio,<div class=\"d0 w515\">\u00a0</div>registr\u00e1ndose, en caso<div class=\"d0 w402\">\u00a0</div>necesario, una correcci\u00f3n<div class=\"d0 w446\">\u00a0</div>de valor en funci\u00f3n<div class=\"d0 w332\">\u00a0</div>de las </div><div class=\"po0 fs14 cl2 l345 t1260\" id=\"a4064\">expectativas de venta del t\u00edtulo correspondiente. </div><div class=\"po0 fs26 cl2 l345 t1261\" id=\"a4067\">Otros activos intangibles- </div><div class=\"po0 fs14 cl2 l345 t1262\" id=\"a4071\">Recoge<div class=\"d0 w687\">\u00a0</div>b\u00e1sicamente<div class=\"d0 w688\">\u00a0</div>los<div class=\"d0 w689\">\u00a0</div>importes<div class=\"d0 w690\">\u00a0</div>desembolsados<div class=\"d0 w691\">\u00a0</div>en<div class=\"d0 w692\">\u00a0</div>la<div class=\"d0 w693\">\u00a0</div>adquisici\u00f3n<div class=\"d0 w694\">\u00a0</div>de<div class=\"d0 w695\">\u00a0</div>concesiones </div><div class=\"po0 fs14 cl2 l345 t1263\" id=\"a4072\">administrativas para<div class=\"d0 w85\">\u00a0</div>la explotaci\u00f3n<div class=\"d0 w267\">\u00a0</div>de frecuencias<div class=\"d0 w410\">\u00a0</div>radiof\u00f3nicas, sujetas<div class=\"d0 w515\">\u00a0</div>al r\u00e9gimen<div class=\"d0 w328\">\u00a0</div>de concesi\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1264\" id=\"a4073\">administrativa<div class=\"d0 w534\">\u00a0</div>temporal.<div class=\"d0 w602\">\u00a0</div>Estas<div class=\"d0 w351\">\u00a0</div>concesiones<div class=\"d0 w513\">\u00a0</div>son<div class=\"d0 w430\">\u00a0</div>otorgadas<div class=\"d0 w68\">\u00a0</div>por<div class=\"d0 w188\">\u00a0</div>per\u00edodos<div class=\"d0 w551\">\u00a0</div>plurianuales<div class=\"d0 w188\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l345 t1265\" id=\"a4075\">car\u00e1cter renovable, en<div class=\"d0 w55\">\u00a0</div>funci\u00f3n de la<div class=\"d0 w295\">\u00a0</div>legislaci\u00f3n de cada pa\u00eds,<div class=\"d0 w24\">\u00a0</div>y se<div class=\"d0 w395\">\u00a0</div>amortizan linealmente en el </div><div class=\"po0 fs14 cl2 l345 t1266\" id=\"a4076\">per\u00edodo<div class=\"d0 w419\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>concesi\u00f3n,<div class=\"d0 w421\">\u00a0</div>excepto<div class=\"d0 w31\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>aquellos<div class=\"d0 w539\">\u00a0</div>casos<div class=\"d0 w129\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>costes<div class=\"d0 w484\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>renovaci\u00f3n<div class=\"d0 w480\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>fuesen </div><div class=\"po0 fs14 cl2 l345 t1267\" id=\"a4077\">significativos y las obligaciones<div class=\"d0 w478\">\u00a0</div>exigidas f\u00e1cilmente alcanzables, en<div class=\"d0 w329\">\u00a0</div>cuyo caso son consideradas </div><div class=\"po0 fs14 cl2 l345 t1268\" id=\"a4079\">activos de vida<div class=\"d0 w330\">\u00a0</div>\u00fatil indefinida<div class=\"d0 w329\">\u00a0</div>(estas \u00faltimas corresponden<div class=\"d0 w585\">\u00a0</div>principalmente a Sociedad<div class=\"d0 w696\">\u00a0</div>Espa\u00f1ola </div><div class=\"po0 fs14 cl2 l341 t1269\" id=\"a4087\">de Radiodifusi\u00f3n, S.L.U. y Grupo Latino de Radiodifusi\u00f3n Chile, Ltda.).</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForDepreciationExpenseExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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  },
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   "value": "<div class=\"po1 w374 h85 lh0\" id=\"TextBlockContainer1757\"><div class=\"po1 w374 z0\" id=\"TextContainer1757\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a3822\">Arrendamientos </div><div class=\"po0 fs14 cl2 l345 t920\" id=\"a3824\">La<div class=\"d0 w333\">\u00a0</div>NIIF 16<div class=\"d0 w477\">\u00a0</div>establece<div class=\"d0 w39\">\u00a0</div>los principios<div class=\"d0 w476\">\u00a0</div>para<div class=\"d0 w396\">\u00a0</div>el reconocimiento,<div class=\"d0 w367\">\u00a0</div>valoraci\u00f3n, y<div class=\"d0 w168\">\u00a0</div>presentaci\u00f3n de<div class=\"d0 w482\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a3827\">arrendamientos,<div class=\"d0 w289\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>cual<div class=\"d0 w336\">\u00a0</div>todos<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>arrendamientos<div class=\"d0 w615\">\u00a0</div>(con<div class=\"d0 w279\">\u00a0</div>algunas<div class=\"d0 w285\">\u00a0</div>excepciones<div class=\"d0 w335\">\u00a0</div>limitadas) </div><div class=\"po0 fs14 cl2 l345 t770\" id=\"a3828\">quedan registrados en<div class=\"d0 w354\">\u00a0</div>el balance<div class=\"d0 w479\">\u00a0</div>de situaci\u00f3n<div class=\"d0 w341\">\u00a0</div>consolidado, existiendo<div class=\"d0 w516\">\u00a0</div>un gasto de<div class=\"d0 w145\">\u00a0</div>amortizaci\u00f3n </div><div class=\"po0 fs14 cl2 l345 t771\" id=\"a3829\">del activo por el derecho<div class=\"d0 w332\">\u00a0</div>de uso y un gasto financiero<div class=\"d0 w634\">\u00a0</div>por la actualizaci\u00f3n financiera<div class=\"d0 w423\">\u00a0</div>del pasivo </div><div class=\"po0 fs14 cl2 l345 t1017\" id=\"a3831\">que surge por el arrendamiento.<div class=\"d0 w654\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t773\" id=\"a3834\">En<div class=\"d0 w376\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>fecha<div class=\"d0 w336\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>inicio<div class=\"d0 w482\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>arrendamiento,<div class=\"d0 w470\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>arrendatario<div class=\"d0 w476\">\u00a0</div>reconoce<div class=\"d0 w500\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>activo<div class=\"d0 w382\">\u00a0</div>(inmovilizado </div><div class=\"po0 fs14 cl2 l345 t1190\" id=\"a3835\">material<div class=\"d0 w277\">\u00a0</div>o<div class=\"d0 w271\">\u00a0</div>intangible),<div class=\"d0 w288\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>representa<div class=\"d0 w379\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>derecho<div class=\"d0 w279\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>uso<div class=\"d0 w373\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>activo<div class=\"d0 w382\">\u00a0</div>subyacente<div class=\"d0 w269\">\u00a0</div>durante<div class=\"d0 w337\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t1191\" id=\"a3836\">periodo del<div class=\"d0 w420\">\u00a0</div>contrato, y<div class=\"d0 w518\">\u00a0</div>principalmente por<div class=\"d0 w23\">\u00a0</div>un importe<div class=\"d0 w228\">\u00a0</div>equivalente al<div class=\"d0 w295\">\u00a0</div>valor inicial<div class=\"d0 w21\">\u00a0</div>del pasivo </div><div class=\"po0 fs14 cl2 l345 t1192\" id=\"a3837\">financiero por<div class=\"d0 w8\">\u00a0</div>arrendamiento. Posteriormente el<div class=\"d0 w110\">\u00a0</div>activo por<div class=\"d0 w165\">\u00a0</div>derecho de<div class=\"d0 w18\">\u00a0</div>uso se<div class=\"d0 w59\">\u00a0</div>valora al<div class=\"d0 w129\">\u00a0</div>coste, </div><div class=\"po0 fs14 cl2 l345 t1193\" id=\"a3840\">minorado por<div class=\"d0 w517\">\u00a0</div>la amortizaci\u00f3n<div class=\"d0 w247\">\u00a0</div>acumulada y<div class=\"d0 w238\">\u00a0</div>deterioros de<div class=\"d0 w334\">\u00a0</div>valor reconocidos,<div class=\"d0 w171\">\u00a0</div>y ajustado<div class=\"d0 w232\">\u00a0</div>para </div><div class=\"po0 fs14 cl2 l345 t1194\" id=\"a3841\">tener<div class=\"d0 w468\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>cuenta<div class=\"d0 w227\">\u00a0</div>cualquier<div class=\"d0 w286\">\u00a0</div>nueva<div class=\"d0 w3\">\u00a0</div>valoraci\u00f3n<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>pasivos<div class=\"d0 w287\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>arrendamiento.<div class=\"d0 w200\">\u00a0</div>El<div class=\"d0 w98\">\u00a0</div>activo<div class=\"d0 w539\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l345 t1195\" id=\"a3842\">amortiza de manera<div class=\"d0 w561\">\u00a0</div>lineal de acuerdo<div class=\"d0 w326\">\u00a0</div>a la vida<div class=\"d0 w125\">\u00a0</div>del contrato,<div class=\"d0 w265\">\u00a0</div>salvo cuando la vida<div class=\"d0 w146\">\u00a0</div>\u00fatil del activo </div><div class=\"po0 fs14 cl2 l345 t1196\" id=\"a3845\">fuera inferior. El Grupo ha aplicado los requerimientos incluidos en la NIC 36 para evaluar los </div><div class=\"po0 fs14 cl2 l345 t1197\" id=\"a3846\">deterioros de<div class=\"d0 w56\">\u00a0</div>valor del activo<div class=\"d0 w333\">\u00a0</div>por derecho<div class=\"d0 w26\">\u00a0</div>de uso<div class=\"d0 w24\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l448 t1198\" id=\"a3847\">v\u00e9ase nota 4f</div><div class=\"po0 fs14 cl2 l449 t1197\" id=\"a3848\">), de manera<div class=\"d0 w368\">\u00a0</div>que forman<div class=\"d0 w17\">\u00a0</div>parte </div><div class=\"po0 fs14 cl2 l345 t1199\" id=\"a3853\">del<div class=\"d0 w129\">\u00a0</div>valor a<div class=\"d0 w289\">\u00a0</div>recuperar<div class=\"d0 w20\">\u00a0</div>en aquellos<div class=\"d0 w335\">\u00a0</div>test de<div class=\"d0 w289\">\u00a0</div>deterioro asociados<div class=\"d0 w367\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>fondos<div class=\"d0 w21\">\u00a0</div>de comercio<div class=\"d0 w476\">\u00a0</div>o<div class=\"d0 w246\">\u00a0</div>activos </div><div class=\"po0 fs14 cl2 l345 t1200\" id=\"a3856\">intangibles de<div class=\"d0 w296\">\u00a0</div>vida \u00fatil<div class=\"d0 w110\">\u00a0</div>indefinida pertenecientes a<div class=\"d0 w485\">\u00a0</div>la misma<div class=\"d0 w31\">\u00a0</div>Unidad Generadora<div class=\"d0 w246\">\u00a0</div>de Efectivo </div><div class=\"po0 fs14 cl2 l345 t1201\" id=\"a3857\">(\u201cUGE\u201d).<div class=\"d0 w291\">\u00a0</div>Para<div class=\"d0 w273\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>resto<div class=\"d0 w168\">\u00a0</div>de<div class=\"d0 w291\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>activos<div class=\"d0 w222\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>derecho<div class=\"d0 w249\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>uso<div class=\"d0 w160\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>analiza<div class=\"d0 w3\">\u00a0</div>si<div class=\"d0 w376\">\u00a0</div>existen<div class=\"d0 w482\">\u00a0</div>indicios<div class=\"d0 w500\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1202\" id=\"a3871\">deterioro,<div class=\"d0 w655\">\u00a0</div>conforme al<div class=\"d0 w483\">\u00a0</div>resto de<div class=\"d0 w389\">\u00a0</div>los activos<div class=\"d0 w539\">\u00a0</div>de inmovilizado<div class=\"d0 w361\">\u00a0</div>material e<div class=\"d0 w287\">\u00a0</div>intangible de<div class=\"d0 w223\">\u00a0</div>vida \u00fatil </div><div class=\"po0 fs14 cl2 l345 t1203\" id=\"a3877\">definida. </div><div class=\"po0 fs14 cl2 l345 t1204\" id=\"a3881\">El pasivo financiero<div class=\"d0 w298\">\u00a0</div>es calculado<div class=\"d0 w499\">\u00a0</div>inicialmente por<div class=\"d0 w556\">\u00a0</div>el valor<div class=\"d0 w300\">\u00a0</div>actual de<div class=\"d0 w342\">\u00a0</div>las cuotas<div class=\"d0 w148\">\u00a0</div>de arrendamiento </div><div class=\"po0 fs14 cl2 l345 t1205\" id=\"a3882\">a<div class=\"d0 w656\">\u00a0</div>pagar<div class=\"d0 w657\">\u00a0</div>durante<div class=\"d0 w320\">\u00a0</div>el<div class=\"d0 w657\">\u00a0</div>plazo<div class=\"d0 w658\">\u00a0</div>de<div class=\"d0 w320\">\u00a0</div>arrendamiento,<div class=\"d0 w572\">\u00a0</div>descontados<div class=\"d0 w659\">\u00a0</div>por<div class=\"d0 w660\">\u00a0</div>la<div class=\"d0 w216\">\u00a0</div>tasa<div class=\"d0 w661\">\u00a0</div>incremental<div class=\"d0 w459\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1206\" id=\"a3888\">endeudamiento<div class=\"d0 w662\">\u00a0</div>que<div class=\"d0 w663\">\u00a0</div>le<div class=\"d0 w664\">\u00a0</div>corresponder\u00edan<div class=\"d0 w458\">\u00a0</div>a<div class=\"d0 w665\">\u00a0</div>las<div class=\"d0 w666\">\u00a0</div>sociedades<div class=\"d0 w667\">\u00a0</div>para<div class=\"d0 w668\">\u00a0</div>una<div class=\"d0 w669\">\u00a0</div>deuda<div class=\"d0 w670\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>dichas </div><div class=\"po0 fs14 cl2 l345 t1207\" id=\"a3889\">caracter\u00edsticas.<div class=\"d0 w312\">\u00a0</div>Despu\u00e9s de la<div class=\"d0 w484\">\u00a0</div>fecha de<div class=\"d0 w20\">\u00a0</div>reconocimiento inicial el arrendatario<div class=\"d0 w21\">\u00a0</div>valora el pasivo </div><div class=\"po0 fs14 cl2 l345 t1208\" id=\"a3891\">financiero<div class=\"d0 w641\">\u00a0</div>por<div class=\"d0 w546\">\u00a0</div>arrendamiento<div class=\"d0 w642\">\u00a0</div>incrementando<div class=\"d0 w636\">\u00a0</div>su<div class=\"d0 w577\">\u00a0</div>valor<div class=\"d0 w597\">\u00a0</div>en<div class=\"d0 w310\">\u00a0</div>libros<div class=\"d0 w672\">\u00a0</div>para<div class=\"d0 w310\">\u00a0</div>reflejar<div class=\"d0 w622\">\u00a0</div>el<div class=\"d0 w673\">\u00a0</div>inter\u00e9s </div><div class=\"po0 fs14 cl2 l345 t1209\" id=\"a3892\">devengado sobre el pasivo y reduci\u00e9ndolo por los pagos realizados. </div><div class=\"po0 fs14 cl2 l345 t1210\" id=\"a3895\">El<div class=\"d0 w645\">\u00a0</div>plazo<div class=\"d0 w642\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>arrendamiento<div class=\"d0 w674\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>los<div class=\"d0 w637\">\u00a0</div>contratos<div class=\"d0 w675\">\u00a0</div>ha<div class=\"d0 w591\">\u00a0</div>sido<div class=\"d0 w528\">\u00a0</div>determinado<div class=\"d0 w676\">\u00a0</div>como<div class=\"d0 w638\">\u00a0</div>el<div class=\"d0 w673\">\u00a0</div>periodo<div class=\"d0 w627\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1211\" id=\"a3896\">arrendamiento no cancelable considerando las<div class=\"d0 w47\">\u00a0</div>opciones de pr\u00f3rroga y rescisi\u00f3n cuando exista </div><div class=\"po0 fs14 cl2 l345 t1212\" id=\"a3897\">una razonable certeza para su ejecuci\u00f3n y dependa de manera discrecional<div class=\"d0 w325\">\u00a0</div>del arrendatario.<div class=\"d0 w677\">\u00a0</div></div></div></div><div class=\"po1 w198 h75 lh0\" id=\"TextBlockContainer1765\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer1765\"><div class=\"po0 fs14 cl2 l340 t816\" id=\"a3912\">El Grupo opta por no reconocer en<div class=\"d0 w32\">\u00a0</div>el balance de situaci\u00f3n el pasivo y el activo por<div class=\"d0 w264\">\u00a0</div>derecho de </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a3913\">uso<div class=\"d0 w418\">\u00a0</div>correspondiente a<div class=\"d0 w367\">\u00a0</div>aquellos<div class=\"d0 w21\">\u00a0</div>contratos de<div class=\"d0 w282\">\u00a0</div>arrendamiento de<div class=\"d0 w281\">\u00a0</div>activos de<div class=\"d0 w250\">\u00a0</div>bajo<div class=\"d0 w47\">\u00a0</div>valor. En<div class=\"d0 w3\">\u00a0</div>este </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a3914\">caso,<div class=\"d0 w129\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>importe devengado<div class=\"d0 w404\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>arrendamiento se<div class=\"d0 w160\">\u00a0</div>reconoce como<div class=\"d0 w281\">\u00a0</div>gasto<div class=\"d0 w110\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>explotaci\u00f3n de </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a3916\">forma lineal a lo largo del per\u00edodo del contrato. </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a3919\">Finalmente,<div class=\"d0 w678\">\u00a0</div>los<div class=\"d0 w637\">\u00a0</div>principales<div class=\"d0 w679\">\u00a0</div>contratos<div class=\"d0 w678\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>arrendamiento<div class=\"d0 w642\">\u00a0</div>del<div class=\"d0 w302\">\u00a0</div>Grupo,<div class=\"d0 w548\">\u00a0</div>por<div class=\"d0 w546\">\u00a0</div>significatividad </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a3920\">(alquileres<div class=\"d0 w23\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>edificios y<div class=\"d0 w612\">\u00a0</div>terrenos),<div class=\"d0 w395\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>recogen,<div class=\"d0 w395\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>general,<div class=\"d0 w55\">\u00a0</div>pagos<div class=\"d0 w39\">\u00a0</div>variables<div class=\"d0 w21\">\u00a0</div>adicionales<div class=\"d0 w33\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a3921\">cuotas<div class=\"d0 w182\">\u00a0</div>fijas<div class=\"d0 w643\">\u00a0</div>establecidas,<div class=\"d0 w640\">\u00a0</div>m\u00e1s<div class=\"d0 w528\">\u00a0</div>all\u00e1<div class=\"d0 w591\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>actualizaciones<div class=\"d0 w680\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>IPC,<div class=\"d0 w673\">\u00a0</div>cuentan<div class=\"d0 w630\">\u00a0</div>con<div class=\"d0 w311\">\u00a0</div>opciones<div class=\"d0 w643\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a3923\">renovaci\u00f3n<div class=\"d0 w236\">\u00a0</div>(en<div class=\"d0 w30\">\u00a0</div>general<div class=\"d0 w24\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>discreci\u00f3n<div class=\"d0 w18\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>arrendador y<div class=\"d0 w612\">\u00a0</div>arrendatario)<div class=\"d0 w50\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>tienen garant\u00edas<div class=\"d0 w297\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a3924\">valor residual. A 31 de<div class=\"d0 w331\">\u00a0</div>diciembre de 2024<div class=\"d0 w267\">\u00a0</div>no existen contratos de<div class=\"d0 w405\">\u00a0</div>arrendamientos significativos </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a3928\">que no<div class=\"d0 w561\">\u00a0</div>hubieran comenzado<div class=\"d0 w329\">\u00a0</div>a dicha fecha<div class=\"d0 w560\">\u00a0</div>y no<div class=\"d0 w479\">\u00a0</div>estuvieran registrados<div class=\"d0 w331\">\u00a0</div>en el<div class=\"d0 w140\">\u00a0</div>balance de<div class=\"d0 w386\">\u00a0</div>situaci\u00f3n </div><div class=\"po0 fs14 cl2 l341 t1103\" id=\"a3930\">consolidado, y a los que el Grupo ya estuviera comprometido.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForLeasesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_388": {
   "value": "<div class=\"po1 w562 h87 lh0\" id=\"TextBlockContainer1777\"><div class=\"po0 l342 t756 f0\" id=\"div_1768_XBRL_TS_c47138f1b81045b4b95900dfd8b1513e\"><div class=\"po1 w562 h87 lh0\" id=\"TextBlockContainer1775\"><div class=\"po0 l342 t756 f0\" id=\"div_1769_XBRL_TS_d3bd488fb22f43199bd7288aa93db5b3\"><div class=\"po1 w562 h87 lh0\" id=\"TextBlockContainer1773\"><div class=\"po0 l342 t756 f0\" id=\"div_1770_XBRL_TS_b385312fbbee4a35906e531730ca134b\"><div class=\"po1 w562 h87 lh0\" id=\"TextBlockContainer1771\"><div class=\"po1 w562 z0\" id=\"TextContainer1771\"><div class=\"po0 fs25 cl2 l452 t756\" id=\"a3936\">Combinaciones de negocio y</div><div class=\"po0 fs25 cl2 l453 t756\" id=\"a3938\">fondo de comercio<div class=\"d0 w682\">\u00a0</div></div><div class=\"po0 fs14 cl2 l454 t1048\" id=\"a3941\">Las<div class=\"d0 w177\">\u00a0</div>combinaciones<div class=\"d0 w221\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>negocios<div class=\"d0 w595\">\u00a0</div>se<div class=\"d0 w301\">\u00a0</div>contabilizan<div class=\"d0 w683\">\u00a0</div>mediante<div class=\"d0 w452\">\u00a0</div>la<div class=\"d0 w184\">\u00a0</div>aplicaci\u00f3n<div class=\"d0 w181\">\u00a0</div>del<div class=\"d0 w181\">\u00a0</div>m\u00e9todo<div class=\"d0 w571\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l454 t1215\" id=\"a3942\">adquisici\u00f3n. El<div class=\"d0 w392\">\u00a0</div>coste de<div class=\"d0 w423\">\u00a0</div>la combinaci\u00f3n<div class=\"d0 w403\">\u00a0</div>de negocio<div class=\"d0 w405\">\u00a0</div>es la suma<div class=\"d0 w425\">\u00a0</div>de la<div class=\"d0 w392\">\u00a0</div>contraprestaci\u00f3n transferida, </div><div class=\"po0 fs14 cl2 l454 t922\" id=\"a3943\">valorada<div class=\"d0 w297\">\u00a0</div>al<div class=\"d0 w379\">\u00a0</div>valor<div class=\"d0 w470\">\u00a0</div>razonable<div class=\"d0 w292\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>fecha<div class=\"d0 w3\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>adquisici\u00f3n,<div class=\"d0 w500\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>importe<div class=\"d0 w285\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>participaci\u00f3n<div class=\"d0 w470\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l454 t771\" id=\"a3945\">dominante<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>adquirida,<div class=\"d0 w38\">\u00a0</div>si<div class=\"d0 w475\">\u00a0</div>hubiera.<div class=\"d0 w60\">\u00a0</div>Para<div class=\"d0 w230\">\u00a0</div>cada<div class=\"d0 w129\">\u00a0</div>combinaci\u00f3n<div class=\"d0 w396\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>negocios<div class=\"d0 w539\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>valora </div><div class=\"po0 fs14 cl2 l454 t1017\" id=\"a3946\">cualquier<div class=\"d0 w202\">\u00a0</div>participaci\u00f3n<div class=\"d0 w466\">\u00a0</div>no<div class=\"d0 w504\">\u00a0</div>dominante<div class=\"d0 w494\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>adquirida<div class=\"d0 w370\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>parte<div class=\"d0 w447\">\u00a0</div>proporcional<div class=\"d0 w491\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>dicha </div><div class=\"po0 fs14 cl2 l454 t772\" id=\"a3947\">participaci\u00f3n<div class=\"d0 w373\">\u00a0</div>no<div class=\"d0 w504\">\u00a0</div>dominante<div class=\"d0 w435\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>activos<div class=\"d0 w25\">\u00a0</div>netos<div class=\"d0 w25\">\u00a0</div>identificables<div class=\"d0 w377\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>adquirida.<div class=\"d0 w270\">\u00a0</div>Los<div class=\"d0 w432\">\u00a0</div>costes </div><div class=\"po0 fs14 cl2 l454 t773\" id=\"a3949\">relacionados con<div class=\"d0 w406\">\u00a0</div>la adquisici\u00f3n<div class=\"d0 w422\">\u00a0</div>se registran<div class=\"d0 w326\">\u00a0</div>como gastos<div class=\"d0 w422\">\u00a0</div>en la<div class=\"d0 w402\">\u00a0</div>cuenta de<div class=\"d0 w324\">\u00a0</div>resultados consolidada. </div><div class=\"po0 fs14 cl2 l367 t1216\" id=\"a3952\">Las diferencias positivas<div class=\"d0 w201\">\u00a0</div>entre el coste<div class=\"d0 w110\">\u00a0</div>de adquisici\u00f3n de<div class=\"d0 w22\">\u00a0</div>las participaciones en<div class=\"d0 w48\">\u00a0</div>las sociedades </div><div class=\"po0 fs14 cl2 l367 t1192\" id=\"a3953\">consolidadas y los correspondientes valores razonables en el momento de su adquisici\u00f3n, o en </div><div class=\"po0 fs14 cl2 l367 t1193\" id=\"a3957\">la<div class=\"d0 w174\">\u00a0</div>fecha<div class=\"d0 w175\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>primera<div class=\"d0 w421\">\u00a0</div>consolidaci\u00f3n,<div class=\"d0 w228\">\u00a0</div>siempre<div class=\"d0 w419\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>cuando<div class=\"d0 w167\">\u00a0</div>esta<div class=\"d0 w368\">\u00a0</div>adquisici\u00f3n<div class=\"d0 w484\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>sea<div class=\"d0 w175\">\u00a0</div>posterior<div class=\"d0 w167\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l367 t1194\" id=\"a3958\">obtenci\u00f3n del control, se imputan de la siguiente forma: </div><div class=\"po0 fs33 cl2 l368 t1217\" id=\"a3961\">-</div><div class=\"po0 fs14 cl2 l369 t1218\" id=\"a3963\">Si<div class=\"d0 w175\">\u00a0</div>son<div class=\"d0 w162\">\u00a0</div>asignables<div class=\"d0 w420\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>elementos<div class=\"d0 w169\">\u00a0</div>patrimoniales<div class=\"d0 w293\">\u00a0</div>concretos<div class=\"d0 w368\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>sociedades<div class=\"d0 w518\">\u00a0</div>adquiridas, </div><div class=\"po0 fs14 cl2 l369 t1219\" id=\"a3964\">ajustando<div class=\"d0 w227\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>valores<div class=\"d0 w404\">\u00a0</div>netos<div class=\"d0 w222\">\u00a0</div>contables<div class=\"d0 w390\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>activos<div class=\"d0 w235\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>figuran<div class=\"d0 w227\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>sus<div class=\"d0 w282\">\u00a0</div>balances<div class=\"d0 w161\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l369 t1220\" id=\"a3965\">situaci\u00f3n al<div class=\"d0 w167\">\u00a0</div>valor razonable,<div class=\"d0 w55\">\u00a0</div>y cuyo<div class=\"d0 w366\">\u00a0</div>tratamiento contable sea<div class=\"d0 w229\">\u00a0</div>similar al<div class=\"d0 w283\">\u00a0</div>de los<div class=\"d0 w395\">\u00a0</div>mismos </div><div class=\"po0 fs14 cl2 l369 t1221\" id=\"a3970\">activos del Grupo. </div><div class=\"po0 fs33 cl2 l368 t1222\" id=\"a3972\">-</div><div class=\"po0 fs14 cl2 l369 t1223\" id=\"a3974\">Si son asignables a pasivos no contingentes, reconoci\u00e9ndolos en el balance de situaci\u00f3n </div><div class=\"po0 fs14 cl2 l369 t1224\" id=\"a3975\">consolidado,<div class=\"d0 w191\">\u00a0</div>si<div class=\"d0 w541\">\u00a0</div>es<div class=\"d0 w415\">\u00a0</div>probable<div class=\"d0 w212\">\u00a0</div>que<div class=\"d0 w197\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>salida<div class=\"d0 w203\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>recursos<div class=\"d0 w428\">\u00a0</div>para<div class=\"d0 w208\">\u00a0</div>liquidar<div class=\"d0 w262\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>obligaci\u00f3n </div><div class=\"po0 fs14 cl2 l369 t1225\" id=\"a3976\">incorpore beneficios econ\u00f3micos, y su valor razonable se pueda medir de<div class=\"d0 w268\">\u00a0</div>forma fiable. </div><div class=\"po0 fs33 cl2 l368 t1226\" id=\"a3978\">-</div><div class=\"po0 fs14 cl2 l455 t1227\" id=\"a3980\">Si son<div class=\"d0 w231\">\u00a0</div>asignables a<div class=\"d0 w33\">\u00a0</div>unos activos<div class=\"d0 w22\">\u00a0</div>intangibles concretos, reconoci\u00e9ndolos<div class=\"d0 w236\">\u00a0</div>expl\u00edcitamente </div><div class=\"po0 fs14 cl2 l455 t1228\" id=\"a3982\">en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>balance<div class=\"d0 w60\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>situaci\u00f3n<div class=\"d0 w264\">\u00a0</div>consolidado<div class=\"d0 w63\">\u00a0</div>siempre que<div class=\"d0 w25\">\u00a0</div>su<div class=\"d0 w56\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>razonable<div class=\"d0 w17\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>fecha<div class=\"d0 w368\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l455 t1229\" id=\"a3983\">adquisici\u00f3n pueda determinarse fiablemente. </div><div class=\"po0 fs33 cl2 l368 t1230\" id=\"a3985\">-</div><div class=\"po0 fs14 cl2 l455 t1231\" id=\"a3987\">Las diferencias restantes se registran como un fondo de comercio. </div><div class=\"po0 fs14 cl2 l367 t1232\" id=\"a3990\">Los cambios en la participaci\u00f3n de sociedades<div class=\"d0 w392\">\u00a0</div>dependientes que no dan lugar a una<div class=\"d0 w268\">\u00a0</div>p\u00e9rdida ni </div><div class=\"po0 fs14 cl2 l367 t1233\" id=\"a3992\">cambio de control se registran como transacciones de patrimonio.<div class=\"d0 w406\">\u00a0</div></div><div class=\"po0 fs14 cl2 l367 t1234\" id=\"a3996\">El fondo de comercio<div class=\"d0 w406\">\u00a0</div>se considera un activo<div class=\"d0 w341\">\u00a0</div>de la sociedad adquirida<div class=\"d0 w325\">\u00a0</div>y, por tanto, en el caso<div class=\"d0 w148\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l367 t1235\" id=\"a3997\">una<div class=\"d0 w226\">\u00a0</div>sociedad<div class=\"d0 w390\">\u00a0</div>dependiente<div class=\"d0 w539\">\u00a0</div>con<div class=\"d0 w389\">\u00a0</div>moneda<div class=\"d0 w391\">\u00a0</div>funcional<div class=\"d0 w539\">\u00a0</div>distinta<div class=\"d0 w176\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>euro<div class=\"d0 w238\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>valora<div class=\"d0 w390\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>moneda </div><div class=\"po0 fs14 cl2 l367 t1236\" id=\"a3998\">funcional de<div class=\"d0 w175\">\u00a0</div>esta sociedad,<div class=\"d0 w404\">\u00a0</div>realiz\u00e1ndose la<div class=\"d0 w419\">\u00a0</div>conversi\u00f3n a<div class=\"d0 w367\">\u00a0</div>euros al<div class=\"d0 w173\">\u00a0</div>tipo de<div class=\"d0 w404\">\u00a0</div>cambio vigente<div class=\"d0 w343\">\u00a0</div>a la </div><div class=\"po0 fs14 cl2 l456 t1237\" id=\"a4000\">fecha del balance de situaci\u00f3n.</div></div></div></div></div></div></div></div></div><div class=\"po1 w374 h89 lh0\" id=\"TextBlockContainer1790\"><div class=\"po0 l342 t756 f0\" id=\"div_1784_XBRL_TS_735cde05954f42c29232bac3c99cac20\"><div class=\"po1 w374 h89 lh0\" id=\"TextBlockContainer1788\"><div class=\"po0 l342 t756 f0\" id=\"div_1785_XBRL_TS_8dba233fada4498997e323f7134dab92\"><div class=\"po1 w374 h89 lh0\" id=\"TextBlockContainer1786\"><div class=\"po1 w374 z0\" id=\"TextContainer1786\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4014\">Activos intangibles </div><div class=\"po0 fs14 cl2 l345 t1169\" id=\"a4016\">Los<div class=\"d0 w369\">\u00a0</div>principales<div class=\"d0 w165\">\u00a0</div>conceptos<div class=\"d0 w19\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Grupo<div class=\"d0 w543\">\u00a0</div>incluidos<div class=\"d0 w57\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>este<div class=\"d0 w484\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w63\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>criterios<div class=\"d0 w234\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>valoraci\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1170\" id=\"a4019\">utilizados son los siguientes: </div><div class=\"po0 fs26 cl2 l345 t1172\" id=\"a4022\">Aplicaciones inform\u00e1ticas- </div><div class=\"po0 fs14 cl2 l345 t1240\" id=\"a4026\">En<div class=\"d0 w237\">\u00a0</div>esta<div class=\"d0 w175\">\u00a0</div>cuenta<div class=\"d0 w230\">\u00a0</div>figuran<div class=\"d0 w230\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>importes<div class=\"d0 w169\">\u00a0</div>satisfechos<div class=\"d0 w368\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>desarrollo<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>programas<div class=\"d0 w290\">\u00a0</div>inform\u00e1ticos </div><div class=\"po0 fs14 cl2 l345 t1241\" id=\"a4027\">espec\u00edficos<div class=\"d0 w377\">\u00a0</div>o<div class=\"d0 w271\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>importes<div class=\"d0 w482\">\u00a0</div>incurridos<div class=\"d0 w297\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>adquisici\u00f3n<div class=\"d0 w199\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>terceros<div class=\"d0 w469\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>licencia<div class=\"d0 w281\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>uso<div class=\"d0 w373\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1242\" id=\"a4028\">programas. Se amortizan linealmente,<div class=\"d0 w626\">\u00a0</div>dependiendo del tipo<div class=\"d0 w375\">\u00a0</div>de programa o desarrollo,<div class=\"d0 w266\">\u00a0</div>durante </div><div class=\"po0 fs14 cl2 l345 t1243\" id=\"a4030\">el per\u00edodo en el que contribuyan a la generaci\u00f3n de beneficios. </div><div class=\"po0 fs26 cl2 l345 t1244\" id=\"a4033\">Prototipos- </div><div class=\"po0 fs14 cl2 l345 t1245\" id=\"a4037\">En<div class=\"d0 w541\">\u00a0</div>esta<div class=\"d0 w415\">\u00a0</div>cuenta<div class=\"d0 w512\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>incluyen,<div class=\"d0 w465\">\u00a0</div>fundamentalmente,<div class=\"d0 w505\">\u00a0</div>los<div class=\"d0 w194\">\u00a0</div>prototipos<div class=\"d0 w649\">\u00a0</div>para<div class=\"d0 w211\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>edici\u00f3n<div class=\"d0 w583\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>libros, </div><div class=\"po0 fs14 cl2 l345 t1246\" id=\"a4038\">valor\u00e1ndose<div class=\"d0 w58\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>coste<div class=\"d0 w60\">\u00a0</div>incurrido<div class=\"d0 w56\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>materiales<div class=\"d0 w30\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>trabajos<div class=\"d0 w31\">\u00a0</div>realizados<div class=\"d0 w19\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>terceros<div class=\"d0 w396\">\u00a0</div>hasta </div><div class=\"po0 fs14 cl2 l345 t1247\" id=\"a4039\">llegar<div class=\"d0 w213\">\u00a0</div>al<div class=\"d0 w203\">\u00a0</div>soporte<div class=\"d0 w213\">\u00a0</div>f\u00edsico<div class=\"d0 w491\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>permite<div class=\"d0 w431\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>reproducci\u00f3n<div class=\"d0 w586\">\u00a0</div>industrial<div class=\"d0 w399\">\u00a0</div>seriada.<div class=\"d0 w505\">\u00a0</div>Los<div class=\"d0 w263\">\u00a0</div>prototipos<div class=\"d0 w684\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l345 t1248\" id=\"a4041\">amortizan linealmente en tres ejercicios a<div class=\"d0 w557\">\u00a0</div>partir del momento de lanzamiento al<div class=\"d0 w126\">\u00a0</div>mercado, en el </div><div class=\"po0 fs14 cl2 l345 t1249\" id=\"a4042\">caso de libros de texto e idiomas, atlas, diccionarios, enciclopedias y grandes obras. El coste de </div><div class=\"po0 fs14 cl2 l345 t1250\" id=\"a4043\">los<div class=\"d0 w293\">\u00a0</div>prototipos<div class=\"d0 w19\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>libros<div class=\"d0 w31\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>espera<div class=\"d0 w293\">\u00a0</div>editar<div class=\"d0 w19\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>carga<div class=\"d0 w58\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>cuenta<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>resultados<div class=\"d0 w368\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t1251\" id=\"a4045\">ejercicio en el que se toma la decisi\u00f3n de no editar. </div><div class=\"po0 fs26 cl2 l345 t1252\" id=\"a4048\">Anticipos de derechos de autor- </div><div class=\"po0 fs14 cl2 l345 t1253\" id=\"a4052\">Recoge<div class=\"d0 w539\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>importes<div class=\"d0 w169\">\u00a0</div>adelantados<div class=\"d0 w63\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>autores,<div class=\"d0 w60\">\u00a0</div>est\u00e9n<div class=\"d0 w165\">\u00a0</div>o<div class=\"d0 w30\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>pagados,<div class=\"d0 w239\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>cuenta<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>futuros </div><div class=\"po0 fs14 cl2 l345 t1254\" id=\"a4053\">derechos<div class=\"d0 w170\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>regal\u00edas<div class=\"d0 w475\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>derecho<div class=\"d0 w391\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>uso<div class=\"d0 w5\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>distintas<div class=\"d0 w390\">\u00a0</div>manifestaciones<div class=\"d0 w224\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>propiedad </div><div class=\"po0 fs14 cl2 l345 t1255\" id=\"a4054\">intelectual. Los<div class=\"d0 w620\">\u00a0</div>anticipos de<div class=\"d0 w145\">\u00a0</div>derechos de<div class=\"d0 w685\">\u00a0</div>autor se<div class=\"d0 w405\">\u00a0</div>imputan como<div class=\"d0 w686\">\u00a0</div>gasto en<div class=\"d0 w550\">\u00a0</div>la cuenta<div class=\"d0 w634\">\u00a0</div>de resultados </div><div class=\"po0 fs14 cl2 l345 t1256\" id=\"a4056\">a partir del momento de<div class=\"d0 w18\">\u00a0</div>lanzamiento del libro al mercado, de acuerdo con el porcentaje<div class=\"d0 w47\">\u00a0</div>fijado </div><div class=\"po0 fs14 cl2 l345 t1257\" id=\"a4057\">en cada<div class=\"d0 w8\">\u00a0</div>contrato, aplicado sobre<div class=\"d0 w235\">\u00a0</div>el precio<div class=\"d0 w19\">\u00a0</div>de cubierta<div class=\"d0 w39\">\u00a0</div>del libro.<div class=\"d0 w295\">\u00a0</div>Se presentan en<div class=\"d0 w345\">\u00a0</div>el balance<div class=\"d0 w24\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1258\" id=\"a4058\">situaci\u00f3n por su coste, una vez deducida la parte que<div class=\"d0 w353\">\u00a0</div>se ha llevado a resultados. Dicho coste se </div><div class=\"po0 fs14 cl2 l345 t1259\" id=\"a4061\">revisa cada ejercicio,<div class=\"d0 w515\">\u00a0</div>registr\u00e1ndose, en caso<div class=\"d0 w402\">\u00a0</div>necesario, una correcci\u00f3n<div class=\"d0 w446\">\u00a0</div>de valor en funci\u00f3n<div class=\"d0 w332\">\u00a0</div>de las </div><div class=\"po0 fs14 cl2 l345 t1260\" id=\"a4064\">expectativas de venta del t\u00edtulo correspondiente. </div><div class=\"po0 fs26 cl2 l345 t1261\" id=\"a4067\">Otros activos intangibles- </div><div class=\"po0 fs14 cl2 l345 t1262\" id=\"a4071\">Recoge<div class=\"d0 w687\">\u00a0</div>b\u00e1sicamente<div class=\"d0 w688\">\u00a0</div>los<div class=\"d0 w689\">\u00a0</div>importes<div class=\"d0 w690\">\u00a0</div>desembolsados<div class=\"d0 w691\">\u00a0</div>en<div class=\"d0 w692\">\u00a0</div>la<div class=\"d0 w693\">\u00a0</div>adquisici\u00f3n<div class=\"d0 w694\">\u00a0</div>de<div class=\"d0 w695\">\u00a0</div>concesiones </div><div class=\"po0 fs14 cl2 l345 t1263\" id=\"a4072\">administrativas para<div class=\"d0 w85\">\u00a0</div>la explotaci\u00f3n<div class=\"d0 w267\">\u00a0</div>de frecuencias<div class=\"d0 w410\">\u00a0</div>radiof\u00f3nicas, sujetas<div class=\"d0 w515\">\u00a0</div>al r\u00e9gimen<div class=\"d0 w328\">\u00a0</div>de concesi\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1264\" id=\"a4073\">administrativa<div class=\"d0 w534\">\u00a0</div>temporal.<div class=\"d0 w602\">\u00a0</div>Estas<div class=\"d0 w351\">\u00a0</div>concesiones<div class=\"d0 w513\">\u00a0</div>son<div class=\"d0 w430\">\u00a0</div>otorgadas<div class=\"d0 w68\">\u00a0</div>por<div class=\"d0 w188\">\u00a0</div>per\u00edodos<div class=\"d0 w551\">\u00a0</div>plurianuales<div class=\"d0 w188\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l345 t1265\" id=\"a4075\">car\u00e1cter renovable, en<div class=\"d0 w55\">\u00a0</div>funci\u00f3n de la<div class=\"d0 w295\">\u00a0</div>legislaci\u00f3n de cada pa\u00eds,<div class=\"d0 w24\">\u00a0</div>y se<div class=\"d0 w395\">\u00a0</div>amortizan linealmente en el </div><div class=\"po0 fs14 cl2 l345 t1266\" id=\"a4076\">per\u00edodo<div class=\"d0 w419\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>concesi\u00f3n,<div class=\"d0 w421\">\u00a0</div>excepto<div class=\"d0 w31\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>aquellos<div class=\"d0 w539\">\u00a0</div>casos<div class=\"d0 w129\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>costes<div class=\"d0 w484\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>renovaci\u00f3n<div class=\"d0 w480\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>fuesen </div><div class=\"po0 fs14 cl2 l345 t1267\" id=\"a4077\">significativos y las obligaciones<div class=\"d0 w478\">\u00a0</div>exigidas f\u00e1cilmente alcanzables, en<div class=\"d0 w329\">\u00a0</div>cuyo caso son consideradas </div><div class=\"po0 fs14 cl2 l345 t1268\" id=\"a4079\">activos de vida<div class=\"d0 w330\">\u00a0</div>\u00fatil indefinida<div class=\"d0 w329\">\u00a0</div>(estas \u00faltimas corresponden<div class=\"d0 w585\">\u00a0</div>principalmente a Sociedad<div class=\"d0 w696\">\u00a0</div>Espa\u00f1ola </div><div class=\"po0 fs14 cl2 l341 t1269\" id=\"a4087\">de Radiodifusi\u00f3n, S.L.U. y Grupo Latino de Radiodifusi\u00f3n Chile, Ltda.).</div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForIntangibleAssetsAndGoodwillExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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El<div class=\"d0 w392\">\u00a0</div>coste de<div class=\"d0 w423\">\u00a0</div>la combinaci\u00f3n<div class=\"d0 w403\">\u00a0</div>de negocio<div class=\"d0 w405\">\u00a0</div>es la suma<div class=\"d0 w425\">\u00a0</div>de la<div class=\"d0 w392\">\u00a0</div>contraprestaci\u00f3n transferida, </div><div class=\"po0 fs14 cl2 l454 t922\" id=\"a3943\">valorada<div class=\"d0 w297\">\u00a0</div>al<div class=\"d0 w379\">\u00a0</div>valor<div class=\"d0 w470\">\u00a0</div>razonable<div class=\"d0 w292\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>fecha<div class=\"d0 w3\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>adquisici\u00f3n,<div class=\"d0 w500\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>importe<div class=\"d0 w285\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>participaci\u00f3n<div class=\"d0 w470\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l454 t771\" id=\"a3945\">dominante<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>adquirida,<div class=\"d0 w38\">\u00a0</div>si<div class=\"d0 w475\">\u00a0</div>hubiera.<div class=\"d0 w60\">\u00a0</div>Para<div class=\"d0 w230\">\u00a0</div>cada<div class=\"d0 w129\">\u00a0</div>combinaci\u00f3n<div class=\"d0 w396\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>negocios<div class=\"d0 w539\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>valora </div><div class=\"po0 fs14 cl2 l454 t1017\" id=\"a3946\">cualquier<div class=\"d0 w202\">\u00a0</div>participaci\u00f3n<div class=\"d0 w466\">\u00a0</div>no<div class=\"d0 w504\">\u00a0</div>dominante<div class=\"d0 w494\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>adquirida<div class=\"d0 w370\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>parte<div class=\"d0 w447\">\u00a0</div>proporcional<div class=\"d0 w491\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>dicha </div><div class=\"po0 fs14 cl2 l454 t772\" id=\"a3947\">participaci\u00f3n<div class=\"d0 w373\">\u00a0</div>no<div class=\"d0 w504\">\u00a0</div>dominante<div class=\"d0 w435\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>activos<div class=\"d0 w25\">\u00a0</div>netos<div class=\"d0 w25\">\u00a0</div>identificables<div class=\"d0 w377\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>adquirida.<div class=\"d0 w270\">\u00a0</div>Los<div class=\"d0 w432\">\u00a0</div>costes </div><div class=\"po0 fs14 cl2 l454 t773\" id=\"a3949\">relacionados con<div class=\"d0 w406\">\u00a0</div>la adquisici\u00f3n<div class=\"d0 w422\">\u00a0</div>se registran<div class=\"d0 w326\">\u00a0</div>como gastos<div class=\"d0 w422\">\u00a0</div>en la<div class=\"d0 w402\">\u00a0</div>cuenta de<div class=\"d0 w324\">\u00a0</div>resultados consolidada. </div><div class=\"po0 fs14 cl2 l367 t1216\" id=\"a3952\">Las diferencias positivas<div class=\"d0 w201\">\u00a0</div>entre el coste<div class=\"d0 w110\">\u00a0</div>de adquisici\u00f3n de<div class=\"d0 w22\">\u00a0</div>las participaciones en<div class=\"d0 w48\">\u00a0</div>las sociedades </div><div class=\"po0 fs14 cl2 l367 t1192\" id=\"a3953\">consolidadas y los correspondientes valores razonables en el momento de su adquisici\u00f3n, o en </div><div class=\"po0 fs14 cl2 l367 t1193\" id=\"a3957\">la<div class=\"d0 w174\">\u00a0</div>fecha<div class=\"d0 w175\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>primera<div class=\"d0 w421\">\u00a0</div>consolidaci\u00f3n,<div class=\"d0 w228\">\u00a0</div>siempre<div class=\"d0 w419\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>cuando<div class=\"d0 w167\">\u00a0</div>esta<div class=\"d0 w368\">\u00a0</div>adquisici\u00f3n<div class=\"d0 w484\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>sea<div class=\"d0 w175\">\u00a0</div>posterior<div class=\"d0 w167\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l367 t1194\" id=\"a3958\">obtenci\u00f3n del control, se imputan de la siguiente forma: </div><div class=\"po0 fs33 cl2 l368 t1217\" id=\"a3961\">-</div><div class=\"po0 fs14 cl2 l369 t1218\" id=\"a3963\">Si<div class=\"d0 w175\">\u00a0</div>son<div class=\"d0 w162\">\u00a0</div>asignables<div class=\"d0 w420\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>elementos<div class=\"d0 w169\">\u00a0</div>patrimoniales<div class=\"d0 w293\">\u00a0</div>concretos<div class=\"d0 w368\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>sociedades<div class=\"d0 w518\">\u00a0</div>adquiridas, </div><div class=\"po0 fs14 cl2 l369 t1219\" id=\"a3964\">ajustando<div class=\"d0 w227\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>valores<div class=\"d0 w404\">\u00a0</div>netos<div class=\"d0 w222\">\u00a0</div>contables<div class=\"d0 w390\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>activos<div class=\"d0 w235\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>figuran<div class=\"d0 w227\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>sus<div class=\"d0 w282\">\u00a0</div>balances<div class=\"d0 w161\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l369 t1220\" id=\"a3965\">situaci\u00f3n al<div class=\"d0 w167\">\u00a0</div>valor razonable,<div class=\"d0 w55\">\u00a0</div>y cuyo<div class=\"d0 w366\">\u00a0</div>tratamiento contable sea<div class=\"d0 w229\">\u00a0</div>similar al<div class=\"d0 w283\">\u00a0</div>de los<div class=\"d0 w395\">\u00a0</div>mismos </div><div class=\"po0 fs14 cl2 l369 t1221\" id=\"a3970\">activos del Grupo. </div><div class=\"po0 fs33 cl2 l368 t1222\" id=\"a3972\">-</div><div class=\"po0 fs14 cl2 l369 t1223\" id=\"a3974\">Si son asignables a pasivos no contingentes, reconoci\u00e9ndolos en el balance de situaci\u00f3n </div><div class=\"po0 fs14 cl2 l369 t1224\" id=\"a3975\">consolidado,<div class=\"d0 w191\">\u00a0</div>si<div class=\"d0 w541\">\u00a0</div>es<div class=\"d0 w415\">\u00a0</div>probable<div class=\"d0 w212\">\u00a0</div>que<div class=\"d0 w197\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>salida<div class=\"d0 w203\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>recursos<div class=\"d0 w428\">\u00a0</div>para<div class=\"d0 w208\">\u00a0</div>liquidar<div class=\"d0 w262\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>obligaci\u00f3n </div><div class=\"po0 fs14 cl2 l369 t1225\" id=\"a3976\">incorpore beneficios econ\u00f3micos, y su valor razonable se pueda medir de<div class=\"d0 w268\">\u00a0</div>forma fiable. </div><div class=\"po0 fs33 cl2 l368 t1226\" id=\"a3978\">-</div><div class=\"po0 fs14 cl2 l455 t1227\" id=\"a3980\">Si son<div class=\"d0 w231\">\u00a0</div>asignables a<div class=\"d0 w33\">\u00a0</div>unos activos<div class=\"d0 w22\">\u00a0</div>intangibles concretos, reconoci\u00e9ndolos<div class=\"d0 w236\">\u00a0</div>expl\u00edcitamente </div><div class=\"po0 fs14 cl2 l455 t1228\" id=\"a3982\">en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>balance<div class=\"d0 w60\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>situaci\u00f3n<div class=\"d0 w264\">\u00a0</div>consolidado<div class=\"d0 w63\">\u00a0</div>siempre que<div class=\"d0 w25\">\u00a0</div>su<div class=\"d0 w56\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>razonable<div class=\"d0 w17\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>fecha<div class=\"d0 w368\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l455 t1229\" id=\"a3983\">adquisici\u00f3n pueda determinarse fiablemente. </div><div class=\"po0 fs33 cl2 l368 t1230\" id=\"a3985\">-</div><div class=\"po0 fs14 cl2 l455 t1231\" id=\"a3987\">Las diferencias restantes se registran como un fondo de comercio. </div><div class=\"po0 fs14 cl2 l367 t1232\" id=\"a3990\">Los cambios en la participaci\u00f3n de sociedades<div class=\"d0 w392\">\u00a0</div>dependientes que no dan lugar a una<div class=\"d0 w268\">\u00a0</div>p\u00e9rdida ni </div><div class=\"po0 fs14 cl2 l367 t1233\" id=\"a3992\">cambio de control se registran como transacciones de patrimonio.<div class=\"d0 w406\">\u00a0</div></div><div class=\"po0 fs14 cl2 l367 t1234\" id=\"a3996\">El fondo de comercio<div class=\"d0 w406\">\u00a0</div>se considera un activo<div class=\"d0 w341\">\u00a0</div>de la sociedad adquirida<div class=\"d0 w325\">\u00a0</div>y, por tanto, en el caso<div class=\"d0 w148\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l367 t1235\" id=\"a3997\">una<div class=\"d0 w226\">\u00a0</div>sociedad<div class=\"d0 w390\">\u00a0</div>dependiente<div class=\"d0 w539\">\u00a0</div>con<div class=\"d0 w389\">\u00a0</div>moneda<div class=\"d0 w391\">\u00a0</div>funcional<div class=\"d0 w539\">\u00a0</div>distinta<div class=\"d0 w176\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>euro<div class=\"d0 w238\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>valora<div class=\"d0 w390\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>moneda </div><div class=\"po0 fs14 cl2 l367 t1236\" id=\"a3998\">funcional de<div class=\"d0 w175\">\u00a0</div>esta sociedad,<div class=\"d0 w404\">\u00a0</div>realiz\u00e1ndose la<div class=\"d0 w419\">\u00a0</div>conversi\u00f3n a<div class=\"d0 w367\">\u00a0</div>euros al<div class=\"d0 w173\">\u00a0</div>tipo de<div class=\"d0 w404\">\u00a0</div>cambio vigente<div class=\"d0 w343\">\u00a0</div>a la </div><div class=\"po0 fs14 cl2 l456 t1237\" id=\"a4000\">fecha del balance de situaci\u00f3n.</div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForBusinessCombinationsAndGoodwillExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_390": {
   "value": "<div class=\"po1 w562 h87 lh0\" id=\"TextBlockContainer1773\"><div class=\"po0 l342 t756 f0\" id=\"div_1770_XBRL_TS_b385312fbbee4a35906e531730ca134b\"><div class=\"po1 w562 h87 lh0\" id=\"TextBlockContainer1771\"><div class=\"po1 w562 z0\" id=\"TextContainer1771\"><div class=\"po0 fs25 cl2 l452 t756\" id=\"a3936\">Combinaciones de negocio y</div><div class=\"po0 fs25 cl2 l453 t756\" id=\"a3938\">fondo de comercio<div class=\"d0 w682\">\u00a0</div></div><div class=\"po0 fs14 cl2 l454 t1048\" id=\"a3941\">Las<div class=\"d0 w177\">\u00a0</div>combinaciones<div class=\"d0 w221\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>negocios<div class=\"d0 w595\">\u00a0</div>se<div class=\"d0 w301\">\u00a0</div>contabilizan<div class=\"d0 w683\">\u00a0</div>mediante<div class=\"d0 w452\">\u00a0</div>la<div class=\"d0 w184\">\u00a0</div>aplicaci\u00f3n<div class=\"d0 w181\">\u00a0</div>del<div class=\"d0 w181\">\u00a0</div>m\u00e9todo<div class=\"d0 w571\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l454 t1215\" id=\"a3942\">adquisici\u00f3n. El<div class=\"d0 w392\">\u00a0</div>coste de<div class=\"d0 w423\">\u00a0</div>la combinaci\u00f3n<div class=\"d0 w403\">\u00a0</div>de negocio<div class=\"d0 w405\">\u00a0</div>es la suma<div class=\"d0 w425\">\u00a0</div>de la<div class=\"d0 w392\">\u00a0</div>contraprestaci\u00f3n transferida, </div><div class=\"po0 fs14 cl2 l454 t922\" id=\"a3943\">valorada<div class=\"d0 w297\">\u00a0</div>al<div class=\"d0 w379\">\u00a0</div>valor<div class=\"d0 w470\">\u00a0</div>razonable<div class=\"d0 w292\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>fecha<div class=\"d0 w3\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>adquisici\u00f3n,<div class=\"d0 w500\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>importe<div class=\"d0 w285\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>participaci\u00f3n<div class=\"d0 w470\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l454 t771\" id=\"a3945\">dominante<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>adquirida,<div class=\"d0 w38\">\u00a0</div>si<div class=\"d0 w475\">\u00a0</div>hubiera.<div class=\"d0 w60\">\u00a0</div>Para<div class=\"d0 w230\">\u00a0</div>cada<div class=\"d0 w129\">\u00a0</div>combinaci\u00f3n<div class=\"d0 w396\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>negocios<div class=\"d0 w539\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>valora </div><div class=\"po0 fs14 cl2 l454 t1017\" id=\"a3946\">cualquier<div class=\"d0 w202\">\u00a0</div>participaci\u00f3n<div class=\"d0 w466\">\u00a0</div>no<div class=\"d0 w504\">\u00a0</div>dominante<div class=\"d0 w494\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>adquirida<div class=\"d0 w370\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>parte<div class=\"d0 w447\">\u00a0</div>proporcional<div class=\"d0 w491\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>dicha </div><div class=\"po0 fs14 cl2 l454 t772\" id=\"a3947\">participaci\u00f3n<div class=\"d0 w373\">\u00a0</div>no<div class=\"d0 w504\">\u00a0</div>dominante<div class=\"d0 w435\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>activos<div class=\"d0 w25\">\u00a0</div>netos<div class=\"d0 w25\">\u00a0</div>identificables<div class=\"d0 w377\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>adquirida.<div class=\"d0 w270\">\u00a0</div>Los<div class=\"d0 w432\">\u00a0</div>costes </div><div class=\"po0 fs14 cl2 l454 t773\" id=\"a3949\">relacionados con<div class=\"d0 w406\">\u00a0</div>la adquisici\u00f3n<div class=\"d0 w422\">\u00a0</div>se registran<div class=\"d0 w326\">\u00a0</div>como gastos<div class=\"d0 w422\">\u00a0</div>en la<div class=\"d0 w402\">\u00a0</div>cuenta de<div class=\"d0 w324\">\u00a0</div>resultados consolidada. </div><div class=\"po0 fs14 cl2 l367 t1216\" id=\"a3952\">Las diferencias positivas<div class=\"d0 w201\">\u00a0</div>entre el coste<div class=\"d0 w110\">\u00a0</div>de adquisici\u00f3n de<div class=\"d0 w22\">\u00a0</div>las participaciones en<div class=\"d0 w48\">\u00a0</div>las sociedades </div><div class=\"po0 fs14 cl2 l367 t1192\" id=\"a3953\">consolidadas y los correspondientes valores razonables en el momento de su adquisici\u00f3n, o en </div><div class=\"po0 fs14 cl2 l367 t1193\" id=\"a3957\">la<div class=\"d0 w174\">\u00a0</div>fecha<div class=\"d0 w175\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>primera<div class=\"d0 w421\">\u00a0</div>consolidaci\u00f3n,<div class=\"d0 w228\">\u00a0</div>siempre<div class=\"d0 w419\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>cuando<div class=\"d0 w167\">\u00a0</div>esta<div class=\"d0 w368\">\u00a0</div>adquisici\u00f3n<div class=\"d0 w484\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>sea<div class=\"d0 w175\">\u00a0</div>posterior<div class=\"d0 w167\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l367 t1194\" id=\"a3958\">obtenci\u00f3n del control, se imputan de la siguiente forma: </div><div class=\"po0 fs33 cl2 l368 t1217\" id=\"a3961\">-</div><div class=\"po0 fs14 cl2 l369 t1218\" id=\"a3963\">Si<div class=\"d0 w175\">\u00a0</div>son<div class=\"d0 w162\">\u00a0</div>asignables<div class=\"d0 w420\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>elementos<div class=\"d0 w169\">\u00a0</div>patrimoniales<div class=\"d0 w293\">\u00a0</div>concretos<div class=\"d0 w368\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>sociedades<div class=\"d0 w518\">\u00a0</div>adquiridas, </div><div class=\"po0 fs14 cl2 l369 t1219\" id=\"a3964\">ajustando<div class=\"d0 w227\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>valores<div class=\"d0 w404\">\u00a0</div>netos<div class=\"d0 w222\">\u00a0</div>contables<div class=\"d0 w390\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>activos<div class=\"d0 w235\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>figuran<div class=\"d0 w227\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>sus<div class=\"d0 w282\">\u00a0</div>balances<div class=\"d0 w161\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l369 t1220\" id=\"a3965\">situaci\u00f3n al<div class=\"d0 w167\">\u00a0</div>valor razonable,<div class=\"d0 w55\">\u00a0</div>y cuyo<div class=\"d0 w366\">\u00a0</div>tratamiento contable sea<div class=\"d0 w229\">\u00a0</div>similar al<div class=\"d0 w283\">\u00a0</div>de los<div class=\"d0 w395\">\u00a0</div>mismos </div><div class=\"po0 fs14 cl2 l369 t1221\" id=\"a3970\">activos del Grupo. </div><div class=\"po0 fs33 cl2 l368 t1222\" id=\"a3972\">-</div><div class=\"po0 fs14 cl2 l369 t1223\" id=\"a3974\">Si son asignables a pasivos no contingentes, reconoci\u00e9ndolos en el balance de situaci\u00f3n </div><div class=\"po0 fs14 cl2 l369 t1224\" id=\"a3975\">consolidado,<div class=\"d0 w191\">\u00a0</div>si<div class=\"d0 w541\">\u00a0</div>es<div class=\"d0 w415\">\u00a0</div>probable<div class=\"d0 w212\">\u00a0</div>que<div class=\"d0 w197\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>salida<div class=\"d0 w203\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>recursos<div class=\"d0 w428\">\u00a0</div>para<div class=\"d0 w208\">\u00a0</div>liquidar<div class=\"d0 w262\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>obligaci\u00f3n </div><div class=\"po0 fs14 cl2 l369 t1225\" id=\"a3976\">incorpore beneficios econ\u00f3micos, y su valor razonable se pueda medir de<div class=\"d0 w268\">\u00a0</div>forma fiable. </div><div class=\"po0 fs33 cl2 l368 t1226\" id=\"a3978\">-</div><div class=\"po0 fs14 cl2 l455 t1227\" id=\"a3980\">Si son<div class=\"d0 w231\">\u00a0</div>asignables a<div class=\"d0 w33\">\u00a0</div>unos activos<div class=\"d0 w22\">\u00a0</div>intangibles concretos, reconoci\u00e9ndolos<div class=\"d0 w236\">\u00a0</div>expl\u00edcitamente </div><div class=\"po0 fs14 cl2 l455 t1228\" id=\"a3982\">en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>balance<div class=\"d0 w60\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>situaci\u00f3n<div class=\"d0 w264\">\u00a0</div>consolidado<div class=\"d0 w63\">\u00a0</div>siempre que<div class=\"d0 w25\">\u00a0</div>su<div class=\"d0 w56\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>razonable<div class=\"d0 w17\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>fecha<div class=\"d0 w368\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l455 t1229\" id=\"a3983\">adquisici\u00f3n pueda determinarse fiablemente. </div><div class=\"po0 fs33 cl2 l368 t1230\" id=\"a3985\">-</div><div class=\"po0 fs14 cl2 l455 t1231\" id=\"a3987\">Las diferencias restantes se registran como un fondo de comercio. </div><div class=\"po0 fs14 cl2 l367 t1232\" id=\"a3990\">Los cambios en la participaci\u00f3n de sociedades<div class=\"d0 w392\">\u00a0</div>dependientes que no dan lugar a una<div class=\"d0 w268\">\u00a0</div>p\u00e9rdida ni </div><div class=\"po0 fs14 cl2 l367 t1233\" id=\"a3992\">cambio de control se registran como transacciones de patrimonio.<div class=\"d0 w406\">\u00a0</div></div><div class=\"po0 fs14 cl2 l367 t1234\" id=\"a3996\">El fondo de comercio<div class=\"d0 w406\">\u00a0</div>se considera un activo<div class=\"d0 w341\">\u00a0</div>de la sociedad adquirida<div class=\"d0 w325\">\u00a0</div>y, por tanto, en el caso<div class=\"d0 w148\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l367 t1235\" id=\"a3997\">una<div class=\"d0 w226\">\u00a0</div>sociedad<div class=\"d0 w390\">\u00a0</div>dependiente<div class=\"d0 w539\">\u00a0</div>con<div class=\"d0 w389\">\u00a0</div>moneda<div class=\"d0 w391\">\u00a0</div>funcional<div class=\"d0 w539\">\u00a0</div>distinta<div class=\"d0 w176\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>euro<div class=\"d0 w238\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>valora<div class=\"d0 w390\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>moneda </div><div class=\"po0 fs14 cl2 l367 t1236\" id=\"a3998\">funcional de<div class=\"d0 w175\">\u00a0</div>esta sociedad,<div class=\"d0 w404\">\u00a0</div>realiz\u00e1ndose la<div class=\"d0 w419\">\u00a0</div>conversi\u00f3n a<div class=\"d0 w367\">\u00a0</div>euros al<div class=\"d0 w173\">\u00a0</div>tipo de<div class=\"d0 w404\">\u00a0</div>cambio vigente<div class=\"d0 w343\">\u00a0</div>a la </div><div class=\"po0 fs14 cl2 l456 t1237\" id=\"a4000\">fecha del balance de situaci\u00f3n.</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForBusinessCombinationsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_391": {
   "value": "<div class=\"po1 w562 h87 lh0\" id=\"TextBlockContainer1771\"><div class=\"po1 w562 z0\" id=\"TextContainer1771\"><div class=\"po0 fs25 cl2 l452 t756\" id=\"a3936\">Combinaciones de negocio y</div><div class=\"po0 fs25 cl2 l453 t756\" id=\"a3938\">fondo de comercio<div class=\"d0 w682\">\u00a0</div></div><div class=\"po0 fs14 cl2 l454 t1048\" id=\"a3941\">Las<div class=\"d0 w177\">\u00a0</div>combinaciones<div class=\"d0 w221\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>negocios<div class=\"d0 w595\">\u00a0</div>se<div class=\"d0 w301\">\u00a0</div>contabilizan<div class=\"d0 w683\">\u00a0</div>mediante<div class=\"d0 w452\">\u00a0</div>la<div class=\"d0 w184\">\u00a0</div>aplicaci\u00f3n<div class=\"d0 w181\">\u00a0</div>del<div class=\"d0 w181\">\u00a0</div>m\u00e9todo<div class=\"d0 w571\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l454 t1215\" id=\"a3942\">adquisici\u00f3n. El<div class=\"d0 w392\">\u00a0</div>coste de<div class=\"d0 w423\">\u00a0</div>la combinaci\u00f3n<div class=\"d0 w403\">\u00a0</div>de negocio<div class=\"d0 w405\">\u00a0</div>es la suma<div class=\"d0 w425\">\u00a0</div>de la<div class=\"d0 w392\">\u00a0</div>contraprestaci\u00f3n transferida, </div><div class=\"po0 fs14 cl2 l454 t922\" id=\"a3943\">valorada<div class=\"d0 w297\">\u00a0</div>al<div class=\"d0 w379\">\u00a0</div>valor<div class=\"d0 w470\">\u00a0</div>razonable<div class=\"d0 w292\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>fecha<div class=\"d0 w3\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>adquisici\u00f3n,<div class=\"d0 w500\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>importe<div class=\"d0 w285\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>participaci\u00f3n<div class=\"d0 w470\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l454 t771\" id=\"a3945\">dominante<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>adquirida,<div class=\"d0 w38\">\u00a0</div>si<div class=\"d0 w475\">\u00a0</div>hubiera.<div class=\"d0 w60\">\u00a0</div>Para<div class=\"d0 w230\">\u00a0</div>cada<div class=\"d0 w129\">\u00a0</div>combinaci\u00f3n<div class=\"d0 w396\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>negocios<div class=\"d0 w539\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>valora </div><div class=\"po0 fs14 cl2 l454 t1017\" id=\"a3946\">cualquier<div class=\"d0 w202\">\u00a0</div>participaci\u00f3n<div class=\"d0 w466\">\u00a0</div>no<div class=\"d0 w504\">\u00a0</div>dominante<div class=\"d0 w494\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>adquirida<div class=\"d0 w370\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>parte<div class=\"d0 w447\">\u00a0</div>proporcional<div class=\"d0 w491\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>dicha </div><div class=\"po0 fs14 cl2 l454 t772\" id=\"a3947\">participaci\u00f3n<div class=\"d0 w373\">\u00a0</div>no<div class=\"d0 w504\">\u00a0</div>dominante<div class=\"d0 w435\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>activos<div class=\"d0 w25\">\u00a0</div>netos<div class=\"d0 w25\">\u00a0</div>identificables<div class=\"d0 w377\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>adquirida.<div class=\"d0 w270\">\u00a0</div>Los<div class=\"d0 w432\">\u00a0</div>costes </div><div class=\"po0 fs14 cl2 l454 t773\" id=\"a3949\">relacionados con<div class=\"d0 w406\">\u00a0</div>la adquisici\u00f3n<div class=\"d0 w422\">\u00a0</div>se registran<div class=\"d0 w326\">\u00a0</div>como gastos<div class=\"d0 w422\">\u00a0</div>en la<div class=\"d0 w402\">\u00a0</div>cuenta de<div class=\"d0 w324\">\u00a0</div>resultados consolidada. </div><div class=\"po0 fs14 cl2 l367 t1216\" id=\"a3952\">Las diferencias positivas<div class=\"d0 w201\">\u00a0</div>entre el coste<div class=\"d0 w110\">\u00a0</div>de adquisici\u00f3n de<div class=\"d0 w22\">\u00a0</div>las participaciones en<div class=\"d0 w48\">\u00a0</div>las sociedades </div><div class=\"po0 fs14 cl2 l367 t1192\" id=\"a3953\">consolidadas y los correspondientes valores razonables en el momento de su adquisici\u00f3n, o en </div><div class=\"po0 fs14 cl2 l367 t1193\" id=\"a3957\">la<div class=\"d0 w174\">\u00a0</div>fecha<div class=\"d0 w175\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>primera<div class=\"d0 w421\">\u00a0</div>consolidaci\u00f3n,<div class=\"d0 w228\">\u00a0</div>siempre<div class=\"d0 w419\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>cuando<div class=\"d0 w167\">\u00a0</div>esta<div class=\"d0 w368\">\u00a0</div>adquisici\u00f3n<div class=\"d0 w484\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>sea<div class=\"d0 w175\">\u00a0</div>posterior<div class=\"d0 w167\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l367 t1194\" id=\"a3958\">obtenci\u00f3n del control, se imputan de la siguiente forma: </div><div class=\"po0 fs33 cl2 l368 t1217\" id=\"a3961\">-</div><div class=\"po0 fs14 cl2 l369 t1218\" id=\"a3963\">Si<div class=\"d0 w175\">\u00a0</div>son<div class=\"d0 w162\">\u00a0</div>asignables<div class=\"d0 w420\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>elementos<div class=\"d0 w169\">\u00a0</div>patrimoniales<div class=\"d0 w293\">\u00a0</div>concretos<div class=\"d0 w368\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>sociedades<div class=\"d0 w518\">\u00a0</div>adquiridas, </div><div class=\"po0 fs14 cl2 l369 t1219\" id=\"a3964\">ajustando<div class=\"d0 w227\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>valores<div class=\"d0 w404\">\u00a0</div>netos<div class=\"d0 w222\">\u00a0</div>contables<div class=\"d0 w390\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>activos<div class=\"d0 w235\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>figuran<div class=\"d0 w227\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>sus<div class=\"d0 w282\">\u00a0</div>balances<div class=\"d0 w161\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l369 t1220\" id=\"a3965\">situaci\u00f3n al<div class=\"d0 w167\">\u00a0</div>valor razonable,<div class=\"d0 w55\">\u00a0</div>y cuyo<div class=\"d0 w366\">\u00a0</div>tratamiento contable sea<div class=\"d0 w229\">\u00a0</div>similar al<div class=\"d0 w283\">\u00a0</div>de los<div class=\"d0 w395\">\u00a0</div>mismos </div><div class=\"po0 fs14 cl2 l369 t1221\" id=\"a3970\">activos del Grupo. </div><div class=\"po0 fs33 cl2 l368 t1222\" id=\"a3972\">-</div><div class=\"po0 fs14 cl2 l369 t1223\" id=\"a3974\">Si son asignables a pasivos no contingentes, reconoci\u00e9ndolos en el balance de situaci\u00f3n </div><div class=\"po0 fs14 cl2 l369 t1224\" id=\"a3975\">consolidado,<div class=\"d0 w191\">\u00a0</div>si<div class=\"d0 w541\">\u00a0</div>es<div class=\"d0 w415\">\u00a0</div>probable<div class=\"d0 w212\">\u00a0</div>que<div class=\"d0 w197\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>salida<div class=\"d0 w203\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>recursos<div class=\"d0 w428\">\u00a0</div>para<div class=\"d0 w208\">\u00a0</div>liquidar<div class=\"d0 w262\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>obligaci\u00f3n </div><div class=\"po0 fs14 cl2 l369 t1225\" id=\"a3976\">incorpore beneficios econ\u00f3micos, y su valor razonable se pueda medir de<div class=\"d0 w268\">\u00a0</div>forma fiable. </div><div class=\"po0 fs33 cl2 l368 t1226\" id=\"a3978\">-</div><div class=\"po0 fs14 cl2 l455 t1227\" id=\"a3980\">Si son<div class=\"d0 w231\">\u00a0</div>asignables a<div class=\"d0 w33\">\u00a0</div>unos activos<div class=\"d0 w22\">\u00a0</div>intangibles concretos, reconoci\u00e9ndolos<div class=\"d0 w236\">\u00a0</div>expl\u00edcitamente </div><div class=\"po0 fs14 cl2 l455 t1228\" id=\"a3982\">en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>balance<div class=\"d0 w60\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>situaci\u00f3n<div class=\"d0 w264\">\u00a0</div>consolidado<div class=\"d0 w63\">\u00a0</div>siempre que<div class=\"d0 w25\">\u00a0</div>su<div class=\"d0 w56\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>razonable<div class=\"d0 w17\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>fecha<div class=\"d0 w368\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l455 t1229\" id=\"a3983\">adquisici\u00f3n pueda determinarse fiablemente. </div><div class=\"po0 fs33 cl2 l368 t1230\" id=\"a3985\">-</div><div class=\"po0 fs14 cl2 l455 t1231\" id=\"a3987\">Las diferencias restantes se registran como un fondo de comercio. </div><div class=\"po0 fs14 cl2 l367 t1232\" id=\"a3990\">Los cambios en la participaci\u00f3n de sociedades<div class=\"d0 w392\">\u00a0</div>dependientes que no dan lugar a una<div class=\"d0 w268\">\u00a0</div>p\u00e9rdida ni </div><div class=\"po0 fs14 cl2 l367 t1233\" id=\"a3992\">cambio de control se registran como transacciones de patrimonio.<div class=\"d0 w406\">\u00a0</div></div><div class=\"po0 fs14 cl2 l367 t1234\" id=\"a3996\">El fondo de comercio<div class=\"d0 w406\">\u00a0</div>se considera un activo<div class=\"d0 w341\">\u00a0</div>de la sociedad adquirida<div class=\"d0 w325\">\u00a0</div>y, por tanto, en el caso<div class=\"d0 w148\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l367 t1235\" id=\"a3997\">una<div class=\"d0 w226\">\u00a0</div>sociedad<div class=\"d0 w390\">\u00a0</div>dependiente<div class=\"d0 w539\">\u00a0</div>con<div class=\"d0 w389\">\u00a0</div>moneda<div class=\"d0 w391\">\u00a0</div>funcional<div class=\"d0 w539\">\u00a0</div>distinta<div class=\"d0 w176\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>euro<div class=\"d0 w238\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>valora<div class=\"d0 w390\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>moneda </div><div class=\"po0 fs14 cl2 l367 t1236\" id=\"a3998\">funcional de<div class=\"d0 w175\">\u00a0</div>esta sociedad,<div class=\"d0 w404\">\u00a0</div>realiz\u00e1ndose la<div class=\"d0 w419\">\u00a0</div>conversi\u00f3n a<div class=\"d0 w367\">\u00a0</div>euros al<div class=\"d0 w173\">\u00a0</div>tipo de<div class=\"d0 w404\">\u00a0</div>cambio vigente<div class=\"d0 w343\">\u00a0</div>a la </div><div class=\"po0 fs14 cl2 l456 t1237\" id=\"a4000\">fecha del balance de situaci\u00f3n.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForGoodwillExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_392": {
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Se amortizan linealmente,<div class=\"d0 w626\">\u00a0</div>dependiendo del tipo<div class=\"d0 w375\">\u00a0</div>de programa o desarrollo,<div class=\"d0 w266\">\u00a0</div>durante </div><div class=\"po0 fs14 cl2 l345 t1243\" id=\"a4030\">el per\u00edodo en el que contribuyan a la generaci\u00f3n de beneficios. </div><div class=\"po0 fs26 cl2 l345 t1244\" id=\"a4033\">Prototipos- </div><div class=\"po0 fs14 cl2 l345 t1245\" id=\"a4037\">En<div class=\"d0 w541\">\u00a0</div>esta<div class=\"d0 w415\">\u00a0</div>cuenta<div class=\"d0 w512\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>incluyen,<div class=\"d0 w465\">\u00a0</div>fundamentalmente,<div class=\"d0 w505\">\u00a0</div>los<div class=\"d0 w194\">\u00a0</div>prototipos<div class=\"d0 w649\">\u00a0</div>para<div class=\"d0 w211\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>edici\u00f3n<div class=\"d0 w583\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>libros, </div><div class=\"po0 fs14 cl2 l345 t1246\" id=\"a4038\">valor\u00e1ndose<div class=\"d0 w58\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>coste<div class=\"d0 w60\">\u00a0</div>incurrido<div class=\"d0 w56\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>materiales<div class=\"d0 w30\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>trabajos<div class=\"d0 w31\">\u00a0</div>realizados<div class=\"d0 w19\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>terceros<div class=\"d0 w396\">\u00a0</div>hasta </div><div class=\"po0 fs14 cl2 l345 t1247\" id=\"a4039\">llegar<div class=\"d0 w213\">\u00a0</div>al<div class=\"d0 w203\">\u00a0</div>soporte<div class=\"d0 w213\">\u00a0</div>f\u00edsico<div class=\"d0 w491\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>permite<div class=\"d0 w431\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>reproducci\u00f3n<div class=\"d0 w586\">\u00a0</div>industrial<div class=\"d0 w399\">\u00a0</div>seriada.<div class=\"d0 w505\">\u00a0</div>Los<div class=\"d0 w263\">\u00a0</div>prototipos<div class=\"d0 w684\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l345 t1248\" id=\"a4041\">amortizan linealmente en tres ejercicios a<div class=\"d0 w557\">\u00a0</div>partir del momento de lanzamiento al<div class=\"d0 w126\">\u00a0</div>mercado, en el </div><div class=\"po0 fs14 cl2 l345 t1249\" id=\"a4042\">caso de libros de texto e idiomas, atlas, diccionarios, enciclopedias y grandes obras. El coste de </div><div class=\"po0 fs14 cl2 l345 t1250\" id=\"a4043\">los<div class=\"d0 w293\">\u00a0</div>prototipos<div class=\"d0 w19\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>libros<div class=\"d0 w31\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>espera<div class=\"d0 w293\">\u00a0</div>editar<div class=\"d0 w19\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>carga<div class=\"d0 w58\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>cuenta<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>resultados<div class=\"d0 w368\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t1251\" id=\"a4045\">ejercicio en el que se toma la decisi\u00f3n de no editar. </div><div class=\"po0 fs26 cl2 l345 t1252\" id=\"a4048\">Anticipos de derechos de autor- </div><div class=\"po0 fs14 cl2 l345 t1253\" id=\"a4052\">Recoge<div class=\"d0 w539\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>importes<div class=\"d0 w169\">\u00a0</div>adelantados<div class=\"d0 w63\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>autores,<div class=\"d0 w60\">\u00a0</div>est\u00e9n<div class=\"d0 w165\">\u00a0</div>o<div class=\"d0 w30\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>pagados,<div class=\"d0 w239\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>cuenta<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>futuros </div><div class=\"po0 fs14 cl2 l345 t1254\" id=\"a4053\">derechos<div class=\"d0 w170\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>regal\u00edas<div class=\"d0 w475\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>derecho<div class=\"d0 w391\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>uso<div class=\"d0 w5\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>distintas<div class=\"d0 w390\">\u00a0</div>manifestaciones<div class=\"d0 w224\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>propiedad </div><div class=\"po0 fs14 cl2 l345 t1255\" id=\"a4054\">intelectual. Los<div class=\"d0 w620\">\u00a0</div>anticipos de<div class=\"d0 w145\">\u00a0</div>derechos de<div class=\"d0 w685\">\u00a0</div>autor se<div class=\"d0 w405\">\u00a0</div>imputan como<div class=\"d0 w686\">\u00a0</div>gasto en<div class=\"d0 w550\">\u00a0</div>la cuenta<div class=\"d0 w634\">\u00a0</div>de resultados </div><div class=\"po0 fs14 cl2 l345 t1256\" id=\"a4056\">a partir del momento de<div class=\"d0 w18\">\u00a0</div>lanzamiento del libro al mercado, de acuerdo con el porcentaje<div class=\"d0 w47\">\u00a0</div>fijado </div><div class=\"po0 fs14 cl2 l345 t1257\" id=\"a4057\">en cada<div class=\"d0 w8\">\u00a0</div>contrato, aplicado sobre<div class=\"d0 w235\">\u00a0</div>el precio<div class=\"d0 w19\">\u00a0</div>de cubierta<div class=\"d0 w39\">\u00a0</div>del libro.<div class=\"d0 w295\">\u00a0</div>Se presentan en<div class=\"d0 w345\">\u00a0</div>el balance<div class=\"d0 w24\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1258\" id=\"a4058\">situaci\u00f3n por su coste, una vez deducida la parte que<div class=\"d0 w353\">\u00a0</div>se ha llevado a resultados. Dicho coste se </div><div class=\"po0 fs14 cl2 l345 t1259\" id=\"a4061\">revisa cada ejercicio,<div class=\"d0 w515\">\u00a0</div>registr\u00e1ndose, en caso<div class=\"d0 w402\">\u00a0</div>necesario, una correcci\u00f3n<div class=\"d0 w446\">\u00a0</div>de valor en funci\u00f3n<div class=\"d0 w332\">\u00a0</div>de las </div><div class=\"po0 fs14 cl2 l345 t1260\" id=\"a4064\">expectativas de venta del t\u00edtulo correspondiente. </div><div class=\"po0 fs26 cl2 l345 t1261\" id=\"a4067\">Otros activos intangibles- </div><div class=\"po0 fs14 cl2 l345 t1262\" id=\"a4071\">Recoge<div class=\"d0 w687\">\u00a0</div>b\u00e1sicamente<div class=\"d0 w688\">\u00a0</div>los<div class=\"d0 w689\">\u00a0</div>importes<div class=\"d0 w690\">\u00a0</div>desembolsados<div class=\"d0 w691\">\u00a0</div>en<div class=\"d0 w692\">\u00a0</div>la<div class=\"d0 w693\">\u00a0</div>adquisici\u00f3n<div class=\"d0 w694\">\u00a0</div>de<div class=\"d0 w695\">\u00a0</div>concesiones </div><div class=\"po0 fs14 cl2 l345 t1263\" id=\"a4072\">administrativas para<div class=\"d0 w85\">\u00a0</div>la explotaci\u00f3n<div class=\"d0 w267\">\u00a0</div>de frecuencias<div class=\"d0 w410\">\u00a0</div>radiof\u00f3nicas, sujetas<div class=\"d0 w515\">\u00a0</div>al r\u00e9gimen<div class=\"d0 w328\">\u00a0</div>de concesi\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1264\" id=\"a4073\">administrativa<div class=\"d0 w534\">\u00a0</div>temporal.<div class=\"d0 w602\">\u00a0</div>Estas<div class=\"d0 w351\">\u00a0</div>concesiones<div class=\"d0 w513\">\u00a0</div>son<div class=\"d0 w430\">\u00a0</div>otorgadas<div class=\"d0 w68\">\u00a0</div>por<div class=\"d0 w188\">\u00a0</div>per\u00edodos<div class=\"d0 w551\">\u00a0</div>plurianuales<div class=\"d0 w188\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l345 t1265\" id=\"a4075\">car\u00e1cter renovable, en<div class=\"d0 w55\">\u00a0</div>funci\u00f3n de la<div class=\"d0 w295\">\u00a0</div>legislaci\u00f3n de cada pa\u00eds,<div class=\"d0 w24\">\u00a0</div>y se<div class=\"d0 w395\">\u00a0</div>amortizan linealmente en el </div><div class=\"po0 fs14 cl2 l345 t1266\" id=\"a4076\">per\u00edodo<div class=\"d0 w419\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>concesi\u00f3n,<div class=\"d0 w421\">\u00a0</div>excepto<div class=\"d0 w31\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>aquellos<div class=\"d0 w539\">\u00a0</div>casos<div class=\"d0 w129\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>costes<div class=\"d0 w484\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>renovaci\u00f3n<div class=\"d0 w480\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>fuesen </div><div class=\"po0 fs14 cl2 l345 t1267\" id=\"a4077\">significativos y las obligaciones<div class=\"d0 w478\">\u00a0</div>exigidas f\u00e1cilmente alcanzables, en<div class=\"d0 w329\">\u00a0</div>cuyo caso son consideradas </div><div class=\"po0 fs14 cl2 l345 t1268\" id=\"a4079\">activos de vida<div class=\"d0 w330\">\u00a0</div>\u00fatil indefinida<div class=\"d0 w329\">\u00a0</div>(estas \u00faltimas corresponden<div class=\"d0 w585\">\u00a0</div>principalmente a Sociedad<div class=\"d0 w696\">\u00a0</div>Espa\u00f1ola </div><div class=\"po0 fs14 cl2 l341 t1269\" id=\"a4087\">de Radiodifusi\u00f3n, S.L.U. y Grupo Latino de Radiodifusi\u00f3n Chile, Ltda.).</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForIntangibleAssetsOtherThanGoodwillExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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   "value": "<div class=\"po1 w374 h90 lh0\" id=\"TextBlockContainer1796\"><div class=\"po0 l342 t756 f0\" id=\"div_1793_XBRL_TS_99b6b9aa93d94e328740b3d5becc689a\"><div class=\"po1 w374 h90 lh0\" id=\"TextBlockContainer1794\"><div class=\"po1 w374 z0\" id=\"TextContainer1794\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4095\">P\u00e9rdidas por deterioro de valor de activos no financieros </div><div class=\"po0 fs14 cl2 l345 t920\" id=\"a4098\">Cuando hubiera indicios<div class=\"d0 w366\">\u00a0</div>de deterioro, se<div class=\"d0 w18\">\u00a0</div>analiza el valor<div class=\"d0 w395\">\u00a0</div>de los activos<div class=\"d0 w129\">\u00a0</div>para determinar si<div class=\"d0 w31\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a4100\">mismos<div class=\"d0 w369\">\u00a0</div>hubieran<div class=\"d0 w47\">\u00a0</div>sufrido<div class=\"d0 w264\">\u00a0</div>una<div class=\"d0 w110\">\u00a0</div>p\u00e9rdida<div class=\"d0 w396\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>deterioro.<div class=\"d0 w395\">\u00a0</div>En<div class=\"d0 w32\">\u00a0</div>caso<div class=\"d0 w295\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>exista<div class=\"d0 w200\">\u00a0</div>alg\u00fan<div class=\"d0 w55\">\u00a0</div>indicio se </div><div class=\"po0 fs14 cl2 l345 t922\" id=\"a4101\">realiza una estimaci\u00f3n del importe recuperable de dicho activo para<div class=\"d0 w396\">\u00a0</div>determinar, en su caso, el </div></div></div></div></div><div class=\"po1 w502 h92 lh0\" id=\"TextBlockContainer1805\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer1805\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a4112\">importe<div class=\"d0 w24\">\u00a0</div>del deterioro<div class=\"d0 w475\">\u00a0</div>necesario. Si<div class=\"d0 w230\">\u00a0</div>se trata<div class=\"d0 w338\">\u00a0</div>de activos<div class=\"d0 w421\">\u00a0</div>identificables que<div class=\"d0 w486\">\u00a0</div>no generan<div class=\"d0 w367\">\u00a0</div>flujos de </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a4117\">caja de forma independiente, se estima la recuperabilidad de la unidad generadora de efectivo </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a4118\">a la<div class=\"d0 w620\">\u00a0</div>que el<div class=\"d0 w328\">\u00a0</div>activo pertenece.<div class=\"d0 w473\">\u00a0</div>A estos<div class=\"d0 w488\">\u00a0</div>efectos, se<div class=\"d0 w446\">\u00a0</div>define unidad<div class=\"d0 w559\">\u00a0</div>generadora efectiva,<div class=\"d0 w555\">\u00a0</div>como el<div class=\"d0 w328\">\u00a0</div>grupo </div><div class=\"po0 fs14 cl2 l362 t817\" id=\"a4120\">identificable<div class=\"d0 w248\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>activos<div class=\"d0 w235\">\u00a0</div>m\u00e1s<div class=\"d0 w335\">\u00a0</div>peque\u00f1o,<div class=\"d0 w233\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>genera<div class=\"d0 w233\">\u00a0</div>entradas<div class=\"d0 w161\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>efectivo<div class=\"d0 w232\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>sean,<div class=\"d0 w337\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>buena </div><div class=\"po0 fs14 cl2 l362 t818\" id=\"a4121\">medida, independientes<div class=\"d0 w515\">\u00a0</div>de los flujos<div class=\"d0 w446\">\u00a0</div>de efectivo<div class=\"d0 w341\">\u00a0</div>derivados de<div class=\"d0 w392\">\u00a0</div>otros activos<div class=\"d0 w406\">\u00a0</div>o grupos de<div class=\"d0 w330\">\u00a0</div>activos. </div><div class=\"po0 fs14 cl2 l362 t819\" id=\"a4122\">El Grupo identifica estas unidades<div class=\"d0 w557\">\u00a0</div>generadoras de efectivo, en t\u00e9rminos<div class=\"d0 w328\">\u00a0</div>generales, por negocio </div><div class=\"po0 fs14 cl2 l362 t820\" id=\"a4124\">y pa\u00eds. </div><div class=\"po0 fs14 cl2 l362 t822\" id=\"a4127\">En el<div class=\"d0 w406\">\u00a0</div>caso de<div class=\"d0 w326\">\u00a0</div>las unidades<div class=\"d0 w621\">\u00a0</div>generadoras de<div class=\"d0 w584\">\u00a0</div>efectivo a<div class=\"d0 w354\">\u00a0</div>las que<div class=\"d0 w697\">\u00a0</div>se han asignado<div class=\"d0 w698\">\u00a0</div>fondos de<div class=\"d0 w558\">\u00a0</div>comercio </div><div class=\"po0 fs14 cl2 l362 t823\" id=\"a4128\">o activos<div class=\"d0 w293\">\u00a0</div>intangibles con<div class=\"d0 w26\">\u00a0</div>una vida<div class=\"d0 w111\">\u00a0</div>\u00fatil indefinida,<div class=\"d0 w59\">\u00a0</div>el an\u00e1lisis<div class=\"d0 w383\">\u00a0</div>de su<div class=\"d0 w475\">\u00a0</div>recuperaci\u00f3n se<div class=\"d0 w17\">\u00a0</div>realiza de </div><div class=\"po0 fs14 cl2 l362 t824\" id=\"a4130\">forma sistem\u00e1tica al cierre de cada ejercicio o<div class=\"d0 w395\">\u00a0</div>bajo circunstancias consideradas necesarias para </div><div class=\"po0 fs14 cl2 l362 t825\" id=\"a4131\">realizar tal<div class=\"d0 w295\">\u00a0</div>an\u00e1lisis. El<div class=\"d0 w201\">\u00a0</div>Grupo ha<div class=\"d0 w366\">\u00a0</div>considerado como<div class=\"d0 w59\">\u00a0</div>criterio a<div class=\"d0 w234\">\u00a0</div>la hora<div class=\"d0 w17\">\u00a0</div>de preparar<div class=\"d0 w55\">\u00a0</div>sus tests<div class=\"d0 w7\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t826\" id=\"a4137\">deterioro el realizar un \u00fanico escenario de flujos para cada an\u00e1lisis de<div class=\"d0 w561\">\u00a0</div>recuperaci\u00f3n. </div><div class=\"po0 fs14 cl2 l362 t1056\" id=\"a4141\">El importe<div class=\"d0 w292\">\u00a0</div>recuperable es<div class=\"d0 w170\">\u00a0</div>el mayor<div class=\"d0 w222\">\u00a0</div>entre el<div class=\"d0 w284\">\u00a0</div>valor razonable<div class=\"d0 w485\">\u00a0</div>minorado<div class=\"d0 w50\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>el coste<div class=\"d0 w227\">\u00a0</div>necesario </div><div class=\"po0 fs14 cl2 l362 t1057\" id=\"a4142\">para su venta y el<div class=\"d0 w125\">\u00a0</div>valor en uso, entendiendo<div class=\"d0 w446\">\u00a0</div>por \u00e9ste el valor<div class=\"d0 w516\">\u00a0</div>actual de los flujos de<div class=\"d0 w556\">\u00a0</div>caja futuros </div><div class=\"po0 fs14 cl2 l362 t1059\" id=\"a4143\">estimados,<div class=\"d0 w236\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>partir<div class=\"d0 w59\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>presupuestos<div class=\"d0 w27\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>planes de<div class=\"d0 w273\">\u00a0</div>negocio<div class=\"d0 w27\">\u00a0</div>m\u00e1s<div class=\"d0 w333\">\u00a0</div>recientes,<div class=\"d0 w57\">\u00a0</div>que su<div class=\"d0 w699\">\u00a0</div>caso, son </div><div class=\"po0 fs14 cl2 l362 t1061\" id=\"a4149\">aprobados por los \u00f3rganos de gobierno<div class=\"d0 w47\">\u00a0</div>de las unidades de negocio y del<div class=\"d0 w18\">\u00a0</div>Grupo, y con los que </div><div class=\"po0 fs14 cl2 l362 t1124\" id=\"a4153\">se<div class=\"d0 w3\">\u00a0</div>hace<div class=\"d0 w2\">\u00a0</div>seguimiento<div class=\"d0 w176\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>marcha<div class=\"d0 w285\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>mismos.<div class=\"d0 w245\">\u00a0</div>Estos<div class=\"d0 w338\">\u00a0</div>presupuestos<div class=\"d0 w235\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>planes<div class=\"d0 w5\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>negocio </div><div class=\"po0 fs14 cl2 l362 t1062\" id=\"a4158\">incorporan<div class=\"d0 w700\">\u00a0</div>las<div class=\"d0 w356\">\u00a0</div>mejores<div class=\"d0 w314\">\u00a0</div>estimaciones<div class=\"d0 w701\">\u00a0</div>disponibles<div class=\"d0 w569\">\u00a0</div>de<div class=\"d0 w702\">\u00a0</div>ingresos<div class=\"d0 w646\">\u00a0</div>y<div class=\"d0 w177\">\u00a0</div>costes<div class=\"d0 w703\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>las<div class=\"d0 w622\">\u00a0</div>unidades </div><div class=\"po0 fs14 cl2 l362 t1063\" id=\"a4160\">generadoras<div class=\"d0 w258\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>efectivo<div class=\"d0 w193\">\u00a0</div>utilizando<div class=\"d0 w541\">\u00a0</div>previsiones<div class=\"d0 w197\">\u00a0</div>sectoriales<div class=\"d0 w197\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>las<div class=\"d0 w588\">\u00a0</div>expectativas<div class=\"d0 w590\">\u00a0</div>futuras.<div class=\"d0 w674\">\u00a0</div>En </div><div class=\"po0 fs14 cl2 l362 t1125\" id=\"a4163\">concreto,<div class=\"d0 w129\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>proyecciones<div class=\"d0 w20\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>ingresos<div class=\"d0 w26\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>apoyan,<div class=\"d0 w395\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>medida<div class=\"d0 w201\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>lo posible,<div class=\"d0 w276\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>fuentes<div class=\"d0 w231\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t1064\" id=\"a4164\">informaci\u00f3n externas,<div class=\"d0 w283\">\u00a0</div>tales como<div class=\"d0 w390\">\u00a0</div>publicaciones sectoriales<div class=\"d0 w7\">\u00a0</div>relativas a<div class=\"d0 w230\">\u00a0</div>los negocios<div class=\"d0 w223\">\u00a0</div>en los<div class=\"d0 w389\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l362 t1065\" id=\"a4165\">opera<div class=\"d0 w571\">\u00a0</div>el<div class=\"d0 w575\">\u00a0</div>Grupo,<div class=\"d0 w594\">\u00a0</div>cuotas<div class=\"d0 w219\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>mercado,<div class=\"d0 w704\">\u00a0</div>perspectivas<div class=\"d0 w306\">\u00a0</div>macroecon\u00f3micas,<div class=\"d0 w178\">\u00a0</div>etc.,<div class=\"d0 w178\">\u00a0</div>junto<div class=\"d0 w184\">\u00a0</div>con<div class=\"d0 w705\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l362 t1128\" id=\"a4167\">informaci\u00f3n y evoluci\u00f3n hist\u00f3rica. </div><div class=\"po0 fs14 cl2 l362 t1130\" id=\"a4170\">Estas<div class=\"d0 w351\">\u00a0</div>previsiones<div class=\"d0 w242\">\u00a0</div>futuras<div class=\"d0 w401\">\u00a0</div>cubren<div class=\"d0 w400\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>pr\u00f3ximos<div class=\"d0 w397\">\u00a0</div>cinco<div class=\"d0 w706\">\u00a0</div>a\u00f1os,<div class=\"d0 w541\">\u00a0</div>incluyendo<div class=\"d0 w611\">\u00a0</div>un<div class=\"d0 w191\">\u00a0</div>valor<div class=\"d0 w707\">\u00a0</div>terminal </div><div class=\"po0 fs14 cl2 l362 t1131\" id=\"a4172\">adecuado<div class=\"d0 w339\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>cada<div class=\"d0 w3\">\u00a0</div>negocio<div class=\"d0 w335\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>calcula<div class=\"d0 w5\">\u00a0</div>como<div class=\"d0 w166\">\u00a0</div>una<div class=\"d0 w339\">\u00a0</div>renta<div class=\"d0 w285\">\u00a0</div>perpetua<div class=\"d0 w380\">\u00a0</div>extrapolando<div class=\"d0 w335\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>flujo </div><div class=\"po0 fs14 cl2 l362 t1132\" id=\"a4175\">normalizado<div class=\"d0 w417\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>a\u00f1o<div class=\"d0 w551\">\u00a0</div>cinco<div class=\"d0 w706\">\u00a0</div>utilizando<div class=\"d0 w551\">\u00a0</div>una<div class=\"d0 w191\">\u00a0</div>tasa<div class=\"d0 w441\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>crecimiento<div class=\"d0 w241\">\u00a0</div>constante.<div class=\"d0 w565\">\u00a0</div>Estos<div class=\"d0 w583\">\u00a0</div>flujos<div class=\"d0 w211\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l362 t1134\" id=\"a4177\">descuentan para<div class=\"d0 w248\">\u00a0</div>calcular su<div class=\"d0 w344\">\u00a0</div>valor actual<div class=\"d0 w543\">\u00a0</div>a una<div class=\"d0 w119\">\u00a0</div>tasa que<div class=\"d0 w175\">\u00a0</div>refleja el<div class=\"d0 w286\">\u00a0</div>coste medio<div class=\"d0 w8\">\u00a0</div>ponderado del </div><div class=\"po0 fs14 cl2 l362 t1272\" id=\"a4178\">capital empleado<div class=\"d0 w343\">\u00a0</div>ajustado por<div class=\"d0 w286\">\u00a0</div>el riesgo<div class=\"d0 w543\">\u00a0</div>pa\u00eds y<div class=\"d0 w173\">\u00a0</div>riesgo negocio<div class=\"d0 w19\">\u00a0</div>correspondiente a<div class=\"d0 w480\">\u00a0</div>cada unidad </div><div class=\"po0 fs14 cl2 l362 t1273\" id=\"a4179\">generadora de efectivo.<div class=\"d0 w21\">\u00a0</div>As\u00ed, en<div class=\"d0 w18\">\u00a0</div>el ejercicio 2024<div class=\"d0 w30\">\u00a0</div>las tasas utilizadas<div class=\"d0 w21\">\u00a0</div>(excluyendo Argentina) se </div><div class=\"po0 fs14 cl2 l362 t1274\" id=\"a4183\">han situado entre el 8,0% y el 27,0% en<div class=\"d0 w561\">\u00a0</div>funci\u00f3n del negocio objeto de<div class=\"d0 w516\">\u00a0</div>an\u00e1lisis (entre el 8,0% y el </div><div class=\"po0 fs14 cl2 l362 t1275\" id=\"a4188\">20,0% en el ejercicio 2023). </div><div class=\"po0 fs14 cl2 l362 t1276\" id=\"a4196\">En el caso<div class=\"d0 w403\">\u00a0</div>de que el<div class=\"d0 w584\">\u00a0</div>importe recuperable<div class=\"d0 w144\">\u00a0</div>sea inferior<div class=\"d0 w498\">\u00a0</div>al valor neto<div class=\"d0 w384\">\u00a0</div>en libros del<div class=\"d0 w403\">\u00a0</div>activo, se<div class=\"d0 w488\">\u00a0</div>registra </div><div class=\"po0 fs14 cl2 l362 t1277\" id=\"a4197\">la<div class=\"d0 w189\">\u00a0</div>correspondiente<div class=\"d0 w261\">\u00a0</div>p\u00e9rdida<div class=\"d0 w399\">\u00a0</div>por<div class=\"d0 w188\">\u00a0</div>deterioro<div class=\"d0 w209\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>cuenta<div class=\"d0 w187\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>resultados<div class=\"d0 w415\">\u00a0</div>consolidada<div class=\"d0 w431\">\u00a0</div>por<div class=\"d0 w188\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l362 t1278\" id=\"a4198\">diferencia. </div><div class=\"po0 fs14 cl2 l340 t1279\" id=\"a4201\">Para<div class=\"d0 w227\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>resto<div class=\"d0 w229\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>inmovilizado<div class=\"d0 w56\">\u00a0</div>material<div class=\"d0 w420\">\u00a0</div>e<div class=\"d0 w250\">\u00a0</div>intangible,<div class=\"d0 w7\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>analiza<div class=\"d0 w368\">\u00a0</div>si<div class=\"d0 w237\">\u00a0</div>existen<div class=\"d0 w169\">\u00a0</div>indicios<div class=\"d0 w238\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1280\" id=\"a4202\">deterioro<div class=\"d0 w167\">\u00a0</div>basados,<div class=\"d0 w176\">\u00a0</div>entre<div class=\"d0 w250\">\u00a0</div>otros<div class=\"d0 w539\">\u00a0</div>aspectos,<div class=\"d0 w369\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>existencia<div class=\"d0 w7\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>obsolescencia<div class=\"d0 w167\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>dichos<div class=\"d0 w343\">\u00a0</div>activos, </div><div class=\"po0 fs14 cl2 l340 t1281\" id=\"a4203\">continuidad<div class=\"d0 w57\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>rentabilidad<div class=\"d0 w57\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>negocios<div class=\"d0 w21\">\u00a0</div>donde<div class=\"d0 w30\">\u00a0</div>operan<div class=\"d0 w236\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>mismos,<div class=\"d0 w420\">\u00a0</div>evidencias<div class=\"d0 w395\">\u00a0</div>externas<div class=\"d0 w50\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t855\" id=\"a4205\">otros factores<div class=\"d0 w345\">\u00a0</div>ex\u00f3genos que<div class=\"d0 w21\">\u00a0</div>supusieran una<div class=\"d0 w111\">\u00a0</div>disminuci\u00f3n del<div class=\"d0 w20\">\u00a0</div>valor de<div class=\"d0 w343\">\u00a0</div>recuperable por<div class=\"d0 w129\">\u00a0</div>debajo </div><div class=\"po0 fs14 cl2 l340 t1282\" id=\"a4206\">del valor en libros de dichos activos.<div class=\"d0 w708\">\u00a0</div></div><div class=\"po0 fs14 cl2 l362 t1283\" id=\"a4209\">Las<div class=\"d0 w288\">\u00a0</div>p\u00e9rdidas<div class=\"d0 w345\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>deterioro<div class=\"d0 w287\">\u00a0</div>reconocidas<div class=\"d0 w421\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>activo<div class=\"d0 w539\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>ejercicios<div class=\"d0 w338\">\u00a0</div>anteriores<div class=\"d0 w518\">\u00a0</div>son<div class=\"d0 w174\">\u00a0</div>revertidas </div><div class=\"po0 fs14 cl2 l362 t1284\" id=\"a4210\">cuando se produce un<div class=\"d0 w561\">\u00a0</div>cambio en las estimaciones<div class=\"d0 w697\">\u00a0</div>sobre su importe recuperable<div class=\"d0 w387\">\u00a0</div>aumentando el </div><div class=\"po0 fs14 cl2 l362 t1285\" id=\"a4211\">valor<div class=\"d0 w200\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>activo<div class=\"d0 w296\">\u00a0</div>con<div class=\"d0 w264\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>l\u00edmite<div class=\"d0 w395\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>valor<div class=\"d0 w49\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>libros que<div class=\"d0 w463\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>activo<div class=\"d0 w296\">\u00a0</div>hubiera<div class=\"d0 w366\">\u00a0</div>tenido<div class=\"d0 w231\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>haberse </div></div></div><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer1814\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer1814\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4222\">realizado el deterioro. Inmediatamente se reconoce la reversi\u00f3n de la p\u00e9rdida por deterioro de </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a4225\">valor como ingreso<div class=\"d0 w169\">\u00a0</div>en la cuenta<div class=\"d0 w58\">\u00a0</div>de resultados consolidada.<div class=\"d0 w26\">\u00a0</div>En el caso<div class=\"d0 w264\">\u00a0</div>del fondo de<div class=\"d0 w60\">\u00a0</div>comercio, </div><div class=\"po0 fs14 cl2 l341 t1286\" id=\"a4226\">los deterioros realizados no son reversibles.</div></div></div><div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1837\"><div class=\"po0 l342 t756 f0\" id=\"div_1831_XBRL_TS_817f93b7dc05486c8b06a27fac880e22\"><div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1835\"><div class=\"po0 l342 t756 f0\" id=\"div_1832_XBRL_TS_1071b9432ef1468eae64dfe7d6c32f70\"><div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1833\"><div class=\"po1 w198 z0\" id=\"TextContainer1833\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4271\">Deterioro de valor y baja de activos financieros- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a4276\">En la fecha de reconocimiento inicial de los<div class=\"d0 w556\">\u00a0</div>activos financieros se reconoce la<div class=\"d0 w126\">\u00a0</div>p\u00e9rdida esperada </div><div class=\"po0 fs14 cl2 l340 t1302\" id=\"a4277\">que resulte de un<div class=\"d0 w558\">\u00a0</div>evento de \u201cdefault\u201d<div class=\"d0 w326\">\u00a0</div>durante los pr\u00f3ximos<div class=\"d0 w268\">\u00a0</div>12 meses o<div class=\"d0 w406\">\u00a0</div>durante toda la<div class=\"d0 w332\">\u00a0</div>vida del </div><div class=\"po0 fs14 cl2 l340 t1303\" id=\"a4278\">contrato,<div class=\"d0 w485\">\u00a0</div>dependiendo<div class=\"d0 w164\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>evoluci\u00f3n<div class=\"d0 w345\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>riesgo<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cr\u00e9dito<div class=\"d0 w486\">\u00a0</div>del<div class=\"d0 w476\">\u00a0</div>activo<div class=\"d0 w539\">\u00a0</div>financiero<div class=\"d0 w419\">\u00a0</div>desde<div class=\"d0 w225\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l340 t862\" id=\"a4280\">reconocimiento inicial<div class=\"d0 w144\">\u00a0</div>en balance o<div class=\"d0 w329\">\u00a0</div>por la aplicaci\u00f3n<div class=\"d0 w145\">\u00a0</div>de los modelos<div class=\"d0 w384\">\u00a0</div>\u201csimplificados\u201d permitidos </div><div class=\"po0 fs14 cl2 l340 t863\" id=\"a4281\">por<div class=\"d0 w17\">\u00a0</div>la norma<div class=\"d0 w484\">\u00a0</div>para algunos<div class=\"d0 w223\">\u00a0</div>activos financieros.<div class=\"d0 w343\">\u00a0</div>El Grupo<div class=\"d0 w480\">\u00a0</div>ha aplicado<div class=\"d0 w283\">\u00a0</div>el enfoque<div class=\"d0 w543\">\u00a0</div>simplificado </div><div class=\"po0 fs14 cl2 l340 t864\" id=\"a4282\">para reconocer<div class=\"d0 w484\">\u00a0</div>la p\u00e9rdida<div class=\"d0 w264\">\u00a0</div>de cr\u00e9dito<div class=\"d0 w39\">\u00a0</div>esperada durante<div class=\"d0 w231\">\u00a0</div>toda la<div class=\"d0 w333\">\u00a0</div>vida de<div class=\"d0 w333\">\u00a0</div>las cuentas<div class=\"d0 w39\">\u00a0</div>por cobrar </div><div class=\"po0 fs14 cl2 l340 t1304\" id=\"a4284\">que resultan de transacciones<div class=\"d0 w478\">\u00a0</div>bajo el alcance de<div class=\"d0 w332\">\u00a0</div>la NIIF 15.<div class=\"d0 w402\">\u00a0</div>De este modo, el Grupo<div class=\"d0 w532\">\u00a0</div>registra una </div><div class=\"po0 fs14 cl2 l340 t1305\" id=\"a4288\">correcci\u00f3n de valor<div class=\"d0 w499\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>momento de<div class=\"d0 w251\">\u00a0</div>reconocimiento del<div class=\"d0 w567\">\u00a0</div>ingreso, para<div class=\"d0 w498\">\u00a0</div>lo cual<div class=\"d0 w411\">\u00a0</div>se determina<div class=\"d0 w532\">\u00a0</div>una </div><div class=\"po0 fs14 cl2 l340 t1306\" id=\"a4291\">ratio de morosidad<div class=\"d0 w620\">\u00a0</div>hist\u00f3rico por<div class=\"d0 w141\">\u00a0</div>negocio y tipolog\u00eda<div class=\"d0 w713\">\u00a0</div>de cliente, que<div class=\"d0 w472\">\u00a0</div>es aplicado<div class=\"d0 w268\">\u00a0</div>sobre el importe </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a4292\">de las ventas por tipo de cliente. </div><div class=\"po0 fs14 cl2 l340 t869\" id=\"a4295\">Asimismo, el Grupo dar\u00e1 de<div class=\"d0 w228\">\u00a0</div>baja un activo financiero, siempre y<div class=\"d0 w24\">\u00a0</div>cuando expiren los derechos </div><div class=\"po0 fs14 cl2 l340 t1307\" id=\"a4296\">contractuales sobre los flujos de efectivo del citado activo, o transfiera el activo financiero, que </div><div class=\"po0 fs14 cl2 l340 t1308\" id=\"a4297\">entre otros<div class=\"d0 w223\">\u00a0</div>aspectos supone transferir<div class=\"d0 w368\">\u00a0</div>sustancialmente los riesgos<div class=\"d0 w229\">\u00a0</div>y beneficios<div class=\"d0 w110\">\u00a0</div>inherentes a<div class=\"d0 w24\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l341 t1309\" id=\"a4299\">propiedad del activo financiero.</div></div></div></div></div></div></div><div class=\"po1 w374 h107 lh0\" id=\"TextBlockContainer1925\"><div class=\"po0 l342 t756 f0\" id=\"div_1922_XBRL_TS_ba3c70c6fa564ebaa3de893f38fc349f\"><div class=\"po1 w374 h107 lh0\" id=\"TextBlockContainer1923\"><div class=\"po1 w374 z0\" id=\"TextContainer1923\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4495\">Inversiones contabilizadas por el m\u00e9todo de la participaci\u00f3n </div><div class=\"po0 fs14 cl2 l345 t920\" id=\"a4497\">Tal y como<div class=\"d0 w231\">\u00a0</div>se describe en<div class=\"d0 w396\">\u00a0</div>la nota 2d<div class=\"d0 w26\">\u00a0</div>de esta memoria,<div class=\"d0 w33\">\u00a0</div>las participaciones en sociedades<div class=\"d0 w50\">\u00a0</div>sobre </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a4501\">las<div class=\"d0 w237\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>posee<div class=\"d0 w477\">\u00a0</div>influencia<div class=\"d0 w201\">\u00a0</div>significativa<div class=\"d0 w167\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>control<div class=\"d0 w230\">\u00a0</div>conjunto<div class=\"d0 w248\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>registran<div class=\"d0 w286\">\u00a0</div>siguiendo<div class=\"d0 w288\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t922\" id=\"a4502\">m\u00e9todo de la participaci\u00f3n.<div class=\"d0 w481\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t1017\" id=\"a4505\">Cuando hubiera<div class=\"d0 w498\">\u00a0</div>indicios de<div class=\"d0 w423\">\u00a0</div>deterioro, y<div class=\"d0 w557\">\u00a0</div>al menos<div class=\"d0 w147\">\u00a0</div>anualmente, el<div class=\"d0 w354\">\u00a0</div>Grupo analiza<div class=\"d0 w385\">\u00a0</div>el valor<div class=\"d0 w300\">\u00a0</div>de estas </div><div class=\"po0 fs14 cl2 l345 t772\" id=\"a4506\">inversiones para<div class=\"d0 w285\">\u00a0</div>determinar si<div class=\"d0 w470\">\u00a0</div>las mismas<div class=\"d0 w227\">\u00a0</div>hubieran sufrido<div class=\"d0 w176\">\u00a0</div>una p\u00e9rdida<div class=\"d0 w469\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>deterioro. Para </div><div class=\"po0 fs14 cl2 l345 t773\" id=\"a4507\">ello, se realiza una<div class=\"d0 w366\">\u00a0</div>estimaci\u00f3n del importe recuperable de dicho activo<div class=\"d0 w63\">\u00a0</div>para determinar, en su </div><div class=\"po0 fs14 cl2 l345 t1190\" id=\"a4509\">caso, el importe del deterioro<div class=\"d0 w126\">\u00a0</div>necesario (cuando el<div class=\"d0 w325\">\u00a0</div>citado valor recuperable<div class=\"d0 w265\">\u00a0</div>sea inferior al valor </div><div class=\"po0 fs14 cl2 l345 t1216\" id=\"a4513\">en libros), que es registrado en la cuenta<div class=\"d0 w332\">\u00a0</div>de resultados consolidada. Las p\u00e9rdidas por deterioro </div><div class=\"po0 fs14 cl2 l345 t1012\" id=\"a4515\">son reversibles en<div class=\"d0 w723\">\u00a0</div>periodos posteriores,<div class=\"d0 w332\">\u00a0</div>en la<div class=\"d0 w423\">\u00a0</div>medida en<div class=\"d0 w558\">\u00a0</div>que el<div class=\"d0 w328\">\u00a0</div>valor recuperable<div class=\"d0 w126\">\u00a0</div>de la<div class=\"d0 w387\">\u00a0</div>inversi\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1362\" id=\"a4517\">supere<div class=\"d0 w167\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>su<div class=\"d0 w344\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>libros,<div class=\"d0 w518\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>importe<div class=\"d0 w24\">\u00a0</div>m\u00e1ximo<div class=\"d0 w169\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>p\u00e9rdidas<div class=\"d0 w366\">\u00a0</div>registradas<div class=\"d0 w239\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>periodos </div><div class=\"po0 fs14 cl2 l345 t1363\" id=\"a4519\">pasados.<div class=\"d0 w724\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t1364\" id=\"a4523\">Las participaciones en<div class=\"d0 w141\">\u00a0</div>sociedades registradas por<div class=\"d0 w558\">\u00a0</div>el m\u00e9todo de la<div class=\"d0 w332\">\u00a0</div>participaci\u00f3n cuyo valor<div class=\"d0 w478\">\u00a0</div>neto </div><div class=\"po0 fs14 cl2 l345 t1365\" id=\"a4524\">patrimonial<div class=\"d0 w172\">\u00a0</div>sea<div class=\"d0 w175\">\u00a0</div>negativo<div class=\"d0 w475\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>cierre<div class=\"d0 w486\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>ejercicio,<div class=\"d0 w201\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>encuentran<div class=\"d0 w245\">\u00a0</div>registradas,<div class=\"d0 w345\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>su<div class=\"d0 w334\">\u00a0</div>caso,<div class=\"d0 w175\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t1199\" id=\"a4525\">ep\u00edgrafe \u201cProvisiones no corrientes\u201d por el importe negativo de las mismas<div class=\"d0 w140\">\u00a0</div>sin tener en cuenta </div><div class=\"po0 fs14 cl2 l345 t1200\" id=\"a4528\">el efecto<div class=\"d0 w125\">\u00a0</div>financiero (por<div class=\"d0 w414\">\u00a0</div>su porcentaje<div class=\"d0 w423\">\u00a0</div>de participaci\u00f3n),<div class=\"d0 w266\">\u00a0</div>dada su<div class=\"d0 w446\">\u00a0</div>naturaleza, y<div class=\"d0 w423\">\u00a0</div>siempre y<div class=\"d0 w328\">\u00a0</div>cuando </div><div class=\"po0 fs14 cl2 l345 t1201\" id=\"a4529\">el<div class=\"d0 w231\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>participe<div class=\"d0 w19\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>mismas<div class=\"d0 w7\">\u00a0</div>(obligaciones legales<div class=\"d0 w376\">\u00a0</div>o<div class=\"d0 w30\">\u00a0</div>impl\u00edcitas,<div class=\"d0 w34\">\u00a0</div>o<div class=\"d0 w30\">\u00a0</div>bien<div class=\"d0 w49\">\u00a0</div>efect\u00fae<div class=\"d0 w9\">\u00a0</div>pagos<div class=\"d0 w39\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l341 t1366\" id=\"a4533\">nombre de las citadas entidades).</div></div></div></div></div><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer1934\"><div class=\"po1 w198 z0\" id=\"TextContainer1934\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4570\">Al final<div class=\"d0 w368\">\u00a0</div>de cada<div class=\"d0 w58\">\u00a0</div>per\u00edodo se<div class=\"d0 w223\">\u00a0</div>realiza una<div class=\"d0 w31\">\u00a0</div>evaluaci\u00f3n del<div class=\"d0 w39\">\u00a0</div>valor neto<div class=\"d0 w333\">\u00a0</div>realizable de<div class=\"d0 w55\">\u00a0</div>las existencias </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4571\">registrando la<div class=\"d0 w324\">\u00a0</div>oportuna correcci\u00f3n<div class=\"d0 w621\">\u00a0</div>de valor<div class=\"d0 w268\">\u00a0</div>cuando el<div class=\"d0 w329\">\u00a0</div>valor de<div class=\"d0 w141\">\u00a0</div>recuperaci\u00f3n sea<div class=\"d0 w446\">\u00a0</div>inferior al<div class=\"d0 w634\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4579\">en<div class=\"d0 w8\">\u00a0</div>libros<div class=\"d0 w21\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>existencia, principalmente<div class=\"d0 w161\">\u00a0</div>libros.<div class=\"d0 w27\">\u00a0</div>Cuando<div class=\"d0 w418\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>circunstancias que<div class=\"d0 w226\">\u00a0</div>previamente </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4583\">causaron la citada<div class=\"d0 w296\">\u00a0</div>correcci\u00f3n de valor hayan<div class=\"d0 w30\">\u00a0</div>dejado de existir<div class=\"d0 w55\">\u00a0</div>o cuando exista<div class=\"d0 w21\">\u00a0</div>clara evidencia </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4587\">de incremento en el valor neto realizable<div class=\"d0 w268\">\u00a0</div>debido a un cambio en las circunstancias<div class=\"d0 w478\">\u00a0</div>econ\u00f3micas, </div><div class=\"po0 fs14 cl2 l341 t1301\" id=\"a4588\">se procede a revertir el importe de la misma.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForImpairmentOfAssetsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_394": {
   "value": "<div class=\"po1 w374 h90 lh0\" id=\"TextBlockContainer1794\"><div class=\"po1 w374 z0\" id=\"TextContainer1794\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4095\">P\u00e9rdidas por deterioro de valor de activos no financieros </div><div class=\"po0 fs14 cl2 l345 t920\" id=\"a4098\">Cuando hubiera indicios<div class=\"d0 w366\">\u00a0</div>de deterioro, se<div class=\"d0 w18\">\u00a0</div>analiza el valor<div class=\"d0 w395\">\u00a0</div>de los activos<div class=\"d0 w129\">\u00a0</div>para determinar si<div class=\"d0 w31\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a4100\">mismos<div class=\"d0 w369\">\u00a0</div>hubieran<div class=\"d0 w47\">\u00a0</div>sufrido<div class=\"d0 w264\">\u00a0</div>una<div class=\"d0 w110\">\u00a0</div>p\u00e9rdida<div class=\"d0 w396\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>deterioro.<div class=\"d0 w395\">\u00a0</div>En<div class=\"d0 w32\">\u00a0</div>caso<div class=\"d0 w295\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>exista<div class=\"d0 w200\">\u00a0</div>alg\u00fan<div class=\"d0 w55\">\u00a0</div>indicio se </div><div class=\"po0 fs14 cl2 l345 t922\" id=\"a4101\">realiza una estimaci\u00f3n del importe recuperable de dicho activo para<div class=\"d0 w396\">\u00a0</div>determinar, en su caso, el </div></div></div><div class=\"po1 w502 h92 lh0\" id=\"TextBlockContainer1807\"><div class=\"po0 l342 t756 f0\" id=\"div_1804_XBRL_TS_0d0ed9d32597427fbddaee9d545ce747_1\"><div class=\"po1 w502 h92 lh0\" id=\"TextBlockContainer1805\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer1805\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a4112\">importe<div class=\"d0 w24\">\u00a0</div>del deterioro<div class=\"d0 w475\">\u00a0</div>necesario. Si<div class=\"d0 w230\">\u00a0</div>se trata<div class=\"d0 w338\">\u00a0</div>de activos<div class=\"d0 w421\">\u00a0</div>identificables que<div class=\"d0 w486\">\u00a0</div>no generan<div class=\"d0 w367\">\u00a0</div>flujos de </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a4117\">caja de forma independiente, se estima la recuperabilidad de la unidad generadora de efectivo </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a4118\">a la<div class=\"d0 w620\">\u00a0</div>que el<div class=\"d0 w328\">\u00a0</div>activo pertenece.<div class=\"d0 w473\">\u00a0</div>A estos<div class=\"d0 w488\">\u00a0</div>efectos, se<div class=\"d0 w446\">\u00a0</div>define unidad<div class=\"d0 w559\">\u00a0</div>generadora efectiva,<div class=\"d0 w555\">\u00a0</div>como el<div class=\"d0 w328\">\u00a0</div>grupo </div><div class=\"po0 fs14 cl2 l362 t817\" id=\"a4120\">identificable<div class=\"d0 w248\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>activos<div class=\"d0 w235\">\u00a0</div>m\u00e1s<div class=\"d0 w335\">\u00a0</div>peque\u00f1o,<div class=\"d0 w233\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>genera<div class=\"d0 w233\">\u00a0</div>entradas<div class=\"d0 w161\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>efectivo<div class=\"d0 w232\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>sean,<div class=\"d0 w337\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>buena </div><div class=\"po0 fs14 cl2 l362 t818\" id=\"a4121\">medida, independientes<div class=\"d0 w515\">\u00a0</div>de los flujos<div class=\"d0 w446\">\u00a0</div>de efectivo<div class=\"d0 w341\">\u00a0</div>derivados de<div class=\"d0 w392\">\u00a0</div>otros activos<div class=\"d0 w406\">\u00a0</div>o grupos de<div class=\"d0 w330\">\u00a0</div>activos. </div><div class=\"po0 fs14 cl2 l362 t819\" id=\"a4122\">El Grupo identifica estas unidades<div class=\"d0 w557\">\u00a0</div>generadoras de efectivo, en t\u00e9rminos<div class=\"d0 w328\">\u00a0</div>generales, por negocio </div><div class=\"po0 fs14 cl2 l362 t820\" id=\"a4124\">y pa\u00eds. </div><div class=\"po0 fs14 cl2 l362 t822\" id=\"a4127\">En el<div class=\"d0 w406\">\u00a0</div>caso de<div class=\"d0 w326\">\u00a0</div>las unidades<div class=\"d0 w621\">\u00a0</div>generadoras de<div class=\"d0 w584\">\u00a0</div>efectivo a<div class=\"d0 w354\">\u00a0</div>las que<div class=\"d0 w697\">\u00a0</div>se han asignado<div class=\"d0 w698\">\u00a0</div>fondos de<div class=\"d0 w558\">\u00a0</div>comercio </div><div class=\"po0 fs14 cl2 l362 t823\" id=\"a4128\">o activos<div class=\"d0 w293\">\u00a0</div>intangibles con<div class=\"d0 w26\">\u00a0</div>una vida<div class=\"d0 w111\">\u00a0</div>\u00fatil indefinida,<div class=\"d0 w59\">\u00a0</div>el an\u00e1lisis<div class=\"d0 w383\">\u00a0</div>de su<div class=\"d0 w475\">\u00a0</div>recuperaci\u00f3n se<div class=\"d0 w17\">\u00a0</div>realiza de </div><div class=\"po0 fs14 cl2 l362 t824\" id=\"a4130\">forma sistem\u00e1tica al cierre de cada ejercicio o<div class=\"d0 w395\">\u00a0</div>bajo circunstancias consideradas necesarias para </div><div class=\"po0 fs14 cl2 l362 t825\" id=\"a4131\">realizar tal<div class=\"d0 w295\">\u00a0</div>an\u00e1lisis. El<div class=\"d0 w201\">\u00a0</div>Grupo ha<div class=\"d0 w366\">\u00a0</div>considerado como<div class=\"d0 w59\">\u00a0</div>criterio a<div class=\"d0 w234\">\u00a0</div>la hora<div class=\"d0 w17\">\u00a0</div>de preparar<div class=\"d0 w55\">\u00a0</div>sus tests<div class=\"d0 w7\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t826\" id=\"a4137\">deterioro el realizar un \u00fanico escenario de flujos para cada an\u00e1lisis de<div class=\"d0 w561\">\u00a0</div>recuperaci\u00f3n. </div><div class=\"po0 fs14 cl2 l362 t1056\" id=\"a4141\">El importe<div class=\"d0 w292\">\u00a0</div>recuperable es<div class=\"d0 w170\">\u00a0</div>el mayor<div class=\"d0 w222\">\u00a0</div>entre el<div class=\"d0 w284\">\u00a0</div>valor razonable<div class=\"d0 w485\">\u00a0</div>minorado<div class=\"d0 w50\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>el coste<div class=\"d0 w227\">\u00a0</div>necesario </div><div class=\"po0 fs14 cl2 l362 t1057\" id=\"a4142\">para su venta y el<div class=\"d0 w125\">\u00a0</div>valor en uso, entendiendo<div class=\"d0 w446\">\u00a0</div>por \u00e9ste el valor<div class=\"d0 w516\">\u00a0</div>actual de los flujos de<div class=\"d0 w556\">\u00a0</div>caja futuros </div><div class=\"po0 fs14 cl2 l362 t1059\" id=\"a4143\">estimados,<div class=\"d0 w236\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>partir<div class=\"d0 w59\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>presupuestos<div class=\"d0 w27\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>planes de<div class=\"d0 w273\">\u00a0</div>negocio<div class=\"d0 w27\">\u00a0</div>m\u00e1s<div class=\"d0 w333\">\u00a0</div>recientes,<div class=\"d0 w57\">\u00a0</div>que su<div class=\"d0 w699\">\u00a0</div>caso, son </div><div class=\"po0 fs14 cl2 l362 t1061\" id=\"a4149\">aprobados por los \u00f3rganos de gobierno<div class=\"d0 w47\">\u00a0</div>de las unidades de negocio y del<div class=\"d0 w18\">\u00a0</div>Grupo, y con los que </div><div class=\"po0 fs14 cl2 l362 t1124\" id=\"a4153\">se<div class=\"d0 w3\">\u00a0</div>hace<div class=\"d0 w2\">\u00a0</div>seguimiento<div class=\"d0 w176\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>marcha<div class=\"d0 w285\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>mismos.<div class=\"d0 w245\">\u00a0</div>Estos<div class=\"d0 w338\">\u00a0</div>presupuestos<div class=\"d0 w235\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>planes<div class=\"d0 w5\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>negocio </div><div class=\"po0 fs14 cl2 l362 t1062\" id=\"a4158\">incorporan<div class=\"d0 w700\">\u00a0</div>las<div class=\"d0 w356\">\u00a0</div>mejores<div class=\"d0 w314\">\u00a0</div>estimaciones<div class=\"d0 w701\">\u00a0</div>disponibles<div class=\"d0 w569\">\u00a0</div>de<div class=\"d0 w702\">\u00a0</div>ingresos<div class=\"d0 w646\">\u00a0</div>y<div class=\"d0 w177\">\u00a0</div>costes<div class=\"d0 w703\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>las<div class=\"d0 w622\">\u00a0</div>unidades </div><div class=\"po0 fs14 cl2 l362 t1063\" id=\"a4160\">generadoras<div class=\"d0 w258\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>efectivo<div class=\"d0 w193\">\u00a0</div>utilizando<div class=\"d0 w541\">\u00a0</div>previsiones<div class=\"d0 w197\">\u00a0</div>sectoriales<div class=\"d0 w197\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>las<div class=\"d0 w588\">\u00a0</div>expectativas<div class=\"d0 w590\">\u00a0</div>futuras.<div class=\"d0 w674\">\u00a0</div>En </div><div class=\"po0 fs14 cl2 l362 t1125\" id=\"a4163\">concreto,<div class=\"d0 w129\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>proyecciones<div class=\"d0 w20\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>ingresos<div class=\"d0 w26\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>apoyan,<div class=\"d0 w395\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>medida<div class=\"d0 w201\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>lo posible,<div class=\"d0 w276\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>fuentes<div class=\"d0 w231\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t1064\" id=\"a4164\">informaci\u00f3n externas,<div class=\"d0 w283\">\u00a0</div>tales como<div class=\"d0 w390\">\u00a0</div>publicaciones sectoriales<div class=\"d0 w7\">\u00a0</div>relativas a<div class=\"d0 w230\">\u00a0</div>los negocios<div class=\"d0 w223\">\u00a0</div>en los<div class=\"d0 w389\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l362 t1065\" id=\"a4165\">opera<div class=\"d0 w571\">\u00a0</div>el<div class=\"d0 w575\">\u00a0</div>Grupo,<div class=\"d0 w594\">\u00a0</div>cuotas<div class=\"d0 w219\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>mercado,<div class=\"d0 w704\">\u00a0</div>perspectivas<div class=\"d0 w306\">\u00a0</div>macroecon\u00f3micas,<div class=\"d0 w178\">\u00a0</div>etc.,<div class=\"d0 w178\">\u00a0</div>junto<div class=\"d0 w184\">\u00a0</div>con<div class=\"d0 w705\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l362 t1128\" id=\"a4167\">informaci\u00f3n y evoluci\u00f3n hist\u00f3rica. </div><div class=\"po0 fs14 cl2 l362 t1130\" id=\"a4170\">Estas<div class=\"d0 w351\">\u00a0</div>previsiones<div class=\"d0 w242\">\u00a0</div>futuras<div class=\"d0 w401\">\u00a0</div>cubren<div class=\"d0 w400\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>pr\u00f3ximos<div class=\"d0 w397\">\u00a0</div>cinco<div class=\"d0 w706\">\u00a0</div>a\u00f1os,<div class=\"d0 w541\">\u00a0</div>incluyendo<div class=\"d0 w611\">\u00a0</div>un<div class=\"d0 w191\">\u00a0</div>valor<div class=\"d0 w707\">\u00a0</div>terminal </div><div class=\"po0 fs14 cl2 l362 t1131\" id=\"a4172\">adecuado<div class=\"d0 w339\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>cada<div class=\"d0 w3\">\u00a0</div>negocio<div class=\"d0 w335\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>calcula<div class=\"d0 w5\">\u00a0</div>como<div class=\"d0 w166\">\u00a0</div>una<div class=\"d0 w339\">\u00a0</div>renta<div class=\"d0 w285\">\u00a0</div>perpetua<div class=\"d0 w380\">\u00a0</div>extrapolando<div class=\"d0 w335\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>flujo </div><div class=\"po0 fs14 cl2 l362 t1132\" id=\"a4175\">normalizado<div class=\"d0 w417\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>a\u00f1o<div class=\"d0 w551\">\u00a0</div>cinco<div class=\"d0 w706\">\u00a0</div>utilizando<div class=\"d0 w551\">\u00a0</div>una<div class=\"d0 w191\">\u00a0</div>tasa<div class=\"d0 w441\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>crecimiento<div class=\"d0 w241\">\u00a0</div>constante.<div class=\"d0 w565\">\u00a0</div>Estos<div class=\"d0 w583\">\u00a0</div>flujos<div class=\"d0 w211\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l362 t1134\" id=\"a4177\">descuentan para<div class=\"d0 w248\">\u00a0</div>calcular su<div class=\"d0 w344\">\u00a0</div>valor actual<div class=\"d0 w543\">\u00a0</div>a una<div class=\"d0 w119\">\u00a0</div>tasa que<div class=\"d0 w175\">\u00a0</div>refleja el<div class=\"d0 w286\">\u00a0</div>coste medio<div class=\"d0 w8\">\u00a0</div>ponderado del </div><div class=\"po0 fs14 cl2 l362 t1272\" id=\"a4178\">capital empleado<div class=\"d0 w343\">\u00a0</div>ajustado por<div class=\"d0 w286\">\u00a0</div>el riesgo<div class=\"d0 w543\">\u00a0</div>pa\u00eds y<div class=\"d0 w173\">\u00a0</div>riesgo negocio<div class=\"d0 w19\">\u00a0</div>correspondiente a<div class=\"d0 w480\">\u00a0</div>cada unidad </div><div class=\"po0 fs14 cl2 l362 t1273\" id=\"a4179\">generadora de efectivo.<div class=\"d0 w21\">\u00a0</div>As\u00ed, en<div class=\"d0 w18\">\u00a0</div>el ejercicio 2024<div class=\"d0 w30\">\u00a0</div>las tasas utilizadas<div class=\"d0 w21\">\u00a0</div>(excluyendo Argentina) se </div><div class=\"po0 fs14 cl2 l362 t1274\" id=\"a4183\">han situado entre el 8,0% y el 27,0% en<div class=\"d0 w561\">\u00a0</div>funci\u00f3n del negocio objeto de<div class=\"d0 w516\">\u00a0</div>an\u00e1lisis (entre el 8,0% y el </div><div class=\"po0 fs14 cl2 l362 t1275\" id=\"a4188\">20,0% en el ejercicio 2023). </div><div class=\"po0 fs14 cl2 l362 t1276\" id=\"a4196\">En el caso<div class=\"d0 w403\">\u00a0</div>de que el<div class=\"d0 w584\">\u00a0</div>importe recuperable<div class=\"d0 w144\">\u00a0</div>sea inferior<div class=\"d0 w498\">\u00a0</div>al valor neto<div class=\"d0 w384\">\u00a0</div>en libros del<div class=\"d0 w403\">\u00a0</div>activo, se<div class=\"d0 w488\">\u00a0</div>registra </div><div class=\"po0 fs14 cl2 l362 t1277\" id=\"a4197\">la<div class=\"d0 w189\">\u00a0</div>correspondiente<div class=\"d0 w261\">\u00a0</div>p\u00e9rdida<div class=\"d0 w399\">\u00a0</div>por<div class=\"d0 w188\">\u00a0</div>deterioro<div class=\"d0 w209\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>cuenta<div class=\"d0 w187\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>resultados<div class=\"d0 w415\">\u00a0</div>consolidada<div class=\"d0 w431\">\u00a0</div>por<div class=\"d0 w188\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l362 t1278\" id=\"a4198\">diferencia. </div><div class=\"po0 fs14 cl2 l340 t1279\" id=\"a4201\">Para<div class=\"d0 w227\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>resto<div class=\"d0 w229\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>inmovilizado<div class=\"d0 w56\">\u00a0</div>material<div class=\"d0 w420\">\u00a0</div>e<div class=\"d0 w250\">\u00a0</div>intangible,<div class=\"d0 w7\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>analiza<div class=\"d0 w368\">\u00a0</div>si<div class=\"d0 w237\">\u00a0</div>existen<div class=\"d0 w169\">\u00a0</div>indicios<div class=\"d0 w238\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1280\" id=\"a4202\">deterioro<div class=\"d0 w167\">\u00a0</div>basados,<div class=\"d0 w176\">\u00a0</div>entre<div class=\"d0 w250\">\u00a0</div>otros<div class=\"d0 w539\">\u00a0</div>aspectos,<div class=\"d0 w369\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>existencia<div class=\"d0 w7\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>obsolescencia<div class=\"d0 w167\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>dichos<div class=\"d0 w343\">\u00a0</div>activos, </div><div class=\"po0 fs14 cl2 l340 t1281\" id=\"a4203\">continuidad<div class=\"d0 w57\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>rentabilidad<div class=\"d0 w57\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>negocios<div class=\"d0 w21\">\u00a0</div>donde<div class=\"d0 w30\">\u00a0</div>operan<div class=\"d0 w236\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>mismos,<div class=\"d0 w420\">\u00a0</div>evidencias<div class=\"d0 w395\">\u00a0</div>externas<div class=\"d0 w50\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t855\" id=\"a4205\">otros factores<div class=\"d0 w345\">\u00a0</div>ex\u00f3genos que<div class=\"d0 w21\">\u00a0</div>supusieran una<div class=\"d0 w111\">\u00a0</div>disminuci\u00f3n del<div class=\"d0 w20\">\u00a0</div>valor de<div class=\"d0 w343\">\u00a0</div>recuperable por<div class=\"d0 w129\">\u00a0</div>debajo </div><div class=\"po0 fs14 cl2 l340 t1282\" id=\"a4206\">del valor en libros de dichos activos.<div class=\"d0 w708\">\u00a0</div></div><div class=\"po0 fs14 cl2 l362 t1283\" id=\"a4209\">Las<div class=\"d0 w288\">\u00a0</div>p\u00e9rdidas<div class=\"d0 w345\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>deterioro<div class=\"d0 w287\">\u00a0</div>reconocidas<div class=\"d0 w421\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>activo<div class=\"d0 w539\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>ejercicios<div class=\"d0 w338\">\u00a0</div>anteriores<div class=\"d0 w518\">\u00a0</div>son<div class=\"d0 w174\">\u00a0</div>revertidas </div><div class=\"po0 fs14 cl2 l362 t1284\" id=\"a4210\">cuando se produce un<div class=\"d0 w561\">\u00a0</div>cambio en las estimaciones<div class=\"d0 w697\">\u00a0</div>sobre su importe recuperable<div class=\"d0 w387\">\u00a0</div>aumentando el </div><div class=\"po0 fs14 cl2 l362 t1285\" id=\"a4211\">valor<div class=\"d0 w200\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>activo<div class=\"d0 w296\">\u00a0</div>con<div class=\"d0 w264\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>l\u00edmite<div class=\"d0 w395\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>valor<div class=\"d0 w49\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>libros que<div class=\"d0 w463\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>activo<div class=\"d0 w296\">\u00a0</div>hubiera<div class=\"d0 w366\">\u00a0</div>tenido<div class=\"d0 w231\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>haberse </div></div></div></div></div><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer1816\"><div class=\"po0 l342 t756 f0\" id=\"div_1813_XBRL_TS_0d0ed9d32597427fbddaee9d545ce747_2\"><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer1814\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer1814\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4222\">realizado el deterioro. Inmediatamente se reconoce la reversi\u00f3n de la p\u00e9rdida por deterioro de </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a4225\">valor como ingreso<div class=\"d0 w169\">\u00a0</div>en la cuenta<div class=\"d0 w58\">\u00a0</div>de resultados consolidada.<div class=\"d0 w26\">\u00a0</div>En el caso<div class=\"d0 w264\">\u00a0</div>del fondo de<div class=\"d0 w60\">\u00a0</div>comercio, </div><div class=\"po0 fs14 cl2 l341 t1286\" id=\"a4226\">los deterioros realizados no son reversibles.</div></div></div></div></div><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer1936\"><div class=\"po0 l342 t756 f0\" id=\"div_1933_XBRL_TS_c103db3fe5eb4545b7418598da309f79\"><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer1934\"><div class=\"po1 w198 z0\" id=\"TextContainer1934\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4570\">Al final<div class=\"d0 w368\">\u00a0</div>de cada<div class=\"d0 w58\">\u00a0</div>per\u00edodo se<div class=\"d0 w223\">\u00a0</div>realiza una<div class=\"d0 w31\">\u00a0</div>evaluaci\u00f3n del<div class=\"d0 w39\">\u00a0</div>valor neto<div class=\"d0 w333\">\u00a0</div>realizable de<div class=\"d0 w55\">\u00a0</div>las existencias </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4571\">registrando la<div class=\"d0 w324\">\u00a0</div>oportuna correcci\u00f3n<div class=\"d0 w621\">\u00a0</div>de valor<div class=\"d0 w268\">\u00a0</div>cuando el<div class=\"d0 w329\">\u00a0</div>valor de<div class=\"d0 w141\">\u00a0</div>recuperaci\u00f3n sea<div class=\"d0 w446\">\u00a0</div>inferior al<div class=\"d0 w634\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4579\">en<div class=\"d0 w8\">\u00a0</div>libros<div class=\"d0 w21\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>existencia, principalmente<div class=\"d0 w161\">\u00a0</div>libros.<div class=\"d0 w27\">\u00a0</div>Cuando<div class=\"d0 w418\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>circunstancias que<div class=\"d0 w226\">\u00a0</div>previamente </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4583\">causaron la citada<div class=\"d0 w296\">\u00a0</div>correcci\u00f3n de valor hayan<div class=\"d0 w30\">\u00a0</div>dejado de existir<div class=\"d0 w55\">\u00a0</div>o cuando exista<div class=\"d0 w21\">\u00a0</div>clara evidencia </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4587\">de incremento en el valor neto realizable<div class=\"d0 w268\">\u00a0</div>debido a un cambio en las circunstancias<div class=\"d0 w478\">\u00a0</div>econ\u00f3micas, </div><div class=\"po0 fs14 cl2 l341 t1301\" id=\"a4588\">se procede a revertir el importe de la misma.</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForImpairmentOfNonfinancialAssetsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_395": {
   "value": "<div class=\"po1 w374 h97 lh0\" id=\"TextBlockContainer1843\"><div class=\"po1 w374 z0\" id=\"TextContainer1843\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4233\">Instrumentos financieros </div></div><div class=\"po0 l396 t1011 f0\" id=\"div_1819_XBRL_TS_f518924407d64526b20fc82dc3c273f7\"><div class=\"po1 w198 h96 lh0\" id=\"TextBlockContainer1839\"><div class=\"po1 w198 z0\" id=\"TextContainer1839\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4235\">Los activos financieros se clasifican en tres categor\u00edas: (i) coste amortizado, (ii) valor razonable </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4236\">con<div class=\"d0 w477\">\u00a0</div>cambios<div class=\"d0 w172\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>otro<div class=\"d0 w235\">\u00a0</div>resultado<div class=\"d0 w250\">\u00a0</div>integral<div class=\"d0 w165\">\u00a0</div>(patrimonio)<div class=\"d0 w247\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>(iii)<div class=\"d0 w290\">\u00a0</div>valor<div class=\"d0 w615\">\u00a0</div>razonable<div class=\"d0 w345\">\u00a0</div>con<div class=\"d0 w477\">\u00a0</div>cambios<div class=\"d0 w169\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4237\">p\u00e9rdidas y ganancias, perteneciendo<div class=\"d0 w55\">\u00a0</div>la pr\u00e1ctica totalidad de<div class=\"d0 w58\">\u00a0</div>los activos financieros del<div class=\"d0 w543\">\u00a0</div>Grupo </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a4240\">a la categor\u00eda de coste amortizado. </div></div><div class=\"po0 l342 t1301 f0\" id=\"div_1820_XBRL_TS_dcbf18b4205f47e7bb62bf34b70f03d7\"><div class=\"po1 w198 h94 lh0\" id=\"TextBlockContainer1828\"><div class=\"po0 l342 t756 f0\" id=\"div_1821_XBRL_TS_23bddb278cf04cb787713096fb03a7a9\"><div class=\"po1 w198 h94 lh0\" id=\"TextBlockContainer1825\"><div class=\"po1 w198 z0\" id=\"TextContainer1825\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4243\">Inversiones financieras a coste amortizado- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a4247\">En este ep\u00edgrafe se incluyen las siguientes cuentas: </div><div class=\"po0 fs33 cl2 l457 t1289\" id=\"a4249\">-</div><div class=\"po0 fs26 cl2 l458 t1290\" id=\"a4251\">Cr\u00e9ditos</div><div class=\"po0 fs14 cl2 l459 t1291\" id=\"a4252\">: bajo<div class=\"d0 w47\">\u00a0</div>este ep\u00edgrafe se<div class=\"d0 w164\">\u00a0</div>recogen los activos<div class=\"d0 w368\">\u00a0</div>financieros originados en<div class=\"d0 w57\">\u00a0</div>la venta de </div><div class=\"po0 fs14 cl2 l458 t1292\" id=\"a4253\">bienes o en<div class=\"d0 w584\">\u00a0</div>la prestaci\u00f3n<div class=\"d0 w341\">\u00a0</div>de servicios<div class=\"d0 w85\">\u00a0</div>por operaciones de<div class=\"d0 w559\">\u00a0</div>tr\u00e1fico de<div class=\"d0 w392\">\u00a0</div>la empresa, o<div class=\"d0 w330\">\u00a0</div>los que, </div><div class=\"po0 fs14 cl2 l458 t1293\" id=\"a4256\">no<div class=\"d0 w475\">\u00a0</div>teniendo<div class=\"d0 w27\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>origen<div class=\"d0 w26\">\u00a0</div>comercial,<div class=\"d0 w34\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>son<div class=\"d0 w59\">\u00a0</div>instrumentos de<div class=\"d0 w294\">\u00a0</div>patrimonio<div class=\"d0 w20\">\u00a0</div>ni<div class=\"d0 w394\">\u00a0</div>derivados y </div><div class=\"po0 fs14 cl2 l458 t1294\" id=\"a4257\">cuyos cobros son de cuant\u00eda fija o determinable y no se negocian en un<div class=\"d0 w299\">\u00a0</div>mercado activo, </div><div class=\"po0 fs14 cl2 l458 t1295\" id=\"a4258\">de<div class=\"d0 w271\">\u00a0</div>manera<div class=\"d0 w288\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>Grupo<div class=\"d0 w340\">\u00a0</div>tiene<div class=\"d0 w2\">\u00a0</div>intenci\u00f3n<div class=\"d0 w615\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>mantenerlos<div class=\"d0 w222\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>obtener<div class=\"d0 w161\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>flujos<div class=\"d0 w337\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l458 t1296\" id=\"a4259\">efectivo contractuales.<div class=\"d0 w709\">\u00a0</div></div><div class=\"po0 fs33 cl2 l457 t1297\" id=\"a4262\">-</div></div><div class=\"po0 l463 t1300 f0\" id=\"div_1822_XBRL_TS_c993acfc07b046c397fac81c2ffbf05b\"><div class=\"po1 w712 h93 lh0\" id=\"TextBlockContainer1823\"><div class=\"po1 w712 z0\" id=\"TextContainer1823\"><div class=\"po0 fs26 cl2 l460 t756\" id=\"a4264\">Otros<div class=\"d0 w323\">\u00a0</div>activos<div class=\"d0 w700\">\u00a0</div>financieros<div class=\"d0 w710\">\u00a0</div>a<div class=\"d0 w575\">\u00a0</div>coste<div class=\"d0 w594\">\u00a0</div>amortizado</div><div class=\"po0 fs14 cl2 l461 t756\" id=\"a4265\">:<div class=\"d0 w711\">\u00a0</div>activos<div class=\"d0 w657\">\u00a0</div>financieros<div class=\"d0 w356\">\u00a0</div>con<div class=\"d0 w705\">\u00a0</div>pagos<div class=\"d0 w217\">\u00a0</div>fijos<div class=\"d0 w522\">\u00a0</div>o </div><div class=\"po0 fs14 cl2 l460 t1298\" id=\"a4266\">determinables<div class=\"d0 w6\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>vencimientos<div class=\"d0 w291\">\u00a0</div>establecidos<div class=\"d0 w476\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Grupo<div class=\"d0 w340\">\u00a0</div>tiene<div class=\"d0 w2\">\u00a0</div>intenci\u00f3n<div class=\"d0 w615\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l460 t1299\" id=\"a4267\">capacidad<div class=\"d0 w500\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>mantenerlos<div class=\"d0 w222\">\u00a0</div>hasta<div class=\"d0 w633\">\u00a0</div>su<div class=\"d0 w274\">\u00a0</div>vencimiento<div class=\"d0 w3\">\u00a0</div>para<div class=\"d0 w448\">\u00a0</div>obtener<div class=\"d0 w377\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>flujos<div class=\"d0 w337\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>efectivo </div><div class=\"po0 fs14 cl2 l462 t1164\" id=\"a4268\">contractuales.</div></div></div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer1840\"></div><div class=\"po0 l342 t1310 f0\" id=\"div_1830_XBRL_TS_1f2a683ea08d4a8caf8914c6112019a0\"><div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1837\"><div class=\"po0 l342 t756 f0\" id=\"div_1831_XBRL_TS_817f93b7dc05486c8b06a27fac880e22\"><div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1835\"><div class=\"po0 l342 t756 f0\" id=\"div_1832_XBRL_TS_1071b9432ef1468eae64dfe7d6c32f70\"><div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1833\"><div class=\"po1 w198 z0\" id=\"TextContainer1833\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4271\">Deterioro de valor y baja de activos financieros- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a4276\">En la fecha de reconocimiento inicial de los<div class=\"d0 w556\">\u00a0</div>activos financieros se reconoce la<div class=\"d0 w126\">\u00a0</div>p\u00e9rdida esperada </div><div class=\"po0 fs14 cl2 l340 t1302\" id=\"a4277\">que resulte de un<div class=\"d0 w558\">\u00a0</div>evento de \u201cdefault\u201d<div class=\"d0 w326\">\u00a0</div>durante los pr\u00f3ximos<div class=\"d0 w268\">\u00a0</div>12 meses o<div class=\"d0 w406\">\u00a0</div>durante toda la<div class=\"d0 w332\">\u00a0</div>vida del </div><div class=\"po0 fs14 cl2 l340 t1303\" id=\"a4278\">contrato,<div class=\"d0 w485\">\u00a0</div>dependiendo<div class=\"d0 w164\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>evoluci\u00f3n<div class=\"d0 w345\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>riesgo<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cr\u00e9dito<div class=\"d0 w486\">\u00a0</div>del<div class=\"d0 w476\">\u00a0</div>activo<div class=\"d0 w539\">\u00a0</div>financiero<div class=\"d0 w419\">\u00a0</div>desde<div class=\"d0 w225\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l340 t862\" id=\"a4280\">reconocimiento inicial<div class=\"d0 w144\">\u00a0</div>en balance o<div class=\"d0 w329\">\u00a0</div>por la aplicaci\u00f3n<div class=\"d0 w145\">\u00a0</div>de los modelos<div class=\"d0 w384\">\u00a0</div>\u201csimplificados\u201d permitidos </div><div class=\"po0 fs14 cl2 l340 t863\" id=\"a4281\">por<div class=\"d0 w17\">\u00a0</div>la norma<div class=\"d0 w484\">\u00a0</div>para algunos<div class=\"d0 w223\">\u00a0</div>activos financieros.<div class=\"d0 w343\">\u00a0</div>El Grupo<div class=\"d0 w480\">\u00a0</div>ha aplicado<div class=\"d0 w283\">\u00a0</div>el enfoque<div class=\"d0 w543\">\u00a0</div>simplificado </div><div class=\"po0 fs14 cl2 l340 t864\" id=\"a4282\">para reconocer<div class=\"d0 w484\">\u00a0</div>la p\u00e9rdida<div class=\"d0 w264\">\u00a0</div>de cr\u00e9dito<div class=\"d0 w39\">\u00a0</div>esperada durante<div class=\"d0 w231\">\u00a0</div>toda la<div class=\"d0 w333\">\u00a0</div>vida de<div class=\"d0 w333\">\u00a0</div>las cuentas<div class=\"d0 w39\">\u00a0</div>por cobrar </div><div class=\"po0 fs14 cl2 l340 t1304\" id=\"a4284\">que resultan de transacciones<div class=\"d0 w478\">\u00a0</div>bajo el alcance de<div class=\"d0 w332\">\u00a0</div>la NIIF 15.<div class=\"d0 w402\">\u00a0</div>De este modo, el Grupo<div class=\"d0 w532\">\u00a0</div>registra una </div><div class=\"po0 fs14 cl2 l340 t1305\" id=\"a4288\">correcci\u00f3n de valor<div class=\"d0 w499\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>momento de<div class=\"d0 w251\">\u00a0</div>reconocimiento del<div class=\"d0 w567\">\u00a0</div>ingreso, para<div class=\"d0 w498\">\u00a0</div>lo cual<div class=\"d0 w411\">\u00a0</div>se determina<div class=\"d0 w532\">\u00a0</div>una </div><div class=\"po0 fs14 cl2 l340 t1306\" id=\"a4291\">ratio de morosidad<div class=\"d0 w620\">\u00a0</div>hist\u00f3rico por<div class=\"d0 w141\">\u00a0</div>negocio y tipolog\u00eda<div class=\"d0 w713\">\u00a0</div>de cliente, que<div class=\"d0 w472\">\u00a0</div>es aplicado<div class=\"d0 w268\">\u00a0</div>sobre el importe </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a4292\">de las ventas por tipo de cliente. </div><div class=\"po0 fs14 cl2 l340 t869\" id=\"a4295\">Asimismo, el Grupo dar\u00e1 de<div class=\"d0 w228\">\u00a0</div>baja un activo financiero, siempre y<div class=\"d0 w24\">\u00a0</div>cuando expiren los derechos </div><div class=\"po0 fs14 cl2 l340 t1307\" id=\"a4296\">contractuales sobre los flujos de efectivo del citado activo, o transfiera el activo financiero, que </div><div class=\"po0 fs14 cl2 l340 t1308\" id=\"a4297\">entre otros<div class=\"d0 w223\">\u00a0</div>aspectos supone transferir<div class=\"d0 w368\">\u00a0</div>sustancialmente los riesgos<div class=\"d0 w229\">\u00a0</div>y beneficios<div class=\"d0 w110\">\u00a0</div>inherentes a<div class=\"d0 w24\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l341 t1309\" id=\"a4299\">propiedad del activo financiero.</div></div></div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer1841\"></div></div></div></div><div class=\"po1 w502 h102 lh0\" id=\"TextBlockContainer1883\"><div class=\"po0 l464 t756 f0\" id=\"div_1851_XBRL_TS_f518924407d64526b20fc82dc3c273f7_1\"><div class=\"po1 w198 h99 lh0\" id=\"TextBlockContainer1855\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po0 l342 t756 f0\" id=\"div_1852_XBRL_TS_c667af9e8f864dddbadd40c6a662cb9d\"><div class=\"po1 w198 h99 lh0\" id=\"TextBlockContainer1853\"><div class=\"po1 w198 z0\" id=\"TextContainer1853\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4311\">Efectivo y otros medios l\u00edquidos equivalentes- </div><div class=\"po0 fs14 cl2 l340 t859\" id=\"a4315\">En<div class=\"d0 w32\">\u00a0</div>este ep\u00edgrafe<div class=\"d0 w60\">\u00a0</div>del balance<div class=\"d0 w164\">\u00a0</div>de situaci\u00f3n<div class=\"d0 w366\">\u00a0</div>consolidado se<div class=\"d0 w421\">\u00a0</div>registra el<div class=\"d0 w290\">\u00a0</div>efectivo en<div class=\"d0 w420\">\u00a0</div>caja y<div class=\"d0 w344\">\u00a0</div>bancos, </div><div class=\"po0 fs14 cl2 l340 t860\" id=\"a4316\">dep\u00f3sitos<div class=\"d0 w174\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>vista<div class=\"d0 w361\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>otras<div class=\"d0 w290\">\u00a0</div>inversiones<div class=\"d0 w200\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>corto<div class=\"d0 w22\">\u00a0</div>plazo<div class=\"d0 w176\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>alta<div class=\"d0 w223\">\u00a0</div>liquidez<div class=\"d0 w171\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>son<div class=\"d0 w174\">\u00a0</div>r\u00e1pidamente </div><div class=\"po0 fs14 cl2 l341 t1311\" id=\"a4317\">realizables en caja y que no tienen riesgo de cambios en su valor.</div></div></div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer1883\"></div><div class=\"po0 l342 t1312 f0\" id=\"div_1857_XBRL_TS_1e2e103eda444c85af537e3db8aa03e2\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1878\"><div class=\"po0 l342 t756 f0\" id=\"div_1858_XBRL_TS_cca5551c4a174c6ebd9b7410d99665de\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1876\"><div class=\"po0 l342 t756 f0\" id=\"div_1859_XBRL_TS_5976481903bc4bf99a722f334155dd85\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1874\"><div class=\"po0 l342 t756 f0\" id=\"div_1860_XBRL_TS_4080371a2c82479f99ce944ca61eaaef\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1872\"><div class=\"po0 l342 t756 f0\" id=\"div_1861_XBRL_TS_b6af065d43ca4f0195a4f042f851fc73\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1868\"><div class=\"po1 w502 z0\" id=\"TextContainer1868\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4320\">Pasivos financieros- </div></div><div class=\"po0 l342 t762 f0\" id=\"div_1862_XBRL_TS_2a555570717a448e9d1a64cd5b57269a\"><div class=\"po1 w502 h100 lh0\" id=\"TextBlockContainer1863\"><div class=\"po1 w502 z0\" id=\"TextContainer1863\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4324\">Esta<div class=\"d0 w420\">\u00a0</div>categor\u00eda<div class=\"d0 w129\">\u00a0</div>incluye<div class=\"d0 w264\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>d\u00e9bitos<div class=\"d0 w9\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>operaciones<div class=\"d0 w234\">\u00a0</div>comerciales y<div class=\"d0 w270\">\u00a0</div>d\u00e9bitos por<div class=\"d0 w275\">\u00a0</div>operaciones<div class=\"d0 w20\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4325\">comerciales.<div class=\"d0 w68\">\u00a0</div>Estos<div class=\"d0 w583\">\u00a0</div>recursos<div class=\"d0 w428\">\u00a0</div>ajenos<div class=\"d0 w535\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>clasifican<div class=\"d0 w465\">\u00a0</div>como<div class=\"d0 w590\">\u00a0</div>pasivos<div class=\"d0 w192\">\u00a0</div>corrientes,<div class=\"d0 w706\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>menos<div class=\"d0 w205\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4327\">Sociedad tenga un derecho incondicional a diferir su liquidaci\u00f3n durante al menos doce meses </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4328\">despu\u00e9s de<div class=\"d0 w518\">\u00a0</div>la fecha<div class=\"d0 w396\">\u00a0</div>del balance.<div class=\"d0 w9\">\u00a0</div>Los d\u00e9bitos por<div class=\"d0 w486\">\u00a0</div>operaciones comerciales<div class=\"d0 w236\">\u00a0</div>con vencimiento<div class=\"d0 w47\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4329\">superior a un<div class=\"d0 w141\">\u00a0</div>a\u00f1o y que<div class=\"d0 w330\">\u00a0</div>no tienen un<div class=\"d0 w268\">\u00a0</div>tipo de<div class=\"d0 w406\">\u00a0</div>inter\u00e9s contractual<div class=\"d0 w488\">\u00a0</div>se valoran, tanto<div class=\"d0 w619\">\u00a0</div>en el momento </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a4332\">inicial como<div class=\"d0 w110\">\u00a0</div>posteriormente, por su<div class=\"d0 w344\">\u00a0</div>valor nominal cuando<div class=\"d0 w383\">\u00a0</div>el efecto<div class=\"d0 w39\">\u00a0</div>de no<div class=\"d0 w129\">\u00a0</div>actualizar los flujos </div><div class=\"po0 fs14 cl2 l341 t1312\" id=\"a4333\">de efectivo no es significativo.</div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer1869\"><div class=\"po0 fs14 cl4 l340 t865\" id=\"a4335\">. </div><div class=\"po0 fs14 cl2 l340 t866\" id=\"a4337\">La deuda<div class=\"d0 w484\">\u00a0</div>financiera se<div class=\"d0 w18\">\u00a0</div>reconoce inicialmente por<div class=\"d0 w234\">\u00a0</div>el importe<div class=\"d0 w223\">\u00a0</div>del valor<div class=\"d0 w19\">\u00a0</div>razonable de la<div class=\"d0 w239\">\u00a0</div>misma, </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a4339\">ajust\u00e1ndose en el pasivo financiero los<div class=\"d0 w126\">\u00a0</div>costes directamente atribuibles en que<div class=\"d0 w498\">\u00a0</div>se haya incurrido </div><div class=\"po0 fs14 cl2 l340 t868\" id=\"a4344\">para su obtenci\u00f3n. En per\u00edodos posteriores, se valoran al coste amortizado, es decir, al importe </div><div class=\"po0 fs14 cl2 l340 t869\" id=\"a4348\">al que<div class=\"d0 w396\">\u00a0</div>fue medido<div class=\"d0 w17\">\u00a0</div>en su<div class=\"d0 w129\">\u00a0</div>reconocimiento inicial, descontado los<div class=\"d0 w486\">\u00a0</div>reembolsos del principal,<div class=\"d0 w236\">\u00a0</div>m\u00e1s </div><div class=\"po0 fs14 cl2 l340 t1313\" id=\"a4349\">cualquier diferencia<div class=\"d0 w236\">\u00a0</div>entre el<div class=\"d0 w17\">\u00a0</div>importe inicial y<div class=\"d0 w343\">\u00a0</div>el importe<div class=\"d0 w32\">\u00a0</div>al vencimiento, utilizando<div class=\"d0 w343\">\u00a0</div>el m\u00e9todo </div><div class=\"po0 fs14 cl2 l340 t1314\" id=\"a4350\">del inter\u00e9s efectivo. </div><div class=\"po0 fs14 cl4 l340 t1315\" id=\"a4352\">. </div></div><div class=\"po0 l342 t1326 f0\" id=\"div_1865_XBRL_TS_a46ece6cd77e45b88183d42d4be0fcab\"><div class=\"po1 w502 h95 lh0\" id=\"TextBlockContainer1866\"><div class=\"po1 w502 z0\" id=\"TextContainer1866\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4354\">Finalmente, el Grupo<div class=\"d0 w331\">\u00a0</div>dar\u00e1 de<div class=\"d0 w561\">\u00a0</div>baja un<div class=\"d0 w299\">\u00a0</div>pasivo financiero,<div class=\"d0 w330\">\u00a0</div>\u00fanicamente cuando<div class=\"d0 w332\">\u00a0</div>se haya extinguido, </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4356\">es decir, cuando<div class=\"d0 w7\">\u00a0</div>la obligaci\u00f3n especificada en el<div class=\"d0 w55\">\u00a0</div>correspondiente contrato haya sido satisfecha </div><div class=\"po0 fs14 cl2 l340 t1316\" id=\"a4357\">o cancelada, o bien haya expirado. </div><div class=\"po0 fs26 cl2 l340 t1317\" id=\"a4360\">Pasivos financieros \u2013 refinanciaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t1318\" id=\"a4366\">Una modificaci\u00f3n sustancial<div class=\"d0 w141\">\u00a0</div>de las condiciones actuales<div class=\"d0 w324\">\u00a0</div>de un pasivo financiero<div class=\"d0 w555\">\u00a0</div>existente o una </div><div class=\"po0 fs14 cl2 l340 t1319\" id=\"a4367\">parte<div class=\"d0 w190\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>mismo<div class=\"d0 w583\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>contabiliza<div class=\"d0 w439\">\u00a0</div>como<div class=\"d0 w212\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>cancelaci\u00f3n<div class=\"d0 w432\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>pasivo<div class=\"d0 w428\">\u00a0</div>financiero<div class=\"d0 w433\">\u00a0</div>original<div class=\"d0 w440\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t1320\" id=\"a4368\">reconocimiento<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>nuevo<div class=\"d0 w200\">\u00a0</div>pasivo<div class=\"d0 w391\">\u00a0</div>financiero,<div class=\"d0 w361\">\u00a0</div>tal<div class=\"d0 w223\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>como<div class=\"d0 w56\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>descrito<div class=\"d0 w250\">\u00a0</div>anteriormente.<div class=\"d0 w9\">\u00a0</div>La </div><div class=\"po0 fs14 cl2 l340 t1321\" id=\"a4370\">diferencia entre el importe en libros del pasivo financiero<div class=\"d0 w353\">\u00a0</div>cancelado y el valor inicial del nuevo </div><div class=\"po0 fs14 cl2 l340 t1322\" id=\"a4371\">pasivo financiero se reconoce en la cuenta de resultados consolidada del periodo, junto con los </div><div class=\"po0 fs14 cl2 l340 t1323\" id=\"a4372\">costes o comisiones<div class=\"d0 w267\">\u00a0</div>incurridos para llevar<div class=\"d0 w85\">\u00a0</div>a cabo la<div class=\"d0 w498\">\u00a0</div>operaci\u00f3n de reestructuraci\u00f3n<div class=\"d0 w146\">\u00a0</div>(extinci\u00f3n del </div><div class=\"po0 fs14 cl2 l340 t1324\" id=\"a4374\">pasivo financiero original).<div class=\"d0 w714\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1325\" id=\"a4377\">En caso contrario<div class=\"d0 w392\">\u00a0</div>(modificaci\u00f3n no<div class=\"d0 w140\">\u00a0</div>sustancial), los<div class=\"d0 w113\">\u00a0</div>citados costes ajustan<div class=\"d0 w125\">\u00a0</div>el importe en<div class=\"d0 w342\">\u00a0</div>libros del </div><div class=\"po0 fs14 cl2 l340 t744\" id=\"a4378\">pasivo financiero modificado,<div class=\"d0 w392\">\u00a0</div>traspas\u00e1ndose a<div class=\"d0 w125\">\u00a0</div>la cuenta de resultados<div class=\"d0 w411\">\u00a0</div>consolidada a lo<div class=\"d0 w498\">\u00a0</div>largo de </div><div class=\"po0 fs14 cl2 l341 t1309\" id=\"a4379\">la vida restante del citado pasivo modificado, conforme al tipo de inter\u00e9s<div class=\"d0 w140\">\u00a0</div>efectivo.</div></div></div></div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer1884\"><div class=\"po0 fs14 cl2 l465 t1327\" id=\"a4379_84_2\"><div class=\"d0 w139\">\u00a0</div></div></div><div class=\"po0 l342 t1330 f0\" id=\"div_1880_XBRL_TS_a8cc8fbc4b2048dd899698691b3e71a0\"><div class=\"po1 w374 h54 lh0\" id=\"TextBlockContainer1881\"><div class=\"po1 w374 z0\" id=\"TextContainer1881\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4383\">Instrumentos financieros compuestos </div><div class=\"po0 fs14 cl2 l340 t1328\" id=\"a4386\">Un instrumento<div class=\"d0 w38\">\u00a0</div>financiero compuesto es<div class=\"d0 w60\">\u00a0</div>un instrumento<div class=\"d0 w246\">\u00a0</div>financiero que incluye<div class=\"d0 w201\">\u00a0</div>componentes </div><div class=\"po0 fs14 cl2 l340 t1329\" id=\"a4387\">de pasivo y de patrimonio simult\u00e1neamente. Por ello,<div class=\"d0 w516\">\u00a0</div>el Grupo reconoce, valora y presenta<div class=\"d0 w514\">\u00a0</div>por </div></div></div></div></div><div class=\"po1 w681 h106 lh0\" id=\"TextBlockContainer1906\"><div class=\"po0 l468 t756 f0\" id=\"div_1891_XBRL_TS_a8cc8fbc4b2048dd899698691b3e71a0_1\"><div class=\"po1 w502 h103 lh0\" id=\"TextBlockContainer1892\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer1892\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4397\">separado en<div class=\"d0 w237\">\u00a0</div>su<div class=\"d0 w56\">\u00a0</div>balance consolidado<div class=\"d0 w344\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>elementos de<div class=\"d0 w167\">\u00a0</div>pasivo y<div class=\"d0 w168\">\u00a0</div>de patrimonio<div class=\"d0 w247\">\u00a0</div>neto<div class=\"d0 w17\">\u00a0</div>creados a </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a4402\">partir de un \u00fanico instrumento financiero. </div><div class=\"po0 fs14 cl2 l340 t1331\" id=\"a4404\">El<div class=\"d0 w110\">\u00a0</div>Grupo<div class=\"d0 w57\">\u00a0</div>distribuye el<div class=\"d0 w380\">\u00a0</div>valor<div class=\"d0 w49\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>instrumentos financieros<div class=\"d0 w285\">\u00a0</div>compuestos de<div class=\"d0 w477\">\u00a0</div>acuerdo con<div class=\"d0 w162\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t1332\" id=\"a4405\">siguientes criterios: </div><div class=\"po0 fs33 cl2 l382 t1333\" id=\"a4407\">-</div><div class=\"po0 fs14 cl2 l466 t1334\" id=\"a4409\">El componente de<div class=\"d0 w414\">\u00a0</div>pasivo se registra<div class=\"d0 w330\">\u00a0</div>al valor razonable<div class=\"d0 w427\">\u00a0</div>de un pasivo<div class=\"d0 w141\">\u00a0</div>similar que no<div class=\"d0 w478\">\u00a0</div>lleve </div><div class=\"po0 fs14 cl2 l466 t1335\" id=\"a4410\">asociado el componente de patrimonio. </div><div class=\"po0 fs33 cl2 l382 t1336\" id=\"a4412\">-</div><div class=\"po0 fs14 cl2 l466 t1337\" id=\"a4414\">El<div class=\"d0 w111\">\u00a0</div>componente<div class=\"d0 w368\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>patrimonio<div class=\"d0 w234\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>valora<div class=\"d0 w49\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>diferencia entre<div class=\"d0 w536\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>inicial<div class=\"d0 w236\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l466 t1338\" id=\"a4415\">instrumento y el valor asignado al componente de pasivo. </div><div class=\"po0 fs33 cl2 l382 t1339\" id=\"a4417\">-</div><div class=\"po0 fs14 cl2 l467 t673\" id=\"a4419\">En la misma proporci\u00f3n se distribuyen los costes de transacci\u00f3n.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer1906\"></div><div class=\"po0 l450 t1347 f0\" id=\"div_1894_XBRL_TS_f34f70f2ed2543c9b86cb521024563d7\"><div class=\"po1 w198 h104 lh0\" id=\"TextBlockContainer1901\"><div class=\"po0 l342 t756 f0\" id=\"div_1895_XBRL_TS_6febc9a45b374bee93acace022509a51\"><div class=\"po1 w198 h104 lh0\" id=\"TextBlockContainer1899\"><div class=\"po0 l342 t756 f0\" id=\"div_1896_XBRL_TS_19717cf6133c4397aca5199da60427cb\"><div class=\"po1 w198 h104 lh0\" id=\"TextBlockContainer1897\"><div class=\"po1 w198 z0\" id=\"TextContainer1897\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4423\">Instrumentos financieros derivados y contabilizaci\u00f3n de coberturas- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a4427\">El<div class=\"d0 w111\">\u00a0</div>Grupo<div class=\"d0 w290\">\u00a0</div>est\u00e1<div class=\"d0 w368\">\u00a0</div>expuesto<div class=\"d0 w22\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>fluctuaciones<div class=\"d0 w22\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>produzcan<div class=\"d0 w228\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>tipos<div class=\"d0 w200\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>cambio<div class=\"d0 w24\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t860\" id=\"a4428\">diferentes<div class=\"d0 w715\">\u00a0</div>pa\u00edses<div class=\"d0 w504\">\u00a0</div>donde<div class=\"d0 w536\">\u00a0</div>opera.<div class=\"d0 w506\">\u00a0</div>Con<div class=\"d0 w441\">\u00a0</div>objeto<div class=\"d0 w506\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>mitigar<div class=\"d0 w716\">\u00a0</div>este<div class=\"d0 w545\">\u00a0</div>riesgo,<div class=\"d0 w699\">\u00a0</div>se<div class=\"d0 w467\">\u00a0</div>sigue<div class=\"d0 w717\">\u00a0</div>la<div class=\"d0 w684\">\u00a0</div>pr\u00e1ctica<div class=\"d0 w503\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t861\" id=\"a4430\">formalizar, sobre la base<div class=\"d0 w631\">\u00a0</div>de sus previsiones<div class=\"d0 w498\">\u00a0</div>y presupuestos, contratos<div class=\"d0 w354\">\u00a0</div>de cobertura de<div class=\"d0 w498\">\u00a0</div>riesgo en </div><div class=\"po0 fs14 cl2 l340 t862\" id=\"a4431\">la<div class=\"d0 w272\">\u00a0</div>variaci\u00f3n<div class=\"d0 w294\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>tipo<div class=\"d0 w270\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>cambio<div class=\"d0 w273\">\u00a0</div>cuando<div class=\"d0 w536\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>perspectivas<div class=\"d0 w501\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>evoluci\u00f3n<div class=\"d0 w449\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>mercado<div class=\"d0 w372\">\u00a0</div>as\u00ed<div class=\"d0 w432\">\u00a0</div>lo </div><div class=\"po0 fs14 cl2 l340 t863\" id=\"a4432\">aconsejan. </div><div class=\"po0 fs14 cl2 l340 t1304\" id=\"a4435\">Del<div class=\"d0 w421\">\u00a0</div>mismo<div class=\"d0 w486\">\u00a0</div>modo,<div class=\"d0 w239\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo<div class=\"d0 w57\">\u00a0</div>mantiene<div class=\"d0 w286\">\u00a0</div>una<div class=\"d0 w98\">\u00a0</div>exposici\u00f3n<div class=\"d0 w333\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>tipo<div class=\"d0 w394\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>cambio<div class=\"d0 w228\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>variaciones </div><div class=\"po0 fs14 cl2 l340 t865\" id=\"a4436\">potenciales<div class=\"d0 w7\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>puedan<div class=\"d0 w18\">\u00a0</div>producir<div class=\"d0 w480\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>diferentes<div class=\"d0 w418\">\u00a0</div>divisas<div class=\"d0 w39\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>mantiene<div class=\"d0 w395\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>deuda<div class=\"d0 w24\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l340 t866\" id=\"a4437\">entidades financieras y<div class=\"d0 w344\">\u00a0</div>con terceros, por<div class=\"d0 w234\">\u00a0</div>lo que realiza<div class=\"d0 w63\">\u00a0</div>coberturas de<div class=\"d0 w27\">\u00a0</div>este tipo<div class=\"d0 w129\">\u00a0</div>de operaciones </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a4439\">cuando son relevantes y las perspectivas de evoluci\u00f3n<div class=\"d0 w515\">\u00a0</div>del mercado as\u00ed lo aconsejan. </div><div class=\"po0 fs14 cl2 l340 t1340\" id=\"a4442\">Por otro lado, el Grupo se encuentra expuesto a las variaciones en las curvas de tipo de inter\u00e9s </div><div class=\"po0 fs14 cl2 l340 t1341\" id=\"a4443\">al mantener un alto<div class=\"d0 w325\">\u00a0</div>porcentaje de su deuda<div class=\"d0 w406\">\u00a0</div>con entidades financieras<div class=\"d0 w479\">\u00a0</div>a inter\u00e9s variable.<div class=\"d0 w515\">\u00a0</div>En este </div><div class=\"po0 fs14 cl2 l340 t1342\" id=\"a4444\">sentido el Grupo formaliza contratos de cobertura de<div class=\"d0 w295\">\u00a0</div>riesgo de tipos de inter\u00e9s, b\u00e1sicamente a </div><div class=\"po0 fs14 cl2 l340 t1343\" id=\"a4447\">trav\u00e9s<div class=\"d0 w684\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>contratos<div class=\"d0 w718\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>estructuras<div class=\"d0 w633\">\u00a0</div>que<div class=\"d0 w467\">\u00a0</div>limitan<div class=\"d0 w269\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>tipos<div class=\"d0 w370\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>inter\u00e9s<div class=\"d0 w381\">\u00a0</div>m\u00e1ximos,<div class=\"d0 w436\">\u00a0</div>cuando<div class=\"d0 w271\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t1344\" id=\"a4448\">perspectivas de evoluci\u00f3n del mercado as\u00ed lo aconsejan. </div><div class=\"po0 fs14 cl2 l340 t1345\" id=\"a4451\">Las<div class=\"d0 w196\">\u00a0</div>variaciones<div class=\"d0 w348\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>valor<div class=\"d0 w542\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>estos<div class=\"d0 w564\">\u00a0</div>instrumentos<div class=\"d0 w400\">\u00a0</div>financieros<div class=\"d0 w431\">\u00a0</div>se<div class=\"d0 w157\">\u00a0</div>registran<div class=\"d0 w428\">\u00a0</div>como<div class=\"d0 w261\">\u00a0</div>resultado </div><div class=\"po0 fs14 cl2 l340 t1346\" id=\"a4452\">financiero del<div class=\"d0 w235\">\u00a0</div>ejercicio de<div class=\"d0 w483\">\u00a0</div>acuerdo con<div class=\"d0 w162\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>NIIF, dado<div class=\"d0 w287\">\u00a0</div>que por<div class=\"d0 w227\">\u00a0</div>su<div class=\"d0 w50\">\u00a0</div>naturaleza no<div class=\"d0 w226\">\u00a0</div>cumplen los </div><div class=\"po0 fs14 cl2 l341 t1310\" id=\"a4453\">requisitos de cobertura \u201cefectiva\u201d establecidos en dichas normas.</div></div></div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer1907\"></div><div class=\"po0 l342 t1358 f0\" id=\"div_1903_XBRL_TS_7666f2cf74064a0c81b7af3fadc75905\"><div class=\"po1 w681 h105 lh0\" id=\"TextBlockContainer1904\"><div class=\"po1 w681 z0\" id=\"TextContainer1904\"><div class=\"po0 fs26 cl2 l451 t756\" id=\"a4456\">Valor<div class=\"d0 w432\">\u00a0</div>razonable<div class=\"d0 w536\">\u00a0</div>de<div class=\"d0 w439\">\u00a0</div>instrumentos<div class=\"d0 w719\">\u00a0</div>financieros:<div class=\"d0 w699\">\u00a0</div>T\u00e9cnicas<div class=\"d0 w617\">\u00a0</div>de<div class=\"d0 w552\">\u00a0</div>valoraci\u00f3n<div class=\"d0 w720\">\u00a0</div>e<div class=\"d0 w439\">\u00a0</div>hip\u00f3tesis<div class=\"d0 w275\">\u00a0</div>aplicables<div class=\"d0 w275\">\u00a0</div>para<div class=\"d0 w492\">\u00a0</div>la </div><div class=\"po0 fs26 cl2 l451 t1348\" id=\"a4457\">medici\u00f3n del valor razonable </div><div class=\"po0 fs14 cl2 l451 t1349\" id=\"a4460\">Los instrumentos financieros<div class=\"d0 w342\">\u00a0</div>se agrupan en<div class=\"d0 w126\">\u00a0</div>tres niveles de<div class=\"d0 w341\">\u00a0</div>acuerdo con el<div class=\"d0 w141\">\u00a0</div>grado en que el<div class=\"d0 w472\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l451 t1350\" id=\"a4461\">razonable es observable. </div><div class=\"po0 fs33 cl2 l469 t1351\" id=\"a4464\">-</div><div class=\"po0 fs14 cl2 l470 t1352\" id=\"a4466\">Nivel 1: son aquellos referenciados<div class=\"d0 w620\">\u00a0</div>a precios cotizados (sin<div class=\"d0 w498\">\u00a0</div>ajustar) en mercados activos </div><div class=\"po0 fs14 cl2 l470 t1353\" id=\"a4467\">para activos o pasivos id\u00e9nticos. </div><div class=\"po0 fs33 cl2 l469 t1354\" id=\"a4470\">-</div><div class=\"po0 fs14 cl2 l470 t1355\" id=\"a4472\">Nivel<div class=\"d0 w34\">\u00a0</div>2:<div class=\"d0 w111\">\u00a0</div>son<div class=\"d0 w419\">\u00a0</div>aquellos<div class=\"d0 w21\">\u00a0</div>referenciados<div class=\"d0 w34\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>otros<div class=\"d0 w21\">\u00a0</div>inputs<div class=\"d0 w26\">\u00a0</div>(que<div class=\"d0 w39\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>sean<div class=\"d0 w264\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>precios<div class=\"d0 w56\">\u00a0</div>cotizados </div><div class=\"po0 fs14 cl2 l470 t1356\" id=\"a4473\">incluidos en el<div class=\"d0 w387\">\u00a0</div>nivel 1) observables<div class=\"d0 w298\">\u00a0</div>para el activo<div class=\"d0 w148\">\u00a0</div>o pasivo,<div class=\"d0 w265\">\u00a0</div>ya sea directamente<div class=\"d0 w386\">\u00a0</div>(es decir, </div><div class=\"po0 fs14 cl2 l470 t1357\" id=\"a4474\">precios) o indirectamente (es decir, derivados de los<div class=\"d0 w251\">\u00a0</div>precios). </div></div></div></div></div><div class=\"po1 w721 h79 lh0\" id=\"TextBlockContainer1915\"><img alt=\"doc2p9i1\" class=\"po0 l471 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l472 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w721 z0\" id=\"TextContainer1915\"><div class=\"po0 fs34 cl2 l473 t756\" id=\"a4486\">-</div><div class=\"po0 fs14 cl2 l474 t1359\" id=\"a4488\">Nivel 3:<div class=\"d0 w392\">\u00a0</div>son los<div class=\"d0 w620\">\u00a0</div>referenciados a<div class=\"d0 w411\">\u00a0</div>t\u00e9cnicas de<div class=\"d0 w148\">\u00a0</div>valoraci\u00f3n, que<div class=\"d0 w620\">\u00a0</div>incluyen inputs<div class=\"d0 w585\">\u00a0</div>para el<div class=\"d0 w265\">\u00a0</div>activo </div><div class=\"po0 fs14 cl2 l475 t1360\" id=\"a4489\">o pasivo que no se basan en datos de mercado observables (inputs<div class=\"d0 w479\">\u00a0</div>no observables).</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFinancialInstrumentsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_396": {
   "value": "<div class=\"po1 w198 h96 lh0\" id=\"TextBlockContainer1839\"><div class=\"po1 w198 z0\" id=\"TextContainer1839\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4235\">Los activos financieros se clasifican en tres categor\u00edas: (i) coste amortizado, (ii) valor razonable </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4236\">con<div class=\"d0 w477\">\u00a0</div>cambios<div class=\"d0 w172\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>otro<div class=\"d0 w235\">\u00a0</div>resultado<div class=\"d0 w250\">\u00a0</div>integral<div class=\"d0 w165\">\u00a0</div>(patrimonio)<div class=\"d0 w247\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>(iii)<div class=\"d0 w290\">\u00a0</div>valor<div class=\"d0 w615\">\u00a0</div>razonable<div class=\"d0 w345\">\u00a0</div>con<div class=\"d0 w477\">\u00a0</div>cambios<div class=\"d0 w169\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4237\">p\u00e9rdidas y ganancias, perteneciendo<div class=\"d0 w55\">\u00a0</div>la pr\u00e1ctica totalidad de<div class=\"d0 w58\">\u00a0</div>los activos financieros del<div class=\"d0 w543\">\u00a0</div>Grupo </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a4240\">a la categor\u00eda de coste amortizado. </div></div><div class=\"po0 l342 t1301 f0\" id=\"div_1820_XBRL_TS_dcbf18b4205f47e7bb62bf34b70f03d7\"><div class=\"po1 w198 h94 lh0\" id=\"TextBlockContainer1828\"><div class=\"po0 l342 t756 f0\" id=\"div_1821_XBRL_TS_23bddb278cf04cb787713096fb03a7a9\"><div class=\"po1 w198 h94 lh0\" id=\"TextBlockContainer1825\"><div class=\"po1 w198 z0\" id=\"TextContainer1825\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4243\">Inversiones financieras a coste amortizado- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a4247\">En este ep\u00edgrafe se incluyen las siguientes cuentas: </div><div class=\"po0 fs33 cl2 l457 t1289\" id=\"a4249\">-</div><div class=\"po0 fs26 cl2 l458 t1290\" id=\"a4251\">Cr\u00e9ditos</div><div class=\"po0 fs14 cl2 l459 t1291\" id=\"a4252\">: bajo<div class=\"d0 w47\">\u00a0</div>este ep\u00edgrafe se<div class=\"d0 w164\">\u00a0</div>recogen los activos<div class=\"d0 w368\">\u00a0</div>financieros originados en<div class=\"d0 w57\">\u00a0</div>la venta de </div><div class=\"po0 fs14 cl2 l458 t1292\" id=\"a4253\">bienes o en<div class=\"d0 w584\">\u00a0</div>la prestaci\u00f3n<div class=\"d0 w341\">\u00a0</div>de servicios<div class=\"d0 w85\">\u00a0</div>por operaciones de<div class=\"d0 w559\">\u00a0</div>tr\u00e1fico de<div class=\"d0 w392\">\u00a0</div>la empresa, o<div class=\"d0 w330\">\u00a0</div>los que, </div><div class=\"po0 fs14 cl2 l458 t1293\" id=\"a4256\">no<div class=\"d0 w475\">\u00a0</div>teniendo<div class=\"d0 w27\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>origen<div class=\"d0 w26\">\u00a0</div>comercial,<div class=\"d0 w34\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>son<div class=\"d0 w59\">\u00a0</div>instrumentos de<div class=\"d0 w294\">\u00a0</div>patrimonio<div class=\"d0 w20\">\u00a0</div>ni<div class=\"d0 w394\">\u00a0</div>derivados y </div><div class=\"po0 fs14 cl2 l458 t1294\" id=\"a4257\">cuyos cobros son de cuant\u00eda fija o determinable y no se negocian en un<div class=\"d0 w299\">\u00a0</div>mercado activo, </div><div class=\"po0 fs14 cl2 l458 t1295\" id=\"a4258\">de<div class=\"d0 w271\">\u00a0</div>manera<div class=\"d0 w288\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>Grupo<div class=\"d0 w340\">\u00a0</div>tiene<div class=\"d0 w2\">\u00a0</div>intenci\u00f3n<div class=\"d0 w615\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>mantenerlos<div class=\"d0 w222\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>obtener<div class=\"d0 w161\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>flujos<div class=\"d0 w337\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l458 t1296\" id=\"a4259\">efectivo contractuales.<div class=\"d0 w709\">\u00a0</div></div><div class=\"po0 fs33 cl2 l457 t1297\" id=\"a4262\">-</div></div><div class=\"po0 l463 t1300 f0\" id=\"div_1822_XBRL_TS_c993acfc07b046c397fac81c2ffbf05b\"><div class=\"po1 w712 h93 lh0\" id=\"TextBlockContainer1823\"><div class=\"po1 w712 z0\" id=\"TextContainer1823\"><div class=\"po0 fs26 cl2 l460 t756\" id=\"a4264\">Otros<div class=\"d0 w323\">\u00a0</div>activos<div class=\"d0 w700\">\u00a0</div>financieros<div class=\"d0 w710\">\u00a0</div>a<div class=\"d0 w575\">\u00a0</div>coste<div class=\"d0 w594\">\u00a0</div>amortizado</div><div class=\"po0 fs14 cl2 l461 t756\" id=\"a4265\">:<div class=\"d0 w711\">\u00a0</div>activos<div class=\"d0 w657\">\u00a0</div>financieros<div class=\"d0 w356\">\u00a0</div>con<div class=\"d0 w705\">\u00a0</div>pagos<div class=\"d0 w217\">\u00a0</div>fijos<div class=\"d0 w522\">\u00a0</div>o </div><div class=\"po0 fs14 cl2 l460 t1298\" id=\"a4266\">determinables<div class=\"d0 w6\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>vencimientos<div class=\"d0 w291\">\u00a0</div>establecidos<div class=\"d0 w476\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Grupo<div class=\"d0 w340\">\u00a0</div>tiene<div class=\"d0 w2\">\u00a0</div>intenci\u00f3n<div class=\"d0 w615\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l460 t1299\" id=\"a4267\">capacidad<div class=\"d0 w500\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>mantenerlos<div class=\"d0 w222\">\u00a0</div>hasta<div class=\"d0 w633\">\u00a0</div>su<div class=\"d0 w274\">\u00a0</div>vencimiento<div class=\"d0 w3\">\u00a0</div>para<div class=\"d0 w448\">\u00a0</div>obtener<div class=\"d0 w377\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>flujos<div class=\"d0 w337\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>efectivo </div><div class=\"po0 fs14 cl2 l462 t1164\" id=\"a4268\">contractuales.</div></div></div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer1840\"></div><div class=\"po0 l342 t1310 f0\" id=\"div_1830_XBRL_TS_1f2a683ea08d4a8caf8914c6112019a0\"><div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1837\"><div class=\"po0 l342 t756 f0\" id=\"div_1831_XBRL_TS_817f93b7dc05486c8b06a27fac880e22\"><div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1835\"><div class=\"po0 l342 t756 f0\" id=\"div_1832_XBRL_TS_1071b9432ef1468eae64dfe7d6c32f70\"><div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1833\"><div class=\"po1 w198 z0\" id=\"TextContainer1833\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4271\">Deterioro de valor y baja de activos financieros- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a4276\">En la fecha de reconocimiento inicial de los<div class=\"d0 w556\">\u00a0</div>activos financieros se reconoce la<div class=\"d0 w126\">\u00a0</div>p\u00e9rdida esperada </div><div class=\"po0 fs14 cl2 l340 t1302\" id=\"a4277\">que resulte de un<div class=\"d0 w558\">\u00a0</div>evento de \u201cdefault\u201d<div class=\"d0 w326\">\u00a0</div>durante los pr\u00f3ximos<div class=\"d0 w268\">\u00a0</div>12 meses o<div class=\"d0 w406\">\u00a0</div>durante toda la<div class=\"d0 w332\">\u00a0</div>vida del </div><div class=\"po0 fs14 cl2 l340 t1303\" id=\"a4278\">contrato,<div class=\"d0 w485\">\u00a0</div>dependiendo<div class=\"d0 w164\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>evoluci\u00f3n<div class=\"d0 w345\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>riesgo<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cr\u00e9dito<div class=\"d0 w486\">\u00a0</div>del<div class=\"d0 w476\">\u00a0</div>activo<div class=\"d0 w539\">\u00a0</div>financiero<div class=\"d0 w419\">\u00a0</div>desde<div class=\"d0 w225\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l340 t862\" id=\"a4280\">reconocimiento inicial<div class=\"d0 w144\">\u00a0</div>en balance o<div class=\"d0 w329\">\u00a0</div>por la aplicaci\u00f3n<div class=\"d0 w145\">\u00a0</div>de los modelos<div class=\"d0 w384\">\u00a0</div>\u201csimplificados\u201d permitidos </div><div class=\"po0 fs14 cl2 l340 t863\" id=\"a4281\">por<div class=\"d0 w17\">\u00a0</div>la norma<div class=\"d0 w484\">\u00a0</div>para algunos<div class=\"d0 w223\">\u00a0</div>activos financieros.<div class=\"d0 w343\">\u00a0</div>El Grupo<div class=\"d0 w480\">\u00a0</div>ha aplicado<div class=\"d0 w283\">\u00a0</div>el enfoque<div class=\"d0 w543\">\u00a0</div>simplificado </div><div class=\"po0 fs14 cl2 l340 t864\" id=\"a4282\">para reconocer<div class=\"d0 w484\">\u00a0</div>la p\u00e9rdida<div class=\"d0 w264\">\u00a0</div>de cr\u00e9dito<div class=\"d0 w39\">\u00a0</div>esperada durante<div class=\"d0 w231\">\u00a0</div>toda la<div class=\"d0 w333\">\u00a0</div>vida de<div class=\"d0 w333\">\u00a0</div>las cuentas<div class=\"d0 w39\">\u00a0</div>por cobrar </div><div class=\"po0 fs14 cl2 l340 t1304\" id=\"a4284\">que resultan de transacciones<div class=\"d0 w478\">\u00a0</div>bajo el alcance de<div class=\"d0 w332\">\u00a0</div>la NIIF 15.<div class=\"d0 w402\">\u00a0</div>De este modo, el Grupo<div class=\"d0 w532\">\u00a0</div>registra una </div><div class=\"po0 fs14 cl2 l340 t1305\" id=\"a4288\">correcci\u00f3n de valor<div class=\"d0 w499\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>momento de<div class=\"d0 w251\">\u00a0</div>reconocimiento del<div class=\"d0 w567\">\u00a0</div>ingreso, para<div class=\"d0 w498\">\u00a0</div>lo cual<div class=\"d0 w411\">\u00a0</div>se determina<div class=\"d0 w532\">\u00a0</div>una </div><div class=\"po0 fs14 cl2 l340 t1306\" id=\"a4291\">ratio de morosidad<div class=\"d0 w620\">\u00a0</div>hist\u00f3rico por<div class=\"d0 w141\">\u00a0</div>negocio y tipolog\u00eda<div class=\"d0 w713\">\u00a0</div>de cliente, que<div class=\"d0 w472\">\u00a0</div>es aplicado<div class=\"d0 w268\">\u00a0</div>sobre el importe </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a4292\">de las ventas por tipo de cliente. </div><div class=\"po0 fs14 cl2 l340 t869\" id=\"a4295\">Asimismo, el Grupo dar\u00e1 de<div class=\"d0 w228\">\u00a0</div>baja un activo financiero, siempre y<div class=\"d0 w24\">\u00a0</div>cuando expiren los derechos </div><div class=\"po0 fs14 cl2 l340 t1307\" id=\"a4296\">contractuales sobre los flujos de efectivo del citado activo, o transfiera el activo financiero, que </div><div class=\"po0 fs14 cl2 l340 t1308\" id=\"a4297\">entre otros<div class=\"d0 w223\">\u00a0</div>aspectos supone transferir<div class=\"d0 w368\">\u00a0</div>sustancialmente los riesgos<div class=\"d0 w229\">\u00a0</div>y beneficios<div class=\"d0 w110\">\u00a0</div>inherentes a<div class=\"d0 w24\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l341 t1309\" id=\"a4299\">propiedad del activo financiero.</div></div></div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer1841\"></div></div><div class=\"po1 w198 h99 lh0\" id=\"TextBlockContainer1855\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po0 l342 t756 f0\" id=\"div_1852_XBRL_TS_c667af9e8f864dddbadd40c6a662cb9d\"><div class=\"po1 w198 h99 lh0\" id=\"TextBlockContainer1853\"><div class=\"po1 w198 z0\" id=\"TextContainer1853\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4311\">Efectivo y otros medios l\u00edquidos equivalentes- </div><div class=\"po0 fs14 cl2 l340 t859\" id=\"a4315\">En<div class=\"d0 w32\">\u00a0</div>este ep\u00edgrafe<div class=\"d0 w60\">\u00a0</div>del balance<div class=\"d0 w164\">\u00a0</div>de situaci\u00f3n<div class=\"d0 w366\">\u00a0</div>consolidado se<div class=\"d0 w421\">\u00a0</div>registra el<div class=\"d0 w290\">\u00a0</div>efectivo en<div class=\"d0 w420\">\u00a0</div>caja y<div class=\"d0 w344\">\u00a0</div>bancos, </div><div class=\"po0 fs14 cl2 l340 t860\" id=\"a4316\">dep\u00f3sitos<div class=\"d0 w174\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>vista<div class=\"d0 w361\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>otras<div class=\"d0 w290\">\u00a0</div>inversiones<div class=\"d0 w200\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>corto<div class=\"d0 w22\">\u00a0</div>plazo<div class=\"d0 w176\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>alta<div class=\"d0 w223\">\u00a0</div>liquidez<div class=\"d0 w171\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>son<div class=\"d0 w174\">\u00a0</div>r\u00e1pidamente </div><div class=\"po0 fs14 cl2 l341 t1311\" id=\"a4317\">realizables en caja y que no tienen riesgo de cambios en su valor.</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFinancialAssetsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_397": {
   "value": "<div class=\"po1 w198 h94 lh0\" id=\"TextBlockContainer1828\"><div class=\"po0 l342 t756 f0\" id=\"div_1821_XBRL_TS_23bddb278cf04cb787713096fb03a7a9\"><div class=\"po1 w198 h94 lh0\" id=\"TextBlockContainer1825\"><div class=\"po1 w198 z0\" id=\"TextContainer1825\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4243\">Inversiones financieras a coste amortizado- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a4247\">En este ep\u00edgrafe se incluyen las siguientes cuentas: </div><div class=\"po0 fs33 cl2 l457 t1289\" id=\"a4249\">-</div><div class=\"po0 fs26 cl2 l458 t1290\" id=\"a4251\">Cr\u00e9ditos</div><div class=\"po0 fs14 cl2 l459 t1291\" id=\"a4252\">: bajo<div class=\"d0 w47\">\u00a0</div>este ep\u00edgrafe se<div class=\"d0 w164\">\u00a0</div>recogen los activos<div class=\"d0 w368\">\u00a0</div>financieros originados en<div class=\"d0 w57\">\u00a0</div>la venta de </div><div class=\"po0 fs14 cl2 l458 t1292\" id=\"a4253\">bienes o en<div class=\"d0 w584\">\u00a0</div>la prestaci\u00f3n<div class=\"d0 w341\">\u00a0</div>de servicios<div class=\"d0 w85\">\u00a0</div>por operaciones de<div class=\"d0 w559\">\u00a0</div>tr\u00e1fico de<div class=\"d0 w392\">\u00a0</div>la empresa, o<div class=\"d0 w330\">\u00a0</div>los que, </div><div class=\"po0 fs14 cl2 l458 t1293\" id=\"a4256\">no<div class=\"d0 w475\">\u00a0</div>teniendo<div class=\"d0 w27\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>origen<div class=\"d0 w26\">\u00a0</div>comercial,<div class=\"d0 w34\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>son<div class=\"d0 w59\">\u00a0</div>instrumentos de<div class=\"d0 w294\">\u00a0</div>patrimonio<div class=\"d0 w20\">\u00a0</div>ni<div class=\"d0 w394\">\u00a0</div>derivados y </div><div class=\"po0 fs14 cl2 l458 t1294\" id=\"a4257\">cuyos cobros son de cuant\u00eda fija o determinable y no se negocian en un<div class=\"d0 w299\">\u00a0</div>mercado activo, </div><div class=\"po0 fs14 cl2 l458 t1295\" id=\"a4258\">de<div class=\"d0 w271\">\u00a0</div>manera<div class=\"d0 w288\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>Grupo<div class=\"d0 w340\">\u00a0</div>tiene<div class=\"d0 w2\">\u00a0</div>intenci\u00f3n<div class=\"d0 w615\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>mantenerlos<div class=\"d0 w222\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>obtener<div class=\"d0 w161\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>flujos<div class=\"d0 w337\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l458 t1296\" id=\"a4259\">efectivo contractuales.<div class=\"d0 w709\">\u00a0</div></div><div class=\"po0 fs33 cl2 l457 t1297\" id=\"a4262\">-</div></div><div class=\"po0 l463 t1300 f0\" id=\"div_1822_XBRL_TS_c993acfc07b046c397fac81c2ffbf05b\"><div class=\"po1 w712 h93 lh0\" id=\"TextBlockContainer1823\"><div class=\"po1 w712 z0\" id=\"TextContainer1823\"><div class=\"po0 fs26 cl2 l460 t756\" id=\"a4264\">Otros<div class=\"d0 w323\">\u00a0</div>activos<div class=\"d0 w700\">\u00a0</div>financieros<div class=\"d0 w710\">\u00a0</div>a<div class=\"d0 w575\">\u00a0</div>coste<div class=\"d0 w594\">\u00a0</div>amortizado</div><div class=\"po0 fs14 cl2 l461 t756\" id=\"a4265\">:<div class=\"d0 w711\">\u00a0</div>activos<div class=\"d0 w657\">\u00a0</div>financieros<div class=\"d0 w356\">\u00a0</div>con<div class=\"d0 w705\">\u00a0</div>pagos<div class=\"d0 w217\">\u00a0</div>fijos<div class=\"d0 w522\">\u00a0</div>o </div><div class=\"po0 fs14 cl2 l460 t1298\" id=\"a4266\">determinables<div class=\"d0 w6\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>vencimientos<div class=\"d0 w291\">\u00a0</div>establecidos<div class=\"d0 w476\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Grupo<div class=\"d0 w340\">\u00a0</div>tiene<div class=\"d0 w2\">\u00a0</div>intenci\u00f3n<div class=\"d0 w615\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l460 t1299\" id=\"a4267\">capacidad<div class=\"d0 w500\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>mantenerlos<div class=\"d0 w222\">\u00a0</div>hasta<div class=\"d0 w633\">\u00a0</div>su<div class=\"d0 w274\">\u00a0</div>vencimiento<div class=\"d0 w3\">\u00a0</div>para<div class=\"d0 w448\">\u00a0</div>obtener<div class=\"d0 w377\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>flujos<div class=\"d0 w337\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>efectivo </div><div class=\"po0 fs14 cl2 l462 t1164\" id=\"a4268\">contractuales.</div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForTradeAndOtherReceivablesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_398": {
   "value": "<div class=\"po1 w198 h94 lh0\" id=\"TextBlockContainer1825\"><div class=\"po1 w198 z0\" id=\"TextContainer1825\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4243\">Inversiones financieras a coste amortizado- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a4247\">En este ep\u00edgrafe se incluyen las siguientes cuentas: </div><div class=\"po0 fs33 cl2 l457 t1289\" id=\"a4249\">-</div><div class=\"po0 fs26 cl2 l458 t1290\" id=\"a4251\">Cr\u00e9ditos</div><div class=\"po0 fs14 cl2 l459 t1291\" id=\"a4252\">: bajo<div class=\"d0 w47\">\u00a0</div>este ep\u00edgrafe se<div class=\"d0 w164\">\u00a0</div>recogen los activos<div class=\"d0 w368\">\u00a0</div>financieros originados en<div class=\"d0 w57\">\u00a0</div>la venta de </div><div class=\"po0 fs14 cl2 l458 t1292\" id=\"a4253\">bienes o en<div class=\"d0 w584\">\u00a0</div>la prestaci\u00f3n<div class=\"d0 w341\">\u00a0</div>de servicios<div class=\"d0 w85\">\u00a0</div>por operaciones de<div class=\"d0 w559\">\u00a0</div>tr\u00e1fico de<div class=\"d0 w392\">\u00a0</div>la empresa, o<div class=\"d0 w330\">\u00a0</div>los que, </div><div class=\"po0 fs14 cl2 l458 t1293\" id=\"a4256\">no<div class=\"d0 w475\">\u00a0</div>teniendo<div class=\"d0 w27\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>origen<div class=\"d0 w26\">\u00a0</div>comercial,<div class=\"d0 w34\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>son<div class=\"d0 w59\">\u00a0</div>instrumentos de<div class=\"d0 w294\">\u00a0</div>patrimonio<div class=\"d0 w20\">\u00a0</div>ni<div class=\"d0 w394\">\u00a0</div>derivados y </div><div class=\"po0 fs14 cl2 l458 t1294\" id=\"a4257\">cuyos cobros son de cuant\u00eda fija o determinable y no se negocian en un<div class=\"d0 w299\">\u00a0</div>mercado activo, </div><div class=\"po0 fs14 cl2 l458 t1295\" id=\"a4258\">de<div class=\"d0 w271\">\u00a0</div>manera<div class=\"d0 w288\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>Grupo<div class=\"d0 w340\">\u00a0</div>tiene<div class=\"d0 w2\">\u00a0</div>intenci\u00f3n<div class=\"d0 w615\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>mantenerlos<div class=\"d0 w222\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>obtener<div class=\"d0 w161\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>flujos<div class=\"d0 w337\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l458 t1296\" id=\"a4259\">efectivo contractuales.<div class=\"d0 w709\">\u00a0</div></div><div class=\"po0 fs33 cl2 l457 t1297\" id=\"a4262\">-</div></div><div class=\"po0 l463 t1300 f0\" id=\"div_1822_XBRL_TS_c993acfc07b046c397fac81c2ffbf05b\"><div class=\"po1 w712 h93 lh0\" id=\"TextBlockContainer1823\"><div class=\"po1 w712 z0\" id=\"TextContainer1823\"><div class=\"po0 fs26 cl2 l460 t756\" id=\"a4264\">Otros<div class=\"d0 w323\">\u00a0</div>activos<div class=\"d0 w700\">\u00a0</div>financieros<div class=\"d0 w710\">\u00a0</div>a<div class=\"d0 w575\">\u00a0</div>coste<div class=\"d0 w594\">\u00a0</div>amortizado</div><div class=\"po0 fs14 cl2 l461 t756\" id=\"a4265\">:<div class=\"d0 w711\">\u00a0</div>activos<div class=\"d0 w657\">\u00a0</div>financieros<div class=\"d0 w356\">\u00a0</div>con<div class=\"d0 w705\">\u00a0</div>pagos<div class=\"d0 w217\">\u00a0</div>fijos<div class=\"d0 w522\">\u00a0</div>o </div><div class=\"po0 fs14 cl2 l460 t1298\" id=\"a4266\">determinables<div class=\"d0 w6\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>vencimientos<div class=\"d0 w291\">\u00a0</div>establecidos<div class=\"d0 w476\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Grupo<div class=\"d0 w340\">\u00a0</div>tiene<div class=\"d0 w2\">\u00a0</div>intenci\u00f3n<div class=\"d0 w615\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l460 t1299\" id=\"a4267\">capacidad<div class=\"d0 w500\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>mantenerlos<div class=\"d0 w222\">\u00a0</div>hasta<div class=\"d0 w633\">\u00a0</div>su<div class=\"d0 w274\">\u00a0</div>vencimiento<div class=\"d0 w3\">\u00a0</div>para<div class=\"d0 w448\">\u00a0</div>obtener<div class=\"d0 w377\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>flujos<div class=\"d0 w337\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>efectivo </div><div class=\"po0 fs14 cl2 l462 t1164\" id=\"a4268\">contractuales.</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForLoansAndReceivablesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_399": {
   "value": "<div class=\"po1 w712 h93 lh0\" id=\"TextBlockContainer1823\"><div class=\"po1 w712 z0\" id=\"TextContainer1823\"><div class=\"po0 fs26 cl2 l460 t756\" id=\"a4264\">Otros<div class=\"d0 w323\">\u00a0</div>activos<div class=\"d0 w700\">\u00a0</div>financieros<div class=\"d0 w710\">\u00a0</div>a<div class=\"d0 w575\">\u00a0</div>coste<div class=\"d0 w594\">\u00a0</div>amortizado</div><div class=\"po0 fs14 cl2 l461 t756\" id=\"a4265\">:<div class=\"d0 w711\">\u00a0</div>activos<div class=\"d0 w657\">\u00a0</div>financieros<div class=\"d0 w356\">\u00a0</div>con<div class=\"d0 w705\">\u00a0</div>pagos<div class=\"d0 w217\">\u00a0</div>fijos<div class=\"d0 w522\">\u00a0</div>o </div><div class=\"po0 fs14 cl2 l460 t1298\" id=\"a4266\">determinables<div class=\"d0 w6\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>vencimientos<div class=\"d0 w291\">\u00a0</div>establecidos<div class=\"d0 w476\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Grupo<div class=\"d0 w340\">\u00a0</div>tiene<div class=\"d0 w2\">\u00a0</div>intenci\u00f3n<div class=\"d0 w615\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l460 t1299\" id=\"a4267\">capacidad<div class=\"d0 w500\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>mantenerlos<div class=\"d0 w222\">\u00a0</div>hasta<div class=\"d0 w633\">\u00a0</div>su<div class=\"d0 w274\">\u00a0</div>vencimiento<div class=\"d0 w3\">\u00a0</div>para<div class=\"d0 w448\">\u00a0</div>obtener<div class=\"d0 w377\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>flujos<div class=\"d0 w337\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>efectivo </div><div class=\"po0 fs14 cl2 l462 t1164\" id=\"a4268\">contractuales.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForHeldtomaturityInvestmentsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_400": {
   "value": "<div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1835\"><div class=\"po0 l342 t756 f0\" id=\"div_1832_XBRL_TS_1071b9432ef1468eae64dfe7d6c32f70\"><div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1833\"><div class=\"po1 w198 z0\" id=\"TextContainer1833\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4271\">Deterioro de valor y baja de activos financieros- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a4276\">En la fecha de reconocimiento inicial de los<div class=\"d0 w556\">\u00a0</div>activos financieros se reconoce la<div class=\"d0 w126\">\u00a0</div>p\u00e9rdida esperada </div><div class=\"po0 fs14 cl2 l340 t1302\" id=\"a4277\">que resulte de un<div class=\"d0 w558\">\u00a0</div>evento de \u201cdefault\u201d<div class=\"d0 w326\">\u00a0</div>durante los pr\u00f3ximos<div class=\"d0 w268\">\u00a0</div>12 meses o<div class=\"d0 w406\">\u00a0</div>durante toda la<div class=\"d0 w332\">\u00a0</div>vida del </div><div class=\"po0 fs14 cl2 l340 t1303\" id=\"a4278\">contrato,<div class=\"d0 w485\">\u00a0</div>dependiendo<div class=\"d0 w164\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>evoluci\u00f3n<div class=\"d0 w345\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>riesgo<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cr\u00e9dito<div class=\"d0 w486\">\u00a0</div>del<div class=\"d0 w476\">\u00a0</div>activo<div class=\"d0 w539\">\u00a0</div>financiero<div class=\"d0 w419\">\u00a0</div>desde<div class=\"d0 w225\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l340 t862\" id=\"a4280\">reconocimiento inicial<div class=\"d0 w144\">\u00a0</div>en balance o<div class=\"d0 w329\">\u00a0</div>por la aplicaci\u00f3n<div class=\"d0 w145\">\u00a0</div>de los modelos<div class=\"d0 w384\">\u00a0</div>\u201csimplificados\u201d permitidos </div><div class=\"po0 fs14 cl2 l340 t863\" id=\"a4281\">por<div class=\"d0 w17\">\u00a0</div>la norma<div class=\"d0 w484\">\u00a0</div>para algunos<div class=\"d0 w223\">\u00a0</div>activos financieros.<div class=\"d0 w343\">\u00a0</div>El Grupo<div class=\"d0 w480\">\u00a0</div>ha aplicado<div class=\"d0 w283\">\u00a0</div>el enfoque<div class=\"d0 w543\">\u00a0</div>simplificado </div><div class=\"po0 fs14 cl2 l340 t864\" id=\"a4282\">para reconocer<div class=\"d0 w484\">\u00a0</div>la p\u00e9rdida<div class=\"d0 w264\">\u00a0</div>de cr\u00e9dito<div class=\"d0 w39\">\u00a0</div>esperada durante<div class=\"d0 w231\">\u00a0</div>toda la<div class=\"d0 w333\">\u00a0</div>vida de<div class=\"d0 w333\">\u00a0</div>las cuentas<div class=\"d0 w39\">\u00a0</div>por cobrar </div><div class=\"po0 fs14 cl2 l340 t1304\" id=\"a4284\">que resultan de transacciones<div class=\"d0 w478\">\u00a0</div>bajo el alcance de<div class=\"d0 w332\">\u00a0</div>la NIIF 15.<div class=\"d0 w402\">\u00a0</div>De este modo, el Grupo<div class=\"d0 w532\">\u00a0</div>registra una </div><div class=\"po0 fs14 cl2 l340 t1305\" id=\"a4288\">correcci\u00f3n de valor<div class=\"d0 w499\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>momento de<div class=\"d0 w251\">\u00a0</div>reconocimiento del<div class=\"d0 w567\">\u00a0</div>ingreso, para<div class=\"d0 w498\">\u00a0</div>lo cual<div class=\"d0 w411\">\u00a0</div>se determina<div class=\"d0 w532\">\u00a0</div>una </div><div class=\"po0 fs14 cl2 l340 t1306\" id=\"a4291\">ratio de morosidad<div class=\"d0 w620\">\u00a0</div>hist\u00f3rico por<div class=\"d0 w141\">\u00a0</div>negocio y tipolog\u00eda<div class=\"d0 w713\">\u00a0</div>de cliente, que<div class=\"d0 w472\">\u00a0</div>es aplicado<div class=\"d0 w268\">\u00a0</div>sobre el importe </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a4292\">de las ventas por tipo de cliente. </div><div class=\"po0 fs14 cl2 l340 t869\" id=\"a4295\">Asimismo, el Grupo dar\u00e1 de<div class=\"d0 w228\">\u00a0</div>baja un activo financiero, siempre y<div class=\"d0 w24\">\u00a0</div>cuando expiren los derechos </div><div class=\"po0 fs14 cl2 l340 t1307\" id=\"a4296\">contractuales sobre los flujos de efectivo del citado activo, o transfiera el activo financiero, que </div><div class=\"po0 fs14 cl2 l340 t1308\" id=\"a4297\">entre otros<div class=\"d0 w223\">\u00a0</div>aspectos supone transferir<div class=\"d0 w368\">\u00a0</div>sustancialmente los riesgos<div class=\"d0 w229\">\u00a0</div>y beneficios<div class=\"d0 w110\">\u00a0</div>inherentes a<div class=\"d0 w24\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l341 t1309\" id=\"a4299\">propiedad del activo financiero.</div></div></div></div></div><div class=\"po1 w502 h95 lh0\" id=\"TextBlockContainer1866\"><div class=\"po1 w502 z0\" id=\"TextContainer1866\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4354\">Finalmente, el Grupo<div class=\"d0 w331\">\u00a0</div>dar\u00e1 de<div class=\"d0 w561\">\u00a0</div>baja un<div class=\"d0 w299\">\u00a0</div>pasivo financiero,<div class=\"d0 w330\">\u00a0</div>\u00fanicamente cuando<div class=\"d0 w332\">\u00a0</div>se haya extinguido, </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4356\">es decir, cuando<div class=\"d0 w7\">\u00a0</div>la obligaci\u00f3n especificada en el<div class=\"d0 w55\">\u00a0</div>correspondiente contrato haya sido satisfecha </div><div class=\"po0 fs14 cl2 l340 t1316\" id=\"a4357\">o cancelada, o bien haya expirado. </div><div class=\"po0 fs26 cl2 l340 t1317\" id=\"a4360\">Pasivos financieros \u2013 refinanciaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t1318\" id=\"a4366\">Una modificaci\u00f3n sustancial<div class=\"d0 w141\">\u00a0</div>de las condiciones actuales<div class=\"d0 w324\">\u00a0</div>de un pasivo financiero<div class=\"d0 w555\">\u00a0</div>existente o una </div><div class=\"po0 fs14 cl2 l340 t1319\" id=\"a4367\">parte<div class=\"d0 w190\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>mismo<div class=\"d0 w583\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>contabiliza<div class=\"d0 w439\">\u00a0</div>como<div class=\"d0 w212\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>cancelaci\u00f3n<div class=\"d0 w432\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>pasivo<div class=\"d0 w428\">\u00a0</div>financiero<div class=\"d0 w433\">\u00a0</div>original<div class=\"d0 w440\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t1320\" id=\"a4368\">reconocimiento<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>nuevo<div class=\"d0 w200\">\u00a0</div>pasivo<div class=\"d0 w391\">\u00a0</div>financiero,<div class=\"d0 w361\">\u00a0</div>tal<div class=\"d0 w223\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>como<div class=\"d0 w56\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>descrito<div class=\"d0 w250\">\u00a0</div>anteriormente.<div class=\"d0 w9\">\u00a0</div>La </div><div class=\"po0 fs14 cl2 l340 t1321\" id=\"a4370\">diferencia entre el importe en libros del pasivo financiero<div class=\"d0 w353\">\u00a0</div>cancelado y el valor inicial del nuevo </div><div class=\"po0 fs14 cl2 l340 t1322\" id=\"a4371\">pasivo financiero se reconoce en la cuenta de resultados consolidada del periodo, junto con los </div><div class=\"po0 fs14 cl2 l340 t1323\" id=\"a4372\">costes o comisiones<div class=\"d0 w267\">\u00a0</div>incurridos para llevar<div class=\"d0 w85\">\u00a0</div>a cabo la<div class=\"d0 w498\">\u00a0</div>operaci\u00f3n de reestructuraci\u00f3n<div class=\"d0 w146\">\u00a0</div>(extinci\u00f3n del </div><div class=\"po0 fs14 cl2 l340 t1324\" id=\"a4374\">pasivo financiero original).<div class=\"d0 w714\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1325\" id=\"a4377\">En caso contrario<div class=\"d0 w392\">\u00a0</div>(modificaci\u00f3n no<div class=\"d0 w140\">\u00a0</div>sustancial), los<div class=\"d0 w113\">\u00a0</div>citados costes ajustan<div class=\"d0 w125\">\u00a0</div>el importe en<div class=\"d0 w342\">\u00a0</div>libros del </div><div class=\"po0 fs14 cl2 l340 t744\" id=\"a4378\">pasivo financiero modificado,<div class=\"d0 w392\">\u00a0</div>traspas\u00e1ndose a<div class=\"d0 w125\">\u00a0</div>la cuenta de resultados<div class=\"d0 w411\">\u00a0</div>consolidada a lo<div class=\"d0 w498\">\u00a0</div>largo de </div><div class=\"po0 fs14 cl2 l341 t1309\" id=\"a4379\">la vida restante del citado pasivo modificado, conforme al tipo de inter\u00e9s<div class=\"d0 w140\">\u00a0</div>efectivo.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForDerecognitionOfFinancialInstrumentsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_401": {
   "value": "<div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1833\"><div class=\"po1 w198 z0\" id=\"TextContainer1833\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4271\">Deterioro de valor y baja de activos financieros- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a4276\">En la fecha de reconocimiento inicial de los<div class=\"d0 w556\">\u00a0</div>activos financieros se reconoce la<div class=\"d0 w126\">\u00a0</div>p\u00e9rdida esperada </div><div class=\"po0 fs14 cl2 l340 t1302\" id=\"a4277\">que resulte de un<div class=\"d0 w558\">\u00a0</div>evento de \u201cdefault\u201d<div class=\"d0 w326\">\u00a0</div>durante los pr\u00f3ximos<div class=\"d0 w268\">\u00a0</div>12 meses o<div class=\"d0 w406\">\u00a0</div>durante toda la<div class=\"d0 w332\">\u00a0</div>vida del </div><div class=\"po0 fs14 cl2 l340 t1303\" id=\"a4278\">contrato,<div class=\"d0 w485\">\u00a0</div>dependiendo<div class=\"d0 w164\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>evoluci\u00f3n<div class=\"d0 w345\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>riesgo<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cr\u00e9dito<div class=\"d0 w486\">\u00a0</div>del<div class=\"d0 w476\">\u00a0</div>activo<div class=\"d0 w539\">\u00a0</div>financiero<div class=\"d0 w419\">\u00a0</div>desde<div class=\"d0 w225\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l340 t862\" id=\"a4280\">reconocimiento inicial<div class=\"d0 w144\">\u00a0</div>en balance o<div class=\"d0 w329\">\u00a0</div>por la aplicaci\u00f3n<div class=\"d0 w145\">\u00a0</div>de los modelos<div class=\"d0 w384\">\u00a0</div>\u201csimplificados\u201d permitidos </div><div class=\"po0 fs14 cl2 l340 t863\" id=\"a4281\">por<div class=\"d0 w17\">\u00a0</div>la norma<div class=\"d0 w484\">\u00a0</div>para algunos<div class=\"d0 w223\">\u00a0</div>activos financieros.<div class=\"d0 w343\">\u00a0</div>El Grupo<div class=\"d0 w480\">\u00a0</div>ha aplicado<div class=\"d0 w283\">\u00a0</div>el enfoque<div class=\"d0 w543\">\u00a0</div>simplificado </div><div class=\"po0 fs14 cl2 l340 t864\" id=\"a4282\">para reconocer<div class=\"d0 w484\">\u00a0</div>la p\u00e9rdida<div class=\"d0 w264\">\u00a0</div>de cr\u00e9dito<div class=\"d0 w39\">\u00a0</div>esperada durante<div class=\"d0 w231\">\u00a0</div>toda la<div class=\"d0 w333\">\u00a0</div>vida de<div class=\"d0 w333\">\u00a0</div>las cuentas<div class=\"d0 w39\">\u00a0</div>por cobrar </div><div class=\"po0 fs14 cl2 l340 t1304\" id=\"a4284\">que resultan de transacciones<div class=\"d0 w478\">\u00a0</div>bajo el alcance de<div class=\"d0 w332\">\u00a0</div>la NIIF 15.<div class=\"d0 w402\">\u00a0</div>De este modo, el Grupo<div class=\"d0 w532\">\u00a0</div>registra una </div><div class=\"po0 fs14 cl2 l340 t1305\" id=\"a4288\">correcci\u00f3n de valor<div class=\"d0 w499\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>momento de<div class=\"d0 w251\">\u00a0</div>reconocimiento del<div class=\"d0 w567\">\u00a0</div>ingreso, para<div class=\"d0 w498\">\u00a0</div>lo cual<div class=\"d0 w411\">\u00a0</div>se determina<div class=\"d0 w532\">\u00a0</div>una </div><div class=\"po0 fs14 cl2 l340 t1306\" id=\"a4291\">ratio de morosidad<div class=\"d0 w620\">\u00a0</div>hist\u00f3rico por<div class=\"d0 w141\">\u00a0</div>negocio y tipolog\u00eda<div class=\"d0 w713\">\u00a0</div>de cliente, que<div class=\"d0 w472\">\u00a0</div>es aplicado<div class=\"d0 w268\">\u00a0</div>sobre el importe </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a4292\">de las ventas por tipo de cliente. </div><div class=\"po0 fs14 cl2 l340 t869\" id=\"a4295\">Asimismo, el Grupo dar\u00e1 de<div class=\"d0 w228\">\u00a0</div>baja un activo financiero, siempre y<div class=\"d0 w24\">\u00a0</div>cuando expiren los derechos </div><div class=\"po0 fs14 cl2 l340 t1307\" id=\"a4296\">contractuales sobre los flujos de efectivo del citado activo, o transfiera el activo financiero, que </div><div class=\"po0 fs14 cl2 l340 t1308\" id=\"a4297\">entre otros<div class=\"d0 w223\">\u00a0</div>aspectos supone transferir<div class=\"d0 w368\">\u00a0</div>sustancialmente los riesgos<div class=\"d0 w229\">\u00a0</div>y beneficios<div class=\"d0 w110\">\u00a0</div>inherentes a<div class=\"d0 w24\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l341 t1309\" id=\"a4299\">propiedad del activo financiero.</div></div></div><div class=\"po1 w374 h107 lh0\" id=\"TextBlockContainer1929\"><div class=\"po0 l342 t756 f0\" id=\"div_1920_XBRL_TS_29a23abf3ffa4a799b74daad2ed1bdb3\"><div class=\"po1 w374 h107 lh0\" id=\"TextBlockContainer1927\"><div class=\"po0 l342 t756 f0\" id=\"div_1921_XBRL_TS_8f61672ee50a4d8689f8d866545cd05f\"><div class=\"po1 w374 h107 lh0\" id=\"TextBlockContainer1925\"><div class=\"po0 l342 t756 f0\" id=\"div_1922_XBRL_TS_ba3c70c6fa564ebaa3de893f38fc349f\"><div class=\"po1 w374 h107 lh0\" id=\"TextBlockContainer1923\"><div class=\"po1 w374 z0\" id=\"TextContainer1923\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4495\">Inversiones contabilizadas por el m\u00e9todo de la participaci\u00f3n </div><div class=\"po0 fs14 cl2 l345 t920\" id=\"a4497\">Tal y como<div class=\"d0 w231\">\u00a0</div>se describe en<div class=\"d0 w396\">\u00a0</div>la nota 2d<div class=\"d0 w26\">\u00a0</div>de esta memoria,<div class=\"d0 w33\">\u00a0</div>las participaciones en sociedades<div class=\"d0 w50\">\u00a0</div>sobre </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a4501\">las<div class=\"d0 w237\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>posee<div class=\"d0 w477\">\u00a0</div>influencia<div class=\"d0 w201\">\u00a0</div>significativa<div class=\"d0 w167\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>control<div class=\"d0 w230\">\u00a0</div>conjunto<div class=\"d0 w248\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>registran<div class=\"d0 w286\">\u00a0</div>siguiendo<div class=\"d0 w288\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t922\" id=\"a4502\">m\u00e9todo de la participaci\u00f3n.<div class=\"d0 w481\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t1017\" id=\"a4505\">Cuando hubiera<div class=\"d0 w498\">\u00a0</div>indicios de<div class=\"d0 w423\">\u00a0</div>deterioro, y<div class=\"d0 w557\">\u00a0</div>al menos<div class=\"d0 w147\">\u00a0</div>anualmente, el<div class=\"d0 w354\">\u00a0</div>Grupo analiza<div class=\"d0 w385\">\u00a0</div>el valor<div class=\"d0 w300\">\u00a0</div>de estas </div><div class=\"po0 fs14 cl2 l345 t772\" id=\"a4506\">inversiones para<div class=\"d0 w285\">\u00a0</div>determinar si<div class=\"d0 w470\">\u00a0</div>las mismas<div class=\"d0 w227\">\u00a0</div>hubieran sufrido<div class=\"d0 w176\">\u00a0</div>una p\u00e9rdida<div class=\"d0 w469\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>deterioro. Para </div><div class=\"po0 fs14 cl2 l345 t773\" id=\"a4507\">ello, se realiza una<div class=\"d0 w366\">\u00a0</div>estimaci\u00f3n del importe recuperable de dicho activo<div class=\"d0 w63\">\u00a0</div>para determinar, en su </div><div class=\"po0 fs14 cl2 l345 t1190\" id=\"a4509\">caso, el importe del deterioro<div class=\"d0 w126\">\u00a0</div>necesario (cuando el<div class=\"d0 w325\">\u00a0</div>citado valor recuperable<div class=\"d0 w265\">\u00a0</div>sea inferior al valor </div><div class=\"po0 fs14 cl2 l345 t1216\" id=\"a4513\">en libros), que es registrado en la cuenta<div class=\"d0 w332\">\u00a0</div>de resultados consolidada. Las p\u00e9rdidas por deterioro </div><div class=\"po0 fs14 cl2 l345 t1012\" id=\"a4515\">son reversibles en<div class=\"d0 w723\">\u00a0</div>periodos posteriores,<div class=\"d0 w332\">\u00a0</div>en la<div class=\"d0 w423\">\u00a0</div>medida en<div class=\"d0 w558\">\u00a0</div>que el<div class=\"d0 w328\">\u00a0</div>valor recuperable<div class=\"d0 w126\">\u00a0</div>de la<div class=\"d0 w387\">\u00a0</div>inversi\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1362\" id=\"a4517\">supere<div class=\"d0 w167\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>su<div class=\"d0 w344\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>libros,<div class=\"d0 w518\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>importe<div class=\"d0 w24\">\u00a0</div>m\u00e1ximo<div class=\"d0 w169\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>p\u00e9rdidas<div class=\"d0 w366\">\u00a0</div>registradas<div class=\"d0 w239\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>periodos </div><div class=\"po0 fs14 cl2 l345 t1363\" id=\"a4519\">pasados.<div class=\"d0 w724\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t1364\" id=\"a4523\">Las participaciones en<div class=\"d0 w141\">\u00a0</div>sociedades registradas por<div class=\"d0 w558\">\u00a0</div>el m\u00e9todo de la<div class=\"d0 w332\">\u00a0</div>participaci\u00f3n cuyo valor<div class=\"d0 w478\">\u00a0</div>neto </div><div class=\"po0 fs14 cl2 l345 t1365\" id=\"a4524\">patrimonial<div class=\"d0 w172\">\u00a0</div>sea<div class=\"d0 w175\">\u00a0</div>negativo<div class=\"d0 w475\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>cierre<div class=\"d0 w486\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>ejercicio,<div class=\"d0 w201\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>encuentran<div class=\"d0 w245\">\u00a0</div>registradas,<div class=\"d0 w345\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>su<div class=\"d0 w334\">\u00a0</div>caso,<div class=\"d0 w175\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t1199\" id=\"a4525\">ep\u00edgrafe \u201cProvisiones no corrientes\u201d por el importe negativo de las mismas<div class=\"d0 w140\">\u00a0</div>sin tener en cuenta </div><div class=\"po0 fs14 cl2 l345 t1200\" id=\"a4528\">el efecto<div class=\"d0 w125\">\u00a0</div>financiero (por<div class=\"d0 w414\">\u00a0</div>su porcentaje<div class=\"d0 w423\">\u00a0</div>de participaci\u00f3n),<div class=\"d0 w266\">\u00a0</div>dada su<div class=\"d0 w446\">\u00a0</div>naturaleza, y<div class=\"d0 w423\">\u00a0</div>siempre y<div class=\"d0 w328\">\u00a0</div>cuando </div><div class=\"po0 fs14 cl2 l345 t1201\" id=\"a4529\">el<div class=\"d0 w231\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>participe<div class=\"d0 w19\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>mismas<div class=\"d0 w7\">\u00a0</div>(obligaciones legales<div class=\"d0 w376\">\u00a0</div>o<div class=\"d0 w30\">\u00a0</div>impl\u00edcitas,<div class=\"d0 w34\">\u00a0</div>o<div class=\"d0 w30\">\u00a0</div>bien<div class=\"d0 w49\">\u00a0</div>efect\u00fae<div class=\"d0 w9\">\u00a0</div>pagos<div class=\"d0 w39\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l341 t1366\" id=\"a4533\">nombre de las citadas entidades).</div></div></div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForImpairmentOfFinancialAssetsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_402": {
   "value": "<div class=\"po1 w198 h99 lh0\" id=\"TextBlockContainer1853\"><div class=\"po1 w198 z0\" id=\"TextContainer1853\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4311\">Efectivo y otros medios l\u00edquidos equivalentes- </div><div class=\"po0 fs14 cl2 l340 t859\" id=\"a4315\">En<div class=\"d0 w32\">\u00a0</div>este ep\u00edgrafe<div class=\"d0 w60\">\u00a0</div>del balance<div class=\"d0 w164\">\u00a0</div>de situaci\u00f3n<div class=\"d0 w366\">\u00a0</div>consolidado se<div class=\"d0 w421\">\u00a0</div>registra el<div class=\"d0 w290\">\u00a0</div>efectivo en<div class=\"d0 w420\">\u00a0</div>caja y<div class=\"d0 w344\">\u00a0</div>bancos, </div><div class=\"po0 fs14 cl2 l340 t860\" id=\"a4316\">dep\u00f3sitos<div class=\"d0 w174\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>vista<div class=\"d0 w361\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>otras<div class=\"d0 w290\">\u00a0</div>inversiones<div class=\"d0 w200\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>corto<div class=\"d0 w22\">\u00a0</div>plazo<div class=\"d0 w176\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>alta<div class=\"d0 w223\">\u00a0</div>liquidez<div class=\"d0 w171\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>son<div class=\"d0 w174\">\u00a0</div>r\u00e1pidamente </div><div class=\"po0 fs14 cl2 l341 t1311\" id=\"a4317\">realizables en caja y que no tienen riesgo de cambios en su valor.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyToDetermineComponentsOfCashAndCashEquivalents",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_403": {
   "value": "<div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1878\"><div class=\"po0 l342 t756 f0\" id=\"div_1858_XBRL_TS_cca5551c4a174c6ebd9b7410d99665de\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1876\"><div class=\"po0 l342 t756 f0\" id=\"div_1859_XBRL_TS_5976481903bc4bf99a722f334155dd85\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1874\"><div class=\"po0 l342 t756 f0\" id=\"div_1860_XBRL_TS_4080371a2c82479f99ce944ca61eaaef\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1872\"><div class=\"po0 l342 t756 f0\" id=\"div_1861_XBRL_TS_b6af065d43ca4f0195a4f042f851fc73\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1868\"><div class=\"po1 w502 z0\" id=\"TextContainer1868\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4320\">Pasivos financieros- </div></div><div class=\"po0 l342 t762 f0\" id=\"div_1862_XBRL_TS_2a555570717a448e9d1a64cd5b57269a\"><div class=\"po1 w502 h100 lh0\" id=\"TextBlockContainer1863\"><div class=\"po1 w502 z0\" id=\"TextContainer1863\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4324\">Esta<div class=\"d0 w420\">\u00a0</div>categor\u00eda<div class=\"d0 w129\">\u00a0</div>incluye<div class=\"d0 w264\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>d\u00e9bitos<div class=\"d0 w9\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>operaciones<div class=\"d0 w234\">\u00a0</div>comerciales y<div class=\"d0 w270\">\u00a0</div>d\u00e9bitos por<div class=\"d0 w275\">\u00a0</div>operaciones<div class=\"d0 w20\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4325\">comerciales.<div class=\"d0 w68\">\u00a0</div>Estos<div class=\"d0 w583\">\u00a0</div>recursos<div class=\"d0 w428\">\u00a0</div>ajenos<div class=\"d0 w535\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>clasifican<div class=\"d0 w465\">\u00a0</div>como<div class=\"d0 w590\">\u00a0</div>pasivos<div class=\"d0 w192\">\u00a0</div>corrientes,<div class=\"d0 w706\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>menos<div class=\"d0 w205\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4327\">Sociedad tenga un derecho incondicional a diferir su liquidaci\u00f3n durante al menos doce meses </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4328\">despu\u00e9s de<div class=\"d0 w518\">\u00a0</div>la fecha<div class=\"d0 w396\">\u00a0</div>del balance.<div class=\"d0 w9\">\u00a0</div>Los d\u00e9bitos por<div class=\"d0 w486\">\u00a0</div>operaciones comerciales<div class=\"d0 w236\">\u00a0</div>con vencimiento<div class=\"d0 w47\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4329\">superior a un<div class=\"d0 w141\">\u00a0</div>a\u00f1o y que<div class=\"d0 w330\">\u00a0</div>no tienen un<div class=\"d0 w268\">\u00a0</div>tipo de<div class=\"d0 w406\">\u00a0</div>inter\u00e9s contractual<div class=\"d0 w488\">\u00a0</div>se valoran, tanto<div class=\"d0 w619\">\u00a0</div>en el momento </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a4332\">inicial como<div class=\"d0 w110\">\u00a0</div>posteriormente, por su<div class=\"d0 w344\">\u00a0</div>valor nominal cuando<div class=\"d0 w383\">\u00a0</div>el efecto<div class=\"d0 w39\">\u00a0</div>de no<div class=\"d0 w129\">\u00a0</div>actualizar los flujos </div><div class=\"po0 fs14 cl2 l341 t1312\" id=\"a4333\">de efectivo no es significativo.</div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer1869\"><div class=\"po0 fs14 cl4 l340 t865\" id=\"a4335\">. </div><div class=\"po0 fs14 cl2 l340 t866\" id=\"a4337\">La deuda<div class=\"d0 w484\">\u00a0</div>financiera se<div class=\"d0 w18\">\u00a0</div>reconoce inicialmente por<div class=\"d0 w234\">\u00a0</div>el importe<div class=\"d0 w223\">\u00a0</div>del valor<div class=\"d0 w19\">\u00a0</div>razonable de la<div class=\"d0 w239\">\u00a0</div>misma, </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a4339\">ajust\u00e1ndose en el pasivo financiero los<div class=\"d0 w126\">\u00a0</div>costes directamente atribuibles en que<div class=\"d0 w498\">\u00a0</div>se haya incurrido </div><div class=\"po0 fs14 cl2 l340 t868\" id=\"a4344\">para su obtenci\u00f3n. En per\u00edodos posteriores, se valoran al coste amortizado, es decir, al importe </div><div class=\"po0 fs14 cl2 l340 t869\" id=\"a4348\">al que<div class=\"d0 w396\">\u00a0</div>fue medido<div class=\"d0 w17\">\u00a0</div>en su<div class=\"d0 w129\">\u00a0</div>reconocimiento inicial, descontado los<div class=\"d0 w486\">\u00a0</div>reembolsos del principal,<div class=\"d0 w236\">\u00a0</div>m\u00e1s </div><div class=\"po0 fs14 cl2 l340 t1313\" id=\"a4349\">cualquier diferencia<div class=\"d0 w236\">\u00a0</div>entre el<div class=\"d0 w17\">\u00a0</div>importe inicial y<div class=\"d0 w343\">\u00a0</div>el importe<div class=\"d0 w32\">\u00a0</div>al vencimiento, utilizando<div class=\"d0 w343\">\u00a0</div>el m\u00e9todo </div><div class=\"po0 fs14 cl2 l340 t1314\" id=\"a4350\">del inter\u00e9s efectivo. </div><div class=\"po0 fs14 cl4 l340 t1315\" id=\"a4352\">. </div></div><div class=\"po0 l342 t1326 f0\" id=\"div_1865_XBRL_TS_a46ece6cd77e45b88183d42d4be0fcab\"><div class=\"po1 w502 h95 lh0\" id=\"TextBlockContainer1866\"><div class=\"po1 w502 z0\" id=\"TextContainer1866\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4354\">Finalmente, el Grupo<div class=\"d0 w331\">\u00a0</div>dar\u00e1 de<div class=\"d0 w561\">\u00a0</div>baja un<div class=\"d0 w299\">\u00a0</div>pasivo financiero,<div class=\"d0 w330\">\u00a0</div>\u00fanicamente cuando<div class=\"d0 w332\">\u00a0</div>se haya extinguido, </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4356\">es decir, cuando<div class=\"d0 w7\">\u00a0</div>la obligaci\u00f3n especificada en el<div class=\"d0 w55\">\u00a0</div>correspondiente contrato haya sido satisfecha </div><div class=\"po0 fs14 cl2 l340 t1316\" id=\"a4357\">o cancelada, o bien haya expirado. </div><div class=\"po0 fs26 cl2 l340 t1317\" id=\"a4360\">Pasivos financieros \u2013 refinanciaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t1318\" id=\"a4366\">Una modificaci\u00f3n sustancial<div class=\"d0 w141\">\u00a0</div>de las condiciones actuales<div class=\"d0 w324\">\u00a0</div>de un pasivo financiero<div class=\"d0 w555\">\u00a0</div>existente o una </div><div class=\"po0 fs14 cl2 l340 t1319\" id=\"a4367\">parte<div class=\"d0 w190\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>mismo<div class=\"d0 w583\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>contabiliza<div class=\"d0 w439\">\u00a0</div>como<div class=\"d0 w212\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>cancelaci\u00f3n<div class=\"d0 w432\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>pasivo<div class=\"d0 w428\">\u00a0</div>financiero<div class=\"d0 w433\">\u00a0</div>original<div class=\"d0 w440\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t1320\" id=\"a4368\">reconocimiento<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>nuevo<div class=\"d0 w200\">\u00a0</div>pasivo<div class=\"d0 w391\">\u00a0</div>financiero,<div class=\"d0 w361\">\u00a0</div>tal<div class=\"d0 w223\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>como<div class=\"d0 w56\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>descrito<div class=\"d0 w250\">\u00a0</div>anteriormente.<div class=\"d0 w9\">\u00a0</div>La </div><div class=\"po0 fs14 cl2 l340 t1321\" id=\"a4370\">diferencia entre el importe en libros del pasivo financiero<div class=\"d0 w353\">\u00a0</div>cancelado y el valor inicial del nuevo </div><div class=\"po0 fs14 cl2 l340 t1322\" id=\"a4371\">pasivo financiero se reconoce en la cuenta de resultados consolidada del periodo, junto con los </div><div class=\"po0 fs14 cl2 l340 t1323\" id=\"a4372\">costes o comisiones<div class=\"d0 w267\">\u00a0</div>incurridos para llevar<div class=\"d0 w85\">\u00a0</div>a cabo la<div class=\"d0 w498\">\u00a0</div>operaci\u00f3n de reestructuraci\u00f3n<div class=\"d0 w146\">\u00a0</div>(extinci\u00f3n del </div><div class=\"po0 fs14 cl2 l340 t1324\" id=\"a4374\">pasivo financiero original).<div class=\"d0 w714\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1325\" id=\"a4377\">En caso contrario<div class=\"d0 w392\">\u00a0</div>(modificaci\u00f3n no<div class=\"d0 w140\">\u00a0</div>sustancial), los<div class=\"d0 w113\">\u00a0</div>citados costes ajustan<div class=\"d0 w125\">\u00a0</div>el importe en<div class=\"d0 w342\">\u00a0</div>libros del </div><div class=\"po0 fs14 cl2 l340 t744\" id=\"a4378\">pasivo financiero modificado,<div class=\"d0 w392\">\u00a0</div>traspas\u00e1ndose a<div class=\"d0 w125\">\u00a0</div>la cuenta de resultados<div class=\"d0 w411\">\u00a0</div>consolidada a lo<div class=\"d0 w498\">\u00a0</div>largo de </div><div class=\"po0 fs14 cl2 l341 t1309\" id=\"a4379\">la vida restante del citado pasivo modificado, conforme al tipo de inter\u00e9s<div class=\"d0 w140\">\u00a0</div>efectivo.</div></div></div></div></div></div></div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFinanceIncomeAndCostsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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   "value": "<div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1876\"><div class=\"po0 l342 t756 f0\" id=\"div_1859_XBRL_TS_5976481903bc4bf99a722f334155dd85\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1874\"><div class=\"po0 l342 t756 f0\" id=\"div_1860_XBRL_TS_4080371a2c82479f99ce944ca61eaaef\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1872\"><div class=\"po0 l342 t756 f0\" id=\"div_1861_XBRL_TS_b6af065d43ca4f0195a4f042f851fc73\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1868\"><div class=\"po1 w502 z0\" id=\"TextContainer1868\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4320\">Pasivos financieros- </div></div><div class=\"po0 l342 t762 f0\" id=\"div_1862_XBRL_TS_2a555570717a448e9d1a64cd5b57269a\"><div class=\"po1 w502 h100 lh0\" id=\"TextBlockContainer1863\"><div class=\"po1 w502 z0\" id=\"TextContainer1863\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4324\">Esta<div class=\"d0 w420\">\u00a0</div>categor\u00eda<div class=\"d0 w129\">\u00a0</div>incluye<div class=\"d0 w264\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>d\u00e9bitos<div class=\"d0 w9\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>operaciones<div class=\"d0 w234\">\u00a0</div>comerciales y<div class=\"d0 w270\">\u00a0</div>d\u00e9bitos por<div class=\"d0 w275\">\u00a0</div>operaciones<div class=\"d0 w20\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4325\">comerciales.<div class=\"d0 w68\">\u00a0</div>Estos<div class=\"d0 w583\">\u00a0</div>recursos<div class=\"d0 w428\">\u00a0</div>ajenos<div class=\"d0 w535\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>clasifican<div class=\"d0 w465\">\u00a0</div>como<div class=\"d0 w590\">\u00a0</div>pasivos<div class=\"d0 w192\">\u00a0</div>corrientes,<div class=\"d0 w706\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>menos<div class=\"d0 w205\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4327\">Sociedad tenga un derecho incondicional a diferir su liquidaci\u00f3n durante al menos doce meses </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4328\">despu\u00e9s de<div class=\"d0 w518\">\u00a0</div>la fecha<div class=\"d0 w396\">\u00a0</div>del balance.<div class=\"d0 w9\">\u00a0</div>Los d\u00e9bitos por<div class=\"d0 w486\">\u00a0</div>operaciones comerciales<div class=\"d0 w236\">\u00a0</div>con vencimiento<div class=\"d0 w47\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4329\">superior a un<div class=\"d0 w141\">\u00a0</div>a\u00f1o y que<div class=\"d0 w330\">\u00a0</div>no tienen un<div class=\"d0 w268\">\u00a0</div>tipo de<div class=\"d0 w406\">\u00a0</div>inter\u00e9s contractual<div class=\"d0 w488\">\u00a0</div>se valoran, tanto<div class=\"d0 w619\">\u00a0</div>en el momento </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a4332\">inicial como<div class=\"d0 w110\">\u00a0</div>posteriormente, por su<div class=\"d0 w344\">\u00a0</div>valor nominal cuando<div class=\"d0 w383\">\u00a0</div>el efecto<div class=\"d0 w39\">\u00a0</div>de no<div class=\"d0 w129\">\u00a0</div>actualizar los flujos </div><div class=\"po0 fs14 cl2 l341 t1312\" id=\"a4333\">de efectivo no es significativo.</div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer1869\"><div class=\"po0 fs14 cl4 l340 t865\" id=\"a4335\">. </div><div class=\"po0 fs14 cl2 l340 t866\" id=\"a4337\">La deuda<div class=\"d0 w484\">\u00a0</div>financiera se<div class=\"d0 w18\">\u00a0</div>reconoce inicialmente por<div class=\"d0 w234\">\u00a0</div>el importe<div class=\"d0 w223\">\u00a0</div>del valor<div class=\"d0 w19\">\u00a0</div>razonable de la<div class=\"d0 w239\">\u00a0</div>misma, </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a4339\">ajust\u00e1ndose en el pasivo financiero los<div class=\"d0 w126\">\u00a0</div>costes directamente atribuibles en que<div class=\"d0 w498\">\u00a0</div>se haya incurrido </div><div class=\"po0 fs14 cl2 l340 t868\" id=\"a4344\">para su obtenci\u00f3n. En per\u00edodos posteriores, se valoran al coste amortizado, es decir, al importe </div><div class=\"po0 fs14 cl2 l340 t869\" id=\"a4348\">al que<div class=\"d0 w396\">\u00a0</div>fue medido<div class=\"d0 w17\">\u00a0</div>en su<div class=\"d0 w129\">\u00a0</div>reconocimiento inicial, descontado los<div class=\"d0 w486\">\u00a0</div>reembolsos del principal,<div class=\"d0 w236\">\u00a0</div>m\u00e1s </div><div class=\"po0 fs14 cl2 l340 t1313\" id=\"a4349\">cualquier diferencia<div class=\"d0 w236\">\u00a0</div>entre el<div class=\"d0 w17\">\u00a0</div>importe inicial y<div class=\"d0 w343\">\u00a0</div>el importe<div class=\"d0 w32\">\u00a0</div>al vencimiento, utilizando<div class=\"d0 w343\">\u00a0</div>el m\u00e9todo </div><div class=\"po0 fs14 cl2 l340 t1314\" id=\"a4350\">del inter\u00e9s efectivo. </div><div class=\"po0 fs14 cl4 l340 t1315\" id=\"a4352\">. </div></div><div class=\"po0 l342 t1326 f0\" id=\"div_1865_XBRL_TS_a46ece6cd77e45b88183d42d4be0fcab\"><div class=\"po1 w502 h95 lh0\" id=\"TextBlockContainer1866\"><div class=\"po1 w502 z0\" id=\"TextContainer1866\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4354\">Finalmente, el Grupo<div class=\"d0 w331\">\u00a0</div>dar\u00e1 de<div class=\"d0 w561\">\u00a0</div>baja un<div class=\"d0 w299\">\u00a0</div>pasivo financiero,<div class=\"d0 w330\">\u00a0</div>\u00fanicamente cuando<div class=\"d0 w332\">\u00a0</div>se haya extinguido, </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4356\">es decir, cuando<div class=\"d0 w7\">\u00a0</div>la obligaci\u00f3n especificada en el<div class=\"d0 w55\">\u00a0</div>correspondiente contrato haya sido satisfecha </div><div class=\"po0 fs14 cl2 l340 t1316\" id=\"a4357\">o cancelada, o bien haya expirado. </div><div class=\"po0 fs26 cl2 l340 t1317\" id=\"a4360\">Pasivos financieros \u2013 refinanciaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t1318\" id=\"a4366\">Una modificaci\u00f3n sustancial<div class=\"d0 w141\">\u00a0</div>de las condiciones actuales<div class=\"d0 w324\">\u00a0</div>de un pasivo financiero<div class=\"d0 w555\">\u00a0</div>existente o una </div><div class=\"po0 fs14 cl2 l340 t1319\" id=\"a4367\">parte<div class=\"d0 w190\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>mismo<div class=\"d0 w583\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>contabiliza<div class=\"d0 w439\">\u00a0</div>como<div class=\"d0 w212\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>cancelaci\u00f3n<div class=\"d0 w432\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>pasivo<div class=\"d0 w428\">\u00a0</div>financiero<div class=\"d0 w433\">\u00a0</div>original<div class=\"d0 w440\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t1320\" id=\"a4368\">reconocimiento<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>nuevo<div class=\"d0 w200\">\u00a0</div>pasivo<div class=\"d0 w391\">\u00a0</div>financiero,<div class=\"d0 w361\">\u00a0</div>tal<div class=\"d0 w223\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>como<div class=\"d0 w56\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>descrito<div class=\"d0 w250\">\u00a0</div>anteriormente.<div class=\"d0 w9\">\u00a0</div>La </div><div class=\"po0 fs14 cl2 l340 t1321\" id=\"a4370\">diferencia entre el importe en libros del pasivo financiero<div class=\"d0 w353\">\u00a0</div>cancelado y el valor inicial del nuevo </div><div class=\"po0 fs14 cl2 l340 t1322\" id=\"a4371\">pasivo financiero se reconoce en la cuenta de resultados consolidada del periodo, junto con los </div><div class=\"po0 fs14 cl2 l340 t1323\" id=\"a4372\">costes o comisiones<div class=\"d0 w267\">\u00a0</div>incurridos para llevar<div class=\"d0 w85\">\u00a0</div>a cabo la<div class=\"d0 w498\">\u00a0</div>operaci\u00f3n de reestructuraci\u00f3n<div class=\"d0 w146\">\u00a0</div>(extinci\u00f3n del </div><div class=\"po0 fs14 cl2 l340 t1324\" id=\"a4374\">pasivo financiero original).<div class=\"d0 w714\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1325\" id=\"a4377\">En caso contrario<div class=\"d0 w392\">\u00a0</div>(modificaci\u00f3n no<div class=\"d0 w140\">\u00a0</div>sustancial), los<div class=\"d0 w113\">\u00a0</div>citados costes ajustan<div class=\"d0 w125\">\u00a0</div>el importe en<div class=\"d0 w342\">\u00a0</div>libros del </div><div class=\"po0 fs14 cl2 l340 t744\" id=\"a4378\">pasivo financiero modificado,<div class=\"d0 w392\">\u00a0</div>traspas\u00e1ndose a<div class=\"d0 w125\">\u00a0</div>la cuenta de resultados<div class=\"d0 w411\">\u00a0</div>consolidada a lo<div class=\"d0 w498\">\u00a0</div>largo de </div><div class=\"po0 fs14 cl2 l341 t1309\" id=\"a4379\">la vida restante del citado pasivo modificado, conforme al tipo de inter\u00e9s<div class=\"d0 w140\">\u00a0</div>efectivo.</div></div></div></div></div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFinanceCostsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_405": {
   "value": "<div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1874\"><div class=\"po0 l342 t756 f0\" id=\"div_1860_XBRL_TS_4080371a2c82479f99ce944ca61eaaef\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1872\"><div class=\"po0 l342 t756 f0\" id=\"div_1861_XBRL_TS_b6af065d43ca4f0195a4f042f851fc73\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1868\"><div class=\"po1 w502 z0\" id=\"TextContainer1868\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4320\">Pasivos financieros- </div></div><div class=\"po0 l342 t762 f0\" id=\"div_1862_XBRL_TS_2a555570717a448e9d1a64cd5b57269a\"><div class=\"po1 w502 h100 lh0\" id=\"TextBlockContainer1863\"><div class=\"po1 w502 z0\" id=\"TextContainer1863\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4324\">Esta<div class=\"d0 w420\">\u00a0</div>categor\u00eda<div class=\"d0 w129\">\u00a0</div>incluye<div class=\"d0 w264\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>d\u00e9bitos<div class=\"d0 w9\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>operaciones<div class=\"d0 w234\">\u00a0</div>comerciales y<div class=\"d0 w270\">\u00a0</div>d\u00e9bitos por<div class=\"d0 w275\">\u00a0</div>operaciones<div class=\"d0 w20\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4325\">comerciales.<div class=\"d0 w68\">\u00a0</div>Estos<div class=\"d0 w583\">\u00a0</div>recursos<div class=\"d0 w428\">\u00a0</div>ajenos<div class=\"d0 w535\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>clasifican<div class=\"d0 w465\">\u00a0</div>como<div class=\"d0 w590\">\u00a0</div>pasivos<div class=\"d0 w192\">\u00a0</div>corrientes,<div class=\"d0 w706\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>menos<div class=\"d0 w205\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4327\">Sociedad tenga un derecho incondicional a diferir su liquidaci\u00f3n durante al menos doce meses </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4328\">despu\u00e9s de<div class=\"d0 w518\">\u00a0</div>la fecha<div class=\"d0 w396\">\u00a0</div>del balance.<div class=\"d0 w9\">\u00a0</div>Los d\u00e9bitos por<div class=\"d0 w486\">\u00a0</div>operaciones comerciales<div class=\"d0 w236\">\u00a0</div>con vencimiento<div class=\"d0 w47\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4329\">superior a un<div class=\"d0 w141\">\u00a0</div>a\u00f1o y que<div class=\"d0 w330\">\u00a0</div>no tienen un<div class=\"d0 w268\">\u00a0</div>tipo de<div class=\"d0 w406\">\u00a0</div>inter\u00e9s contractual<div class=\"d0 w488\">\u00a0</div>se valoran, tanto<div class=\"d0 w619\">\u00a0</div>en el momento </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a4332\">inicial como<div class=\"d0 w110\">\u00a0</div>posteriormente, por su<div class=\"d0 w344\">\u00a0</div>valor nominal cuando<div class=\"d0 w383\">\u00a0</div>el efecto<div class=\"d0 w39\">\u00a0</div>de no<div class=\"d0 w129\">\u00a0</div>actualizar los flujos </div><div class=\"po0 fs14 cl2 l341 t1312\" id=\"a4333\">de efectivo no es significativo.</div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer1869\"><div class=\"po0 fs14 cl4 l340 t865\" id=\"a4335\">. </div><div class=\"po0 fs14 cl2 l340 t866\" id=\"a4337\">La deuda<div class=\"d0 w484\">\u00a0</div>financiera se<div class=\"d0 w18\">\u00a0</div>reconoce inicialmente por<div class=\"d0 w234\">\u00a0</div>el importe<div class=\"d0 w223\">\u00a0</div>del valor<div class=\"d0 w19\">\u00a0</div>razonable de la<div class=\"d0 w239\">\u00a0</div>misma, </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a4339\">ajust\u00e1ndose en el pasivo financiero los<div class=\"d0 w126\">\u00a0</div>costes directamente atribuibles en que<div class=\"d0 w498\">\u00a0</div>se haya incurrido </div><div class=\"po0 fs14 cl2 l340 t868\" id=\"a4344\">para su obtenci\u00f3n. En per\u00edodos posteriores, se valoran al coste amortizado, es decir, al importe </div><div class=\"po0 fs14 cl2 l340 t869\" id=\"a4348\">al que<div class=\"d0 w396\">\u00a0</div>fue medido<div class=\"d0 w17\">\u00a0</div>en su<div class=\"d0 w129\">\u00a0</div>reconocimiento inicial, descontado los<div class=\"d0 w486\">\u00a0</div>reembolsos del principal,<div class=\"d0 w236\">\u00a0</div>m\u00e1s </div><div class=\"po0 fs14 cl2 l340 t1313\" id=\"a4349\">cualquier diferencia<div class=\"d0 w236\">\u00a0</div>entre el<div class=\"d0 w17\">\u00a0</div>importe inicial y<div class=\"d0 w343\">\u00a0</div>el importe<div class=\"d0 w32\">\u00a0</div>al vencimiento, utilizando<div class=\"d0 w343\">\u00a0</div>el m\u00e9todo </div><div class=\"po0 fs14 cl2 l340 t1314\" id=\"a4350\">del inter\u00e9s efectivo. </div><div class=\"po0 fs14 cl4 l340 t1315\" id=\"a4352\">. </div></div><div class=\"po0 l342 t1326 f0\" id=\"div_1865_XBRL_TS_a46ece6cd77e45b88183d42d4be0fcab\"><div class=\"po1 w502 h95 lh0\" id=\"TextBlockContainer1866\"><div class=\"po1 w502 z0\" id=\"TextContainer1866\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4354\">Finalmente, el Grupo<div class=\"d0 w331\">\u00a0</div>dar\u00e1 de<div class=\"d0 w561\">\u00a0</div>baja un<div class=\"d0 w299\">\u00a0</div>pasivo financiero,<div class=\"d0 w330\">\u00a0</div>\u00fanicamente cuando<div class=\"d0 w332\">\u00a0</div>se haya extinguido, </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4356\">es decir, cuando<div class=\"d0 w7\">\u00a0</div>la obligaci\u00f3n especificada en el<div class=\"d0 w55\">\u00a0</div>correspondiente contrato haya sido satisfecha </div><div class=\"po0 fs14 cl2 l340 t1316\" id=\"a4357\">o cancelada, o bien haya expirado. </div><div class=\"po0 fs26 cl2 l340 t1317\" id=\"a4360\">Pasivos financieros \u2013 refinanciaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t1318\" id=\"a4366\">Una modificaci\u00f3n sustancial<div class=\"d0 w141\">\u00a0</div>de las condiciones actuales<div class=\"d0 w324\">\u00a0</div>de un pasivo financiero<div class=\"d0 w555\">\u00a0</div>existente o una </div><div class=\"po0 fs14 cl2 l340 t1319\" id=\"a4367\">parte<div class=\"d0 w190\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>mismo<div class=\"d0 w583\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>contabiliza<div class=\"d0 w439\">\u00a0</div>como<div class=\"d0 w212\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>cancelaci\u00f3n<div class=\"d0 w432\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>pasivo<div class=\"d0 w428\">\u00a0</div>financiero<div class=\"d0 w433\">\u00a0</div>original<div class=\"d0 w440\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t1320\" id=\"a4368\">reconocimiento<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>nuevo<div class=\"d0 w200\">\u00a0</div>pasivo<div class=\"d0 w391\">\u00a0</div>financiero,<div class=\"d0 w361\">\u00a0</div>tal<div class=\"d0 w223\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>como<div class=\"d0 w56\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>descrito<div class=\"d0 w250\">\u00a0</div>anteriormente.<div class=\"d0 w9\">\u00a0</div>La </div><div class=\"po0 fs14 cl2 l340 t1321\" id=\"a4370\">diferencia entre el importe en libros del pasivo financiero<div class=\"d0 w353\">\u00a0</div>cancelado y el valor inicial del nuevo </div><div class=\"po0 fs14 cl2 l340 t1322\" id=\"a4371\">pasivo financiero se reconoce en la cuenta de resultados consolidada del periodo, junto con los </div><div class=\"po0 fs14 cl2 l340 t1323\" id=\"a4372\">costes o comisiones<div class=\"d0 w267\">\u00a0</div>incurridos para llevar<div class=\"d0 w85\">\u00a0</div>a cabo la<div class=\"d0 w498\">\u00a0</div>operaci\u00f3n de reestructuraci\u00f3n<div class=\"d0 w146\">\u00a0</div>(extinci\u00f3n del </div><div class=\"po0 fs14 cl2 l340 t1324\" id=\"a4374\">pasivo financiero original).<div class=\"d0 w714\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1325\" id=\"a4377\">En caso contrario<div class=\"d0 w392\">\u00a0</div>(modificaci\u00f3n no<div class=\"d0 w140\">\u00a0</div>sustancial), los<div class=\"d0 w113\">\u00a0</div>citados costes ajustan<div class=\"d0 w125\">\u00a0</div>el importe en<div class=\"d0 w342\">\u00a0</div>libros del </div><div class=\"po0 fs14 cl2 l340 t744\" id=\"a4378\">pasivo financiero modificado,<div class=\"d0 w392\">\u00a0</div>traspas\u00e1ndose a<div class=\"d0 w125\">\u00a0</div>la cuenta de resultados<div class=\"d0 w411\">\u00a0</div>consolidada a lo<div class=\"d0 w498\">\u00a0</div>largo de </div><div class=\"po0 fs14 cl2 l341 t1309\" id=\"a4379\">la vida restante del citado pasivo modificado, conforme al tipo de inter\u00e9s<div class=\"d0 w140\">\u00a0</div>efectivo.</div></div></div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForBorrowingsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_406": {
   "value": "<div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1872\"><div class=\"po0 l342 t756 f0\" id=\"div_1861_XBRL_TS_b6af065d43ca4f0195a4f042f851fc73\"><div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1868\"><div class=\"po1 w502 z0\" id=\"TextContainer1868\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4320\">Pasivos financieros- </div></div><div class=\"po0 l342 t762 f0\" id=\"div_1862_XBRL_TS_2a555570717a448e9d1a64cd5b57269a\"><div class=\"po1 w502 h100 lh0\" id=\"TextBlockContainer1863\"><div class=\"po1 w502 z0\" id=\"TextContainer1863\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4324\">Esta<div class=\"d0 w420\">\u00a0</div>categor\u00eda<div class=\"d0 w129\">\u00a0</div>incluye<div class=\"d0 w264\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>d\u00e9bitos<div class=\"d0 w9\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>operaciones<div class=\"d0 w234\">\u00a0</div>comerciales y<div class=\"d0 w270\">\u00a0</div>d\u00e9bitos por<div class=\"d0 w275\">\u00a0</div>operaciones<div class=\"d0 w20\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4325\">comerciales.<div class=\"d0 w68\">\u00a0</div>Estos<div class=\"d0 w583\">\u00a0</div>recursos<div class=\"d0 w428\">\u00a0</div>ajenos<div class=\"d0 w535\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>clasifican<div class=\"d0 w465\">\u00a0</div>como<div class=\"d0 w590\">\u00a0</div>pasivos<div class=\"d0 w192\">\u00a0</div>corrientes,<div class=\"d0 w706\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>menos<div class=\"d0 w205\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4327\">Sociedad tenga un derecho incondicional a diferir su liquidaci\u00f3n durante al menos doce meses </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4328\">despu\u00e9s de<div class=\"d0 w518\">\u00a0</div>la fecha<div class=\"d0 w396\">\u00a0</div>del balance.<div class=\"d0 w9\">\u00a0</div>Los d\u00e9bitos por<div class=\"d0 w486\">\u00a0</div>operaciones comerciales<div class=\"d0 w236\">\u00a0</div>con vencimiento<div class=\"d0 w47\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4329\">superior a un<div class=\"d0 w141\">\u00a0</div>a\u00f1o y que<div class=\"d0 w330\">\u00a0</div>no tienen un<div class=\"d0 w268\">\u00a0</div>tipo de<div class=\"d0 w406\">\u00a0</div>inter\u00e9s contractual<div class=\"d0 w488\">\u00a0</div>se valoran, tanto<div class=\"d0 w619\">\u00a0</div>en el momento </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a4332\">inicial como<div class=\"d0 w110\">\u00a0</div>posteriormente, por su<div class=\"d0 w344\">\u00a0</div>valor nominal cuando<div class=\"d0 w383\">\u00a0</div>el efecto<div class=\"d0 w39\">\u00a0</div>de no<div class=\"d0 w129\">\u00a0</div>actualizar los flujos </div><div class=\"po0 fs14 cl2 l341 t1312\" id=\"a4333\">de efectivo no es significativo.</div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer1869\"><div class=\"po0 fs14 cl4 l340 t865\" id=\"a4335\">. </div><div class=\"po0 fs14 cl2 l340 t866\" id=\"a4337\">La deuda<div class=\"d0 w484\">\u00a0</div>financiera se<div class=\"d0 w18\">\u00a0</div>reconoce inicialmente por<div class=\"d0 w234\">\u00a0</div>el importe<div class=\"d0 w223\">\u00a0</div>del valor<div class=\"d0 w19\">\u00a0</div>razonable de la<div class=\"d0 w239\">\u00a0</div>misma, </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a4339\">ajust\u00e1ndose en el pasivo financiero los<div class=\"d0 w126\">\u00a0</div>costes directamente atribuibles en que<div class=\"d0 w498\">\u00a0</div>se haya incurrido </div><div class=\"po0 fs14 cl2 l340 t868\" id=\"a4344\">para su obtenci\u00f3n. En per\u00edodos posteriores, se valoran al coste amortizado, es decir, al importe </div><div class=\"po0 fs14 cl2 l340 t869\" id=\"a4348\">al que<div class=\"d0 w396\">\u00a0</div>fue medido<div class=\"d0 w17\">\u00a0</div>en su<div class=\"d0 w129\">\u00a0</div>reconocimiento inicial, descontado los<div class=\"d0 w486\">\u00a0</div>reembolsos del principal,<div class=\"d0 w236\">\u00a0</div>m\u00e1s </div><div class=\"po0 fs14 cl2 l340 t1313\" id=\"a4349\">cualquier diferencia<div class=\"d0 w236\">\u00a0</div>entre el<div class=\"d0 w17\">\u00a0</div>importe inicial y<div class=\"d0 w343\">\u00a0</div>el importe<div class=\"d0 w32\">\u00a0</div>al vencimiento, utilizando<div class=\"d0 w343\">\u00a0</div>el m\u00e9todo </div><div class=\"po0 fs14 cl2 l340 t1314\" id=\"a4350\">del inter\u00e9s efectivo. </div><div class=\"po0 fs14 cl4 l340 t1315\" id=\"a4352\">. </div></div><div class=\"po0 l342 t1326 f0\" id=\"div_1865_XBRL_TS_a46ece6cd77e45b88183d42d4be0fcab\"><div class=\"po1 w502 h95 lh0\" id=\"TextBlockContainer1866\"><div class=\"po1 w502 z0\" id=\"TextContainer1866\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4354\">Finalmente, el Grupo<div class=\"d0 w331\">\u00a0</div>dar\u00e1 de<div class=\"d0 w561\">\u00a0</div>baja un<div class=\"d0 w299\">\u00a0</div>pasivo financiero,<div class=\"d0 w330\">\u00a0</div>\u00fanicamente cuando<div class=\"d0 w332\">\u00a0</div>se haya extinguido, </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4356\">es decir, cuando<div class=\"d0 w7\">\u00a0</div>la obligaci\u00f3n especificada en el<div class=\"d0 w55\">\u00a0</div>correspondiente contrato haya sido satisfecha </div><div class=\"po0 fs14 cl2 l340 t1316\" id=\"a4357\">o cancelada, o bien haya expirado. </div><div class=\"po0 fs26 cl2 l340 t1317\" id=\"a4360\">Pasivos financieros \u2013 refinanciaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t1318\" id=\"a4366\">Una modificaci\u00f3n sustancial<div class=\"d0 w141\">\u00a0</div>de las condiciones actuales<div class=\"d0 w324\">\u00a0</div>de un pasivo financiero<div class=\"d0 w555\">\u00a0</div>existente o una </div><div class=\"po0 fs14 cl2 l340 t1319\" id=\"a4367\">parte<div class=\"d0 w190\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>mismo<div class=\"d0 w583\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>contabiliza<div class=\"d0 w439\">\u00a0</div>como<div class=\"d0 w212\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>cancelaci\u00f3n<div class=\"d0 w432\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>pasivo<div class=\"d0 w428\">\u00a0</div>financiero<div class=\"d0 w433\">\u00a0</div>original<div class=\"d0 w440\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t1320\" id=\"a4368\">reconocimiento<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>nuevo<div class=\"d0 w200\">\u00a0</div>pasivo<div class=\"d0 w391\">\u00a0</div>financiero,<div class=\"d0 w361\">\u00a0</div>tal<div class=\"d0 w223\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>como<div class=\"d0 w56\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>descrito<div class=\"d0 w250\">\u00a0</div>anteriormente.<div class=\"d0 w9\">\u00a0</div>La </div><div class=\"po0 fs14 cl2 l340 t1321\" id=\"a4370\">diferencia entre el importe en libros del pasivo financiero<div class=\"d0 w353\">\u00a0</div>cancelado y el valor inicial del nuevo </div><div class=\"po0 fs14 cl2 l340 t1322\" id=\"a4371\">pasivo financiero se reconoce en la cuenta de resultados consolidada del periodo, junto con los </div><div class=\"po0 fs14 cl2 l340 t1323\" id=\"a4372\">costes o comisiones<div class=\"d0 w267\">\u00a0</div>incurridos para llevar<div class=\"d0 w85\">\u00a0</div>a cabo la<div class=\"d0 w498\">\u00a0</div>operaci\u00f3n de reestructuraci\u00f3n<div class=\"d0 w146\">\u00a0</div>(extinci\u00f3n del </div><div class=\"po0 fs14 cl2 l340 t1324\" id=\"a4374\">pasivo financiero original).<div class=\"d0 w714\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1325\" id=\"a4377\">En caso contrario<div class=\"d0 w392\">\u00a0</div>(modificaci\u00f3n no<div class=\"d0 w140\">\u00a0</div>sustancial), los<div class=\"d0 w113\">\u00a0</div>citados costes ajustan<div class=\"d0 w125\">\u00a0</div>el importe en<div class=\"d0 w342\">\u00a0</div>libros del </div><div class=\"po0 fs14 cl2 l340 t744\" id=\"a4378\">pasivo financiero modificado,<div class=\"d0 w392\">\u00a0</div>traspas\u00e1ndose a<div class=\"d0 w125\">\u00a0</div>la cuenta de resultados<div class=\"d0 w411\">\u00a0</div>consolidada a lo<div class=\"d0 w498\">\u00a0</div>largo de </div><div class=\"po0 fs14 cl2 l341 t1309\" id=\"a4379\">la vida restante del citado pasivo modificado, conforme al tipo de inter\u00e9s<div class=\"d0 w140\">\u00a0</div>efectivo.</div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForBorrowingCostsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_407": {
   "value": "<div class=\"po1 w502 h101 lh0\" id=\"TextBlockContainer1868\"><div class=\"po1 w502 z0\" id=\"TextContainer1868\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4320\">Pasivos financieros- </div></div><div class=\"po0 l342 t762 f0\" id=\"div_1862_XBRL_TS_2a555570717a448e9d1a64cd5b57269a\"><div class=\"po1 w502 h100 lh0\" id=\"TextBlockContainer1863\"><div class=\"po1 w502 z0\" id=\"TextContainer1863\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4324\">Esta<div class=\"d0 w420\">\u00a0</div>categor\u00eda<div class=\"d0 w129\">\u00a0</div>incluye<div class=\"d0 w264\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>d\u00e9bitos<div class=\"d0 w9\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>operaciones<div class=\"d0 w234\">\u00a0</div>comerciales y<div class=\"d0 w270\">\u00a0</div>d\u00e9bitos por<div class=\"d0 w275\">\u00a0</div>operaciones<div class=\"d0 w20\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4325\">comerciales.<div class=\"d0 w68\">\u00a0</div>Estos<div class=\"d0 w583\">\u00a0</div>recursos<div class=\"d0 w428\">\u00a0</div>ajenos<div class=\"d0 w535\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>clasifican<div class=\"d0 w465\">\u00a0</div>como<div class=\"d0 w590\">\u00a0</div>pasivos<div class=\"d0 w192\">\u00a0</div>corrientes,<div class=\"d0 w706\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>menos<div class=\"d0 w205\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4327\">Sociedad tenga un derecho incondicional a diferir su liquidaci\u00f3n durante al menos doce meses </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4328\">despu\u00e9s de<div class=\"d0 w518\">\u00a0</div>la fecha<div class=\"d0 w396\">\u00a0</div>del balance.<div class=\"d0 w9\">\u00a0</div>Los d\u00e9bitos por<div class=\"d0 w486\">\u00a0</div>operaciones comerciales<div class=\"d0 w236\">\u00a0</div>con vencimiento<div class=\"d0 w47\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4329\">superior a un<div class=\"d0 w141\">\u00a0</div>a\u00f1o y que<div class=\"d0 w330\">\u00a0</div>no tienen un<div class=\"d0 w268\">\u00a0</div>tipo de<div class=\"d0 w406\">\u00a0</div>inter\u00e9s contractual<div class=\"d0 w488\">\u00a0</div>se valoran, tanto<div class=\"d0 w619\">\u00a0</div>en el momento </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a4332\">inicial como<div class=\"d0 w110\">\u00a0</div>posteriormente, por su<div class=\"d0 w344\">\u00a0</div>valor nominal cuando<div class=\"d0 w383\">\u00a0</div>el efecto<div class=\"d0 w39\">\u00a0</div>de no<div class=\"d0 w129\">\u00a0</div>actualizar los flujos </div><div class=\"po0 fs14 cl2 l341 t1312\" id=\"a4333\">de efectivo no es significativo.</div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer1869\"><div class=\"po0 fs14 cl4 l340 t865\" id=\"a4335\">. </div><div class=\"po0 fs14 cl2 l340 t866\" id=\"a4337\">La deuda<div class=\"d0 w484\">\u00a0</div>financiera se<div class=\"d0 w18\">\u00a0</div>reconoce inicialmente por<div class=\"d0 w234\">\u00a0</div>el importe<div class=\"d0 w223\">\u00a0</div>del valor<div class=\"d0 w19\">\u00a0</div>razonable de la<div class=\"d0 w239\">\u00a0</div>misma, </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a4339\">ajust\u00e1ndose en el pasivo financiero los<div class=\"d0 w126\">\u00a0</div>costes directamente atribuibles en que<div class=\"d0 w498\">\u00a0</div>se haya incurrido </div><div class=\"po0 fs14 cl2 l340 t868\" id=\"a4344\">para su obtenci\u00f3n. En per\u00edodos posteriores, se valoran al coste amortizado, es decir, al importe </div><div class=\"po0 fs14 cl2 l340 t869\" id=\"a4348\">al que<div class=\"d0 w396\">\u00a0</div>fue medido<div class=\"d0 w17\">\u00a0</div>en su<div class=\"d0 w129\">\u00a0</div>reconocimiento inicial, descontado los<div class=\"d0 w486\">\u00a0</div>reembolsos del principal,<div class=\"d0 w236\">\u00a0</div>m\u00e1s </div><div class=\"po0 fs14 cl2 l340 t1313\" id=\"a4349\">cualquier diferencia<div class=\"d0 w236\">\u00a0</div>entre el<div class=\"d0 w17\">\u00a0</div>importe inicial y<div class=\"d0 w343\">\u00a0</div>el importe<div class=\"d0 w32\">\u00a0</div>al vencimiento, utilizando<div class=\"d0 w343\">\u00a0</div>el m\u00e9todo </div><div class=\"po0 fs14 cl2 l340 t1314\" id=\"a4350\">del inter\u00e9s efectivo. </div><div class=\"po0 fs14 cl4 l340 t1315\" id=\"a4352\">. </div></div><div class=\"po0 l342 t1326 f0\" id=\"div_1865_XBRL_TS_a46ece6cd77e45b88183d42d4be0fcab\"><div class=\"po1 w502 h95 lh0\" id=\"TextBlockContainer1866\"><div class=\"po1 w502 z0\" id=\"TextContainer1866\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4354\">Finalmente, el Grupo<div class=\"d0 w331\">\u00a0</div>dar\u00e1 de<div class=\"d0 w561\">\u00a0</div>baja un<div class=\"d0 w299\">\u00a0</div>pasivo financiero,<div class=\"d0 w330\">\u00a0</div>\u00fanicamente cuando<div class=\"d0 w332\">\u00a0</div>se haya extinguido, </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4356\">es decir, cuando<div class=\"d0 w7\">\u00a0</div>la obligaci\u00f3n especificada en el<div class=\"d0 w55\">\u00a0</div>correspondiente contrato haya sido satisfecha </div><div class=\"po0 fs14 cl2 l340 t1316\" id=\"a4357\">o cancelada, o bien haya expirado. </div><div class=\"po0 fs26 cl2 l340 t1317\" id=\"a4360\">Pasivos financieros \u2013 refinanciaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t1318\" id=\"a4366\">Una modificaci\u00f3n sustancial<div class=\"d0 w141\">\u00a0</div>de las condiciones actuales<div class=\"d0 w324\">\u00a0</div>de un pasivo financiero<div class=\"d0 w555\">\u00a0</div>existente o una </div><div class=\"po0 fs14 cl2 l340 t1319\" id=\"a4367\">parte<div class=\"d0 w190\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>mismo<div class=\"d0 w583\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>contabiliza<div class=\"d0 w439\">\u00a0</div>como<div class=\"d0 w212\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>cancelaci\u00f3n<div class=\"d0 w432\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>pasivo<div class=\"d0 w428\">\u00a0</div>financiero<div class=\"d0 w433\">\u00a0</div>original<div class=\"d0 w440\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t1320\" id=\"a4368\">reconocimiento<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>nuevo<div class=\"d0 w200\">\u00a0</div>pasivo<div class=\"d0 w391\">\u00a0</div>financiero,<div class=\"d0 w361\">\u00a0</div>tal<div class=\"d0 w223\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>como<div class=\"d0 w56\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>descrito<div class=\"d0 w250\">\u00a0</div>anteriormente.<div class=\"d0 w9\">\u00a0</div>La </div><div class=\"po0 fs14 cl2 l340 t1321\" id=\"a4370\">diferencia entre el importe en libros del pasivo financiero<div class=\"d0 w353\">\u00a0</div>cancelado y el valor inicial del nuevo </div><div class=\"po0 fs14 cl2 l340 t1322\" id=\"a4371\">pasivo financiero se reconoce en la cuenta de resultados consolidada del periodo, junto con los </div><div class=\"po0 fs14 cl2 l340 t1323\" id=\"a4372\">costes o comisiones<div class=\"d0 w267\">\u00a0</div>incurridos para llevar<div class=\"d0 w85\">\u00a0</div>a cabo la<div class=\"d0 w498\">\u00a0</div>operaci\u00f3n de reestructuraci\u00f3n<div class=\"d0 w146\">\u00a0</div>(extinci\u00f3n del </div><div class=\"po0 fs14 cl2 l340 t1324\" id=\"a4374\">pasivo financiero original).<div class=\"d0 w714\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1325\" id=\"a4377\">En caso contrario<div class=\"d0 w392\">\u00a0</div>(modificaci\u00f3n no<div class=\"d0 w140\">\u00a0</div>sustancial), los<div class=\"d0 w113\">\u00a0</div>citados costes ajustan<div class=\"d0 w125\">\u00a0</div>el importe en<div class=\"d0 w342\">\u00a0</div>libros del </div><div class=\"po0 fs14 cl2 l340 t744\" id=\"a4378\">pasivo financiero modificado,<div class=\"d0 w392\">\u00a0</div>traspas\u00e1ndose a<div class=\"d0 w125\">\u00a0</div>la cuenta de resultados<div class=\"d0 w411\">\u00a0</div>consolidada a lo<div class=\"d0 w498\">\u00a0</div>largo de </div><div class=\"po0 fs14 cl2 l341 t1309\" id=\"a4379\">la vida restante del citado pasivo modificado, conforme al tipo de inter\u00e9s<div class=\"d0 w140\">\u00a0</div>efectivo.</div></div></div></div></div><div class=\"po1 w374 h54 lh0\" id=\"TextBlockContainer1881\"><div class=\"po1 w374 z0\" id=\"TextContainer1881\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a4383\">Instrumentos financieros compuestos </div><div class=\"po0 fs14 cl2 l340 t1328\" id=\"a4386\">Un instrumento<div class=\"d0 w38\">\u00a0</div>financiero compuesto es<div class=\"d0 w60\">\u00a0</div>un instrumento<div class=\"d0 w246\">\u00a0</div>financiero que incluye<div class=\"d0 w201\">\u00a0</div>componentes </div><div class=\"po0 fs14 cl2 l340 t1329\" id=\"a4387\">de pasivo y de patrimonio simult\u00e1neamente. Por ello,<div class=\"d0 w516\">\u00a0</div>el Grupo reconoce, valora y presenta<div class=\"d0 w514\">\u00a0</div>por </div></div></div><div class=\"po1 w502 h103 lh0\" id=\"TextBlockContainer1892\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer1892\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4397\">separado en<div class=\"d0 w237\">\u00a0</div>su<div class=\"d0 w56\">\u00a0</div>balance consolidado<div class=\"d0 w344\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>elementos de<div class=\"d0 w167\">\u00a0</div>pasivo y<div class=\"d0 w168\">\u00a0</div>de patrimonio<div class=\"d0 w247\">\u00a0</div>neto<div class=\"d0 w17\">\u00a0</div>creados a </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a4402\">partir de un \u00fanico instrumento financiero. </div><div class=\"po0 fs14 cl2 l340 t1331\" id=\"a4404\">El<div class=\"d0 w110\">\u00a0</div>Grupo<div class=\"d0 w57\">\u00a0</div>distribuye el<div class=\"d0 w380\">\u00a0</div>valor<div class=\"d0 w49\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>instrumentos financieros<div class=\"d0 w285\">\u00a0</div>compuestos de<div class=\"d0 w477\">\u00a0</div>acuerdo con<div class=\"d0 w162\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t1332\" id=\"a4405\">siguientes criterios: </div><div class=\"po0 fs33 cl2 l382 t1333\" id=\"a4407\">-</div><div class=\"po0 fs14 cl2 l466 t1334\" id=\"a4409\">El componente de<div class=\"d0 w414\">\u00a0</div>pasivo se registra<div class=\"d0 w330\">\u00a0</div>al valor razonable<div class=\"d0 w427\">\u00a0</div>de un pasivo<div class=\"d0 w141\">\u00a0</div>similar que no<div class=\"d0 w478\">\u00a0</div>lleve </div><div class=\"po0 fs14 cl2 l466 t1335\" id=\"a4410\">asociado el componente de patrimonio. </div><div class=\"po0 fs33 cl2 l382 t1336\" id=\"a4412\">-</div><div class=\"po0 fs14 cl2 l466 t1337\" id=\"a4414\">El<div class=\"d0 w111\">\u00a0</div>componente<div class=\"d0 w368\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>patrimonio<div class=\"d0 w234\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>valora<div class=\"d0 w49\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>diferencia entre<div class=\"d0 w536\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>inicial<div class=\"d0 w236\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l466 t1338\" id=\"a4415\">instrumento y el valor asignado al componente de pasivo. </div><div class=\"po0 fs33 cl2 l382 t1339\" id=\"a4417\">-</div><div class=\"po0 fs14 cl2 l467 t673\" id=\"a4419\">En la misma proporci\u00f3n se distribuyen los costes de transacci\u00f3n.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFinancialLiabilitiesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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  },
  "ID_408": {
   "value": "<div class=\"po1 w502 h100 lh0\" id=\"TextBlockContainer1863\"><div class=\"po1 w502 z0\" id=\"TextContainer1863\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4324\">Esta<div class=\"d0 w420\">\u00a0</div>categor\u00eda<div class=\"d0 w129\">\u00a0</div>incluye<div class=\"d0 w264\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>d\u00e9bitos<div class=\"d0 w9\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>operaciones<div class=\"d0 w234\">\u00a0</div>comerciales y<div class=\"d0 w270\">\u00a0</div>d\u00e9bitos por<div class=\"d0 w275\">\u00a0</div>operaciones<div class=\"d0 w20\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4325\">comerciales.<div class=\"d0 w68\">\u00a0</div>Estos<div class=\"d0 w583\">\u00a0</div>recursos<div class=\"d0 w428\">\u00a0</div>ajenos<div class=\"d0 w535\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>clasifican<div class=\"d0 w465\">\u00a0</div>como<div class=\"d0 w590\">\u00a0</div>pasivos<div class=\"d0 w192\">\u00a0</div>corrientes,<div class=\"d0 w706\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>menos<div class=\"d0 w205\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4327\">Sociedad tenga un derecho incondicional a diferir su liquidaci\u00f3n durante al menos doce meses </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4328\">despu\u00e9s de<div class=\"d0 w518\">\u00a0</div>la fecha<div class=\"d0 w396\">\u00a0</div>del balance.<div class=\"d0 w9\">\u00a0</div>Los d\u00e9bitos por<div class=\"d0 w486\">\u00a0</div>operaciones comerciales<div class=\"d0 w236\">\u00a0</div>con vencimiento<div class=\"d0 w47\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4329\">superior a un<div class=\"d0 w141\">\u00a0</div>a\u00f1o y que<div class=\"d0 w330\">\u00a0</div>no tienen un<div class=\"d0 w268\">\u00a0</div>tipo de<div class=\"d0 w406\">\u00a0</div>inter\u00e9s contractual<div class=\"d0 w488\">\u00a0</div>se valoran, tanto<div class=\"d0 w619\">\u00a0</div>en el momento </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a4332\">inicial como<div class=\"d0 w110\">\u00a0</div>posteriormente, por su<div class=\"d0 w344\">\u00a0</div>valor nominal cuando<div class=\"d0 w383\">\u00a0</div>el efecto<div class=\"d0 w39\">\u00a0</div>de no<div class=\"d0 w129\">\u00a0</div>actualizar los flujos </div><div class=\"po0 fs14 cl2 l341 t1312\" id=\"a4333\">de efectivo no es significativo.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForTradeAndOtherPayablesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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  "ID_409": {
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w228\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>tipos<div class=\"d0 w200\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>cambio<div class=\"d0 w24\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t860\" id=\"a4428\">diferentes<div class=\"d0 w715\">\u00a0</div>pa\u00edses<div class=\"d0 w504\">\u00a0</div>donde<div class=\"d0 w536\">\u00a0</div>opera.<div class=\"d0 w506\">\u00a0</div>Con<div class=\"d0 w441\">\u00a0</div>objeto<div class=\"d0 w506\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>mitigar<div class=\"d0 w716\">\u00a0</div>este<div class=\"d0 w545\">\u00a0</div>riesgo,<div class=\"d0 w699\">\u00a0</div>se<div class=\"d0 w467\">\u00a0</div>sigue<div class=\"d0 w717\">\u00a0</div>la<div class=\"d0 w684\">\u00a0</div>pr\u00e1ctica<div class=\"d0 w503\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t861\" id=\"a4430\">formalizar, sobre la base<div class=\"d0 w631\">\u00a0</div>de sus previsiones<div class=\"d0 w498\">\u00a0</div>y presupuestos, contratos<div class=\"d0 w354\">\u00a0</div>de cobertura de<div class=\"d0 w498\">\u00a0</div>riesgo en </div><div class=\"po0 fs14 cl2 l340 t862\" id=\"a4431\">la<div class=\"d0 w272\">\u00a0</div>variaci\u00f3n<div class=\"d0 w294\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>tipo<div class=\"d0 w270\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>cambio<div class=\"d0 w273\">\u00a0</div>cuando<div class=\"d0 w536\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>perspectivas<div class=\"d0 w501\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>evoluci\u00f3n<div class=\"d0 w449\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>mercado<div class=\"d0 w372\">\u00a0</div>as\u00ed<div class=\"d0 w432\">\u00a0</div>lo </div><div class=\"po0 fs14 cl2 l340 t863\" id=\"a4432\">aconsejan. </div><div class=\"po0 fs14 cl2 l340 t1304\" id=\"a4435\">Del<div class=\"d0 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w406\">\u00a0</div>con entidades financieras<div class=\"d0 w479\">\u00a0</div>a inter\u00e9s variable.<div class=\"d0 w515\">\u00a0</div>En este </div><div class=\"po0 fs14 cl2 l340 t1342\" id=\"a4444\">sentido el Grupo formaliza contratos de cobertura de<div class=\"d0 w295\">\u00a0</div>riesgo de tipos de inter\u00e9s, b\u00e1sicamente a </div><div class=\"po0 fs14 cl2 l340 t1343\" id=\"a4447\">trav\u00e9s<div class=\"d0 w684\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>contratos<div class=\"d0 w718\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>estructuras<div class=\"d0 w633\">\u00a0</div>que<div class=\"d0 w467\">\u00a0</div>limitan<div class=\"d0 w269\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>tipos<div class=\"d0 w370\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>inter\u00e9s<div class=\"d0 w381\">\u00a0</div>m\u00e1ximos,<div class=\"d0 w436\">\u00a0</div>cuando<div class=\"d0 w271\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t1344\" 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id=\"a4428\">diferentes<div class=\"d0 w715\">\u00a0</div>pa\u00edses<div class=\"d0 w504\">\u00a0</div>donde<div class=\"d0 w536\">\u00a0</div>opera.<div class=\"d0 w506\">\u00a0</div>Con<div class=\"d0 w441\">\u00a0</div>objeto<div class=\"d0 w506\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>mitigar<div class=\"d0 w716\">\u00a0</div>este<div class=\"d0 w545\">\u00a0</div>riesgo,<div class=\"d0 w699\">\u00a0</div>se<div class=\"d0 w467\">\u00a0</div>sigue<div class=\"d0 w717\">\u00a0</div>la<div class=\"d0 w684\">\u00a0</div>pr\u00e1ctica<div class=\"d0 w503\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t861\" id=\"a4430\">formalizar, sobre la base<div class=\"d0 w631\">\u00a0</div>de sus previsiones<div class=\"d0 w498\">\u00a0</div>y presupuestos, contratos<div class=\"d0 w354\">\u00a0</div>de cobertura de<div class=\"d0 w498\">\u00a0</div>riesgo en </div><div class=\"po0 fs14 cl2 l340 t862\" id=\"a4431\">la<div class=\"d0 w272\">\u00a0</div>variaci\u00f3n<div class=\"d0 w294\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>tipo<div class=\"d0 w270\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>cambio<div class=\"d0 w273\">\u00a0</div>cuando<div class=\"d0 w536\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>perspectivas<div class=\"d0 w501\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>evoluci\u00f3n<div class=\"d0 w449\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>mercado<div class=\"d0 w372\">\u00a0</div>as\u00ed<div class=\"d0 w432\">\u00a0</div>lo </div><div class=\"po0 fs14 cl2 l340 t863\" id=\"a4432\">aconsejan. </div><div class=\"po0 fs14 cl2 l340 t1304\" id=\"a4435\">Del<div class=\"d0 w421\">\u00a0</div>mismo<div class=\"d0 w486\">\u00a0</div>modo,<div class=\"d0 w239\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo<div class=\"d0 w57\">\u00a0</div>mantiene<div class=\"d0 w286\">\u00a0</div>una<div class=\"d0 w98\">\u00a0</div>exposici\u00f3n<div class=\"d0 w333\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>tipo<div class=\"d0 w394\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>cambio<div class=\"d0 w228\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>variaciones </div><div class=\"po0 fs14 cl2 l340 t865\" id=\"a4436\">potenciales<div class=\"d0 w7\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>puedan<div class=\"d0 w18\">\u00a0</div>producir<div class=\"d0 w480\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>diferentes<div class=\"d0 w418\">\u00a0</div>divisas<div class=\"d0 w39\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>mantiene<div class=\"d0 w395\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>deuda<div class=\"d0 w24\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l340 t866\" id=\"a4437\">entidades financieras y<div class=\"d0 w344\">\u00a0</div>con terceros, por<div class=\"d0 w234\">\u00a0</div>lo que realiza<div class=\"d0 w63\">\u00a0</div>coberturas de<div class=\"d0 w27\">\u00a0</div>este tipo<div class=\"d0 w129\">\u00a0</div>de operaciones </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a4439\">cuando son relevantes y las perspectivas de evoluci\u00f3n<div class=\"d0 w515\">\u00a0</div>del mercado as\u00ed lo aconsejan. </div><div class=\"po0 fs14 cl2 l340 t1340\" id=\"a4442\">Por otro lado, el Grupo se encuentra expuesto a las variaciones en las curvas de tipo de inter\u00e9s </div><div class=\"po0 fs14 cl2 l340 t1341\" id=\"a4443\">al mantener un alto<div class=\"d0 w325\">\u00a0</div>porcentaje de su deuda<div class=\"d0 w406\">\u00a0</div>con entidades financieras<div class=\"d0 w479\">\u00a0</div>a inter\u00e9s variable.<div class=\"d0 w515\">\u00a0</div>En este </div><div class=\"po0 fs14 cl2 l340 t1342\" id=\"a4444\">sentido el Grupo formaliza contratos de cobertura de<div class=\"d0 w295\">\u00a0</div>riesgo de tipos de inter\u00e9s, b\u00e1sicamente a </div><div class=\"po0 fs14 cl2 l340 t1343\" id=\"a4447\">trav\u00e9s<div class=\"d0 w684\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>contratos<div class=\"d0 w718\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>estructuras<div class=\"d0 w633\">\u00a0</div>que<div class=\"d0 w467\">\u00a0</div>limitan<div class=\"d0 w269\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>tipos<div class=\"d0 w370\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>inter\u00e9s<div class=\"d0 w381\">\u00a0</div>m\u00e1ximos,<div class=\"d0 w436\">\u00a0</div>cuando<div class=\"d0 w271\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t1344\" id=\"a4448\">perspectivas de evoluci\u00f3n del mercado as\u00ed lo aconsejan. </div><div class=\"po0 fs14 cl2 l340 t1345\" id=\"a4451\">Las<div class=\"d0 w196\">\u00a0</div>variaciones<div class=\"d0 w348\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>valor<div class=\"d0 w542\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>estos<div class=\"d0 w564\">\u00a0</div>instrumentos<div class=\"d0 w400\">\u00a0</div>financieros<div class=\"d0 w431\">\u00a0</div>se<div class=\"d0 w157\">\u00a0</div>registran<div class=\"d0 w428\">\u00a0</div>como<div class=\"d0 w261\">\u00a0</div>resultado </div><div class=\"po0 fs14 cl2 l340 t1346\" id=\"a4452\">financiero del<div class=\"d0 w235\">\u00a0</div>ejercicio de<div class=\"d0 w483\">\u00a0</div>acuerdo con<div class=\"d0 w162\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>NIIF, dado<div class=\"d0 w287\">\u00a0</div>que por<div class=\"d0 w227\">\u00a0</div>su<div class=\"d0 w50\">\u00a0</div>naturaleza no<div class=\"d0 w226\">\u00a0</div>cumplen los </div><div class=\"po0 fs14 cl2 l341 t1310\" id=\"a4453\">requisitos de cobertura \u201cefectiva\u201d establecidos en dichas normas.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForDerivativeFinancialInstrumentsAndHedgingExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_412": {
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w341\">\u00a0</div>acuerdo con el<div class=\"d0 w141\">\u00a0</div>grado en que el<div class=\"d0 w472\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l451 t1350\" id=\"a4461\">razonable es observable. </div><div class=\"po0 fs33 cl2 l469 t1351\" id=\"a4464\">-</div><div class=\"po0 fs14 cl2 l470 t1352\" id=\"a4466\">Nivel 1: son aquellos referenciados<div class=\"d0 w620\">\u00a0</div>a precios cotizados (sin<div class=\"d0 w498\">\u00a0</div>ajustar) en mercados activos </div><div class=\"po0 fs14 cl2 l470 t1353\" id=\"a4467\">para activos o pasivos id\u00e9nticos. </div><div class=\"po0 fs33 cl2 l469 t1354\" id=\"a4470\">-</div><div class=\"po0 fs14 cl2 l470 t1355\" id=\"a4472\">Nivel<div class=\"d0 w34\">\u00a0</div>2:<div class=\"d0 w111\">\u00a0</div>son<div class=\"d0 w419\">\u00a0</div>aquellos<div class=\"d0 w21\">\u00a0</div>referenciados<div class=\"d0 w34\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>otros<div class=\"d0 w21\">\u00a0</div>inputs<div class=\"d0 w26\">\u00a0</div>(que<div class=\"d0 w39\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>sean<div class=\"d0 w264\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>precios<div class=\"d0 w56\">\u00a0</div>cotizados </div><div class=\"po0 fs14 cl2 l470 t1356\" id=\"a4473\">incluidos en el<div class=\"d0 w387\">\u00a0</div>nivel 1) observables<div class=\"d0 w298\">\u00a0</div>para el activo<div class=\"d0 w148\">\u00a0</div>o pasivo,<div class=\"d0 w265\">\u00a0</div>ya sea directamente<div class=\"d0 w386\">\u00a0</div>(es decir, </div><div class=\"po0 fs14 cl2 l470 t1357\" id=\"a4474\">precios) o indirectamente (es decir, derivados de los<div class=\"d0 w251\">\u00a0</div>precios). </div></div></div><div class=\"po1 w721 h79 lh0\" id=\"TextBlockContainer1917\"><div class=\"po0 l342 t756 f0\" id=\"div_1914_XBRL_TS_cfe38758754a4b17968643802f5dd288_3\"><div class=\"po1 w721 h79 lh0\" id=\"TextBlockContainer1915\"><img alt=\"doc2p9i1\" class=\"po0 l471 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l472 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w721 z0\" id=\"TextContainer1915\"><div class=\"po0 fs34 cl2 l473 t756\" id=\"a4486\">-</div><div class=\"po0 fs14 cl2 l474 t1359\" id=\"a4488\">Nivel 3:<div class=\"d0 w392\">\u00a0</div>son los<div class=\"d0 w620\">\u00a0</div>referenciados a<div class=\"d0 w411\">\u00a0</div>t\u00e9cnicas de<div class=\"d0 w148\">\u00a0</div>valoraci\u00f3n, que<div class=\"d0 w620\">\u00a0</div>incluyen inputs<div class=\"d0 w585\">\u00a0</div>para el<div class=\"d0 w265\">\u00a0</div>activo </div><div class=\"po0 fs14 cl2 l475 t1360\" id=\"a4489\">o pasivo que no se basan en datos de mercado observables (inputs<div class=\"d0 w479\">\u00a0</div>no observables).</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFairValueMeasurementExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_413": {
   "value": "<div class=\"po1 w374 h107 lh0\" id=\"TextBlockContainer1927\"><div class=\"po0 l342 t756 f0\" id=\"div_1921_XBRL_TS_8f61672ee50a4d8689f8d866545cd05f\"><div class=\"po1 w374 h107 lh0\" id=\"TextBlockContainer1925\"><div class=\"po0 l342 t756 f0\" id=\"div_1922_XBRL_TS_ba3c70c6fa564ebaa3de893f38fc349f\"><div class=\"po1 w374 h107 lh0\" id=\"TextBlockContainer1923\"><div class=\"po1 w374 z0\" id=\"TextContainer1923\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4495\">Inversiones contabilizadas por el m\u00e9todo de la participaci\u00f3n </div><div class=\"po0 fs14 cl2 l345 t920\" id=\"a4497\">Tal y como<div class=\"d0 w231\">\u00a0</div>se describe en<div class=\"d0 w396\">\u00a0</div>la nota 2d<div class=\"d0 w26\">\u00a0</div>de esta memoria,<div class=\"d0 w33\">\u00a0</div>las participaciones en sociedades<div class=\"d0 w50\">\u00a0</div>sobre </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a4501\">las<div class=\"d0 w237\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>posee<div class=\"d0 w477\">\u00a0</div>influencia<div class=\"d0 w201\">\u00a0</div>significativa<div class=\"d0 w167\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>control<div class=\"d0 w230\">\u00a0</div>conjunto<div class=\"d0 w248\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>registran<div class=\"d0 w286\">\u00a0</div>siguiendo<div class=\"d0 w288\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t922\" id=\"a4502\">m\u00e9todo de la participaci\u00f3n.<div class=\"d0 w481\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t1017\" id=\"a4505\">Cuando hubiera<div class=\"d0 w498\">\u00a0</div>indicios de<div class=\"d0 w423\">\u00a0</div>deterioro, y<div class=\"d0 w557\">\u00a0</div>al menos<div class=\"d0 w147\">\u00a0</div>anualmente, el<div class=\"d0 w354\">\u00a0</div>Grupo analiza<div class=\"d0 w385\">\u00a0</div>el valor<div class=\"d0 w300\">\u00a0</div>de estas </div><div class=\"po0 fs14 cl2 l345 t772\" id=\"a4506\">inversiones para<div class=\"d0 w285\">\u00a0</div>determinar si<div class=\"d0 w470\">\u00a0</div>las mismas<div class=\"d0 w227\">\u00a0</div>hubieran sufrido<div class=\"d0 w176\">\u00a0</div>una p\u00e9rdida<div class=\"d0 w469\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>deterioro. Para </div><div class=\"po0 fs14 cl2 l345 t773\" id=\"a4507\">ello, se realiza una<div class=\"d0 w366\">\u00a0</div>estimaci\u00f3n del importe recuperable de dicho activo<div class=\"d0 w63\">\u00a0</div>para determinar, en su </div><div class=\"po0 fs14 cl2 l345 t1190\" id=\"a4509\">caso, el importe del deterioro<div class=\"d0 w126\">\u00a0</div>necesario (cuando el<div class=\"d0 w325\">\u00a0</div>citado valor recuperable<div class=\"d0 w265\">\u00a0</div>sea inferior al valor </div><div class=\"po0 fs14 cl2 l345 t1216\" id=\"a4513\">en libros), que es registrado en la cuenta<div class=\"d0 w332\">\u00a0</div>de resultados consolidada. Las p\u00e9rdidas por deterioro </div><div class=\"po0 fs14 cl2 l345 t1012\" id=\"a4515\">son reversibles en<div class=\"d0 w723\">\u00a0</div>periodos posteriores,<div class=\"d0 w332\">\u00a0</div>en la<div class=\"d0 w423\">\u00a0</div>medida en<div class=\"d0 w558\">\u00a0</div>que el<div class=\"d0 w328\">\u00a0</div>valor recuperable<div class=\"d0 w126\">\u00a0</div>de la<div class=\"d0 w387\">\u00a0</div>inversi\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1362\" id=\"a4517\">supere<div class=\"d0 w167\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>su<div class=\"d0 w344\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>libros,<div class=\"d0 w518\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>importe<div class=\"d0 w24\">\u00a0</div>m\u00e1ximo<div class=\"d0 w169\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>p\u00e9rdidas<div class=\"d0 w366\">\u00a0</div>registradas<div class=\"d0 w239\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>periodos </div><div class=\"po0 fs14 cl2 l345 t1363\" id=\"a4519\">pasados.<div class=\"d0 w724\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t1364\" id=\"a4523\">Las participaciones en<div class=\"d0 w141\">\u00a0</div>sociedades registradas por<div class=\"d0 w558\">\u00a0</div>el m\u00e9todo de la<div class=\"d0 w332\">\u00a0</div>participaci\u00f3n cuyo valor<div class=\"d0 w478\">\u00a0</div>neto </div><div class=\"po0 fs14 cl2 l345 t1365\" id=\"a4524\">patrimonial<div class=\"d0 w172\">\u00a0</div>sea<div class=\"d0 w175\">\u00a0</div>negativo<div class=\"d0 w475\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>cierre<div class=\"d0 w486\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>ejercicio,<div class=\"d0 w201\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>encuentran<div class=\"d0 w245\">\u00a0</div>registradas,<div class=\"d0 w345\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>su<div class=\"d0 w334\">\u00a0</div>caso,<div class=\"d0 w175\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t1199\" id=\"a4525\">ep\u00edgrafe \u201cProvisiones no corrientes\u201d por el importe negativo de las mismas<div class=\"d0 w140\">\u00a0</div>sin tener en cuenta </div><div class=\"po0 fs14 cl2 l345 t1200\" id=\"a4528\">el efecto<div class=\"d0 w125\">\u00a0</div>financiero (por<div class=\"d0 w414\">\u00a0</div>su porcentaje<div class=\"d0 w423\">\u00a0</div>de participaci\u00f3n),<div class=\"d0 w266\">\u00a0</div>dada su<div class=\"d0 w446\">\u00a0</div>naturaleza, y<div class=\"d0 w423\">\u00a0</div>siempre y<div class=\"d0 w328\">\u00a0</div>cuando </div><div class=\"po0 fs14 cl2 l345 t1201\" id=\"a4529\">el<div class=\"d0 w231\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>participe<div class=\"d0 w19\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>mismas<div class=\"d0 w7\">\u00a0</div>(obligaciones legales<div class=\"d0 w376\">\u00a0</div>o<div class=\"d0 w30\">\u00a0</div>impl\u00edcitas,<div class=\"d0 w34\">\u00a0</div>o<div class=\"d0 w30\">\u00a0</div>bien<div class=\"d0 w49\">\u00a0</div>efect\u00fae<div class=\"d0 w9\">\u00a0</div>pagos<div class=\"d0 w39\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l341 t1366\" id=\"a4533\">nombre de las citadas entidades).</div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForInvestmentInAssociatesAndJointVenturesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_414": {
   "value": "<div class=\"po1 w374 h107 lh0\" id=\"TextBlockContainer1923\"><div class=\"po1 w374 z0\" id=\"TextContainer1923\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4495\">Inversiones contabilizadas por el m\u00e9todo de la participaci\u00f3n </div><div class=\"po0 fs14 cl2 l345 t920\" id=\"a4497\">Tal y como<div class=\"d0 w231\">\u00a0</div>se describe en<div class=\"d0 w396\">\u00a0</div>la nota 2d<div class=\"d0 w26\">\u00a0</div>de esta memoria,<div class=\"d0 w33\">\u00a0</div>las participaciones en sociedades<div class=\"d0 w50\">\u00a0</div>sobre </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a4501\">las<div class=\"d0 w237\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>posee<div class=\"d0 w477\">\u00a0</div>influencia<div class=\"d0 w201\">\u00a0</div>significativa<div class=\"d0 w167\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>control<div class=\"d0 w230\">\u00a0</div>conjunto<div class=\"d0 w248\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>registran<div class=\"d0 w286\">\u00a0</div>siguiendo<div class=\"d0 w288\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t922\" id=\"a4502\">m\u00e9todo de la participaci\u00f3n.<div class=\"d0 w481\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t1017\" id=\"a4505\">Cuando hubiera<div class=\"d0 w498\">\u00a0</div>indicios de<div class=\"d0 w423\">\u00a0</div>deterioro, y<div class=\"d0 w557\">\u00a0</div>al menos<div class=\"d0 w147\">\u00a0</div>anualmente, el<div class=\"d0 w354\">\u00a0</div>Grupo analiza<div class=\"d0 w385\">\u00a0</div>el valor<div class=\"d0 w300\">\u00a0</div>de estas </div><div class=\"po0 fs14 cl2 l345 t772\" id=\"a4506\">inversiones para<div class=\"d0 w285\">\u00a0</div>determinar si<div class=\"d0 w470\">\u00a0</div>las mismas<div class=\"d0 w227\">\u00a0</div>hubieran sufrido<div class=\"d0 w176\">\u00a0</div>una p\u00e9rdida<div class=\"d0 w469\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>deterioro. Para </div><div class=\"po0 fs14 cl2 l345 t773\" id=\"a4507\">ello, se realiza una<div class=\"d0 w366\">\u00a0</div>estimaci\u00f3n del importe recuperable de dicho activo<div class=\"d0 w63\">\u00a0</div>para determinar, en su </div><div class=\"po0 fs14 cl2 l345 t1190\" id=\"a4509\">caso, el importe del deterioro<div class=\"d0 w126\">\u00a0</div>necesario (cuando el<div class=\"d0 w325\">\u00a0</div>citado valor recuperable<div class=\"d0 w265\">\u00a0</div>sea inferior al valor </div><div class=\"po0 fs14 cl2 l345 t1216\" id=\"a4513\">en libros), que es registrado en la cuenta<div class=\"d0 w332\">\u00a0</div>de resultados consolidada. Las p\u00e9rdidas por deterioro </div><div class=\"po0 fs14 cl2 l345 t1012\" id=\"a4515\">son reversibles en<div class=\"d0 w723\">\u00a0</div>periodos posteriores,<div class=\"d0 w332\">\u00a0</div>en la<div class=\"d0 w423\">\u00a0</div>medida en<div class=\"d0 w558\">\u00a0</div>que el<div class=\"d0 w328\">\u00a0</div>valor recuperable<div class=\"d0 w126\">\u00a0</div>de la<div class=\"d0 w387\">\u00a0</div>inversi\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1362\" id=\"a4517\">supere<div class=\"d0 w167\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>su<div class=\"d0 w344\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>libros,<div class=\"d0 w518\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>importe<div class=\"d0 w24\">\u00a0</div>m\u00e1ximo<div class=\"d0 w169\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>p\u00e9rdidas<div class=\"d0 w366\">\u00a0</div>registradas<div class=\"d0 w239\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>periodos </div><div class=\"po0 fs14 cl2 l345 t1363\" id=\"a4519\">pasados.<div class=\"d0 w724\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t1364\" id=\"a4523\">Las participaciones en<div class=\"d0 w141\">\u00a0</div>sociedades registradas por<div class=\"d0 w558\">\u00a0</div>el m\u00e9todo de la<div class=\"d0 w332\">\u00a0</div>participaci\u00f3n cuyo valor<div class=\"d0 w478\">\u00a0</div>neto </div><div class=\"po0 fs14 cl2 l345 t1365\" id=\"a4524\">patrimonial<div class=\"d0 w172\">\u00a0</div>sea<div class=\"d0 w175\">\u00a0</div>negativo<div class=\"d0 w475\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>cierre<div class=\"d0 w486\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>ejercicio,<div class=\"d0 w201\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>encuentran<div class=\"d0 w245\">\u00a0</div>registradas,<div class=\"d0 w345\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>su<div class=\"d0 w334\">\u00a0</div>caso,<div class=\"d0 w175\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t1199\" id=\"a4525\">ep\u00edgrafe \u201cProvisiones no corrientes\u201d por el importe negativo de las mismas<div class=\"d0 w140\">\u00a0</div>sin tener en cuenta </div><div class=\"po0 fs14 cl2 l345 t1200\" id=\"a4528\">el efecto<div class=\"d0 w125\">\u00a0</div>financiero (por<div class=\"d0 w414\">\u00a0</div>su porcentaje<div class=\"d0 w423\">\u00a0</div>de participaci\u00f3n),<div class=\"d0 w266\">\u00a0</div>dada su<div class=\"d0 w446\">\u00a0</div>naturaleza, y<div class=\"d0 w423\">\u00a0</div>siempre y<div class=\"d0 w328\">\u00a0</div>cuando </div><div class=\"po0 fs14 cl2 l345 t1201\" id=\"a4529\">el<div class=\"d0 w231\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>participe<div class=\"d0 w19\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>mismas<div class=\"d0 w7\">\u00a0</div>(obligaciones legales<div class=\"d0 w376\">\u00a0</div>o<div class=\"d0 w30\">\u00a0</div>impl\u00edcitas,<div class=\"d0 w34\">\u00a0</div>o<div class=\"d0 w30\">\u00a0</div>bien<div class=\"d0 w49\">\u00a0</div>efect\u00fae<div class=\"d0 w9\">\u00a0</div>pagos<div class=\"d0 w39\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l341 t1366\" id=\"a4533\">nombre de las citadas entidades).</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForInvestmentInAssociates",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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Las existencias de<div class=\"d0 w31\">\u00a0</div>productos en curso y<div class=\"d0 w286\">\u00a0</div>terminados de fabricaci\u00f3n propia </div><div class=\"po0 fs14 cl2 l345 t923\" id=\"a4548\">se valoran a<div class=\"d0 w479\">\u00a0</div>su coste medio de<div class=\"d0 w555\">\u00a0</div>producci\u00f3n o a<div class=\"d0 w113\">\u00a0</div>su valor neto<div class=\"d0 w325\">\u00a0</div>de realizaci\u00f3n,<div class=\"d0 w392\">\u00a0</div>si \u00e9ste fuera<div class=\"d0 w140\">\u00a0</div>inferior.<div class=\"d0 w726\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t925\" id=\"a4553\">Las principales existencias del Grupo corresponden a<div class=\"d0 w125\">\u00a0</div>libros y material educativo del segmento </div><div class=\"po0 fs14 cl2 l345 t926\" id=\"a4555\">de<div class=\"d0 w727\">\u00a0</div>Educaci\u00f3n.<div class=\"d0 w728\">\u00a0</div>Las<div class=\"d0 w729\">\u00a0</div>existencias<div class=\"d0 w730\">\u00a0</div>tambi\u00e9n<div class=\"d0 w731\">\u00a0</div>incluyen<div class=\"d0 w732\">\u00a0</div>producciones<div class=\"d0 w733\">\u00a0</div>audiovisuales<div class=\"d0 w734\">\u00a0</div>que<div class=\"d0 w728\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l345 t927\" id=\"a4559\">corresponden, fundamentalmente,<div class=\"d0 w129\">\u00a0</div>con los<div class=\"d0 w171\">\u00a0</div>costes incurridos en<div class=\"d0 w287\">\u00a0</div>la creaci\u00f3n<div class=\"d0 w111\">\u00a0</div>de los<div class=\"d0 w395\">\u00a0</div>mismos, los </div><div class=\"po0 fs14 cl2 l345 t1368\" id=\"a4563\">cuales<div class=\"d0 w500\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>valoran<div class=\"d0 w469\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>su<div class=\"d0 w274\">\u00a0</div>coste<div class=\"d0 w500\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>adquisici\u00f3n<div class=\"d0 w161\">\u00a0</div>o<div class=\"d0 w170\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>producci\u00f3n<div class=\"d0 w237\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>imputan<div class=\"d0 w176\">\u00a0</div>a<div class=\"d0 w501\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>cuenta<div class=\"d0 w227\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t928\" id=\"a4565\">resultados consolidada en funci\u00f3n de la entrega de los mismos al<div class=\"d0 w561\">\u00a0</div>medio contratante. </div></div><div class=\"po0 l396 t1369 f0\" id=\"div_1932_XBRL_TS_a694278295ed4f71ad5bafb99055efcf\"><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer1936\"><div class=\"po0 l342 t756 f0\" id=\"div_1933_XBRL_TS_c103db3fe5eb4545b7418598da309f79\"><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer1934\"><div class=\"po1 w198 z0\" id=\"TextContainer1934\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4570\">Al final<div class=\"d0 w368\">\u00a0</div>de cada<div class=\"d0 w58\">\u00a0</div>per\u00edodo se<div class=\"d0 w223\">\u00a0</div>realiza una<div class=\"d0 w31\">\u00a0</div>evaluaci\u00f3n del<div class=\"d0 w39\">\u00a0</div>valor neto<div class=\"d0 w333\">\u00a0</div>realizable de<div class=\"d0 w55\">\u00a0</div>las existencias </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4571\">registrando la<div class=\"d0 w324\">\u00a0</div>oportuna correcci\u00f3n<div class=\"d0 w621\">\u00a0</div>de valor<div class=\"d0 w268\">\u00a0</div>cuando el<div class=\"d0 w329\">\u00a0</div>valor de<div class=\"d0 w141\">\u00a0</div>recuperaci\u00f3n sea<div class=\"d0 w446\">\u00a0</div>inferior al<div class=\"d0 w634\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4579\">en<div class=\"d0 w8\">\u00a0</div>libros<div class=\"d0 w21\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>existencia, principalmente<div class=\"d0 w161\">\u00a0</div>libros.<div class=\"d0 w27\">\u00a0</div>Cuando<div class=\"d0 w418\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>circunstancias que<div class=\"d0 w226\">\u00a0</div>previamente </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4583\">causaron la citada<div class=\"d0 w296\">\u00a0</div>correcci\u00f3n de valor hayan<div class=\"d0 w30\">\u00a0</div>dejado de existir<div class=\"d0 w55\">\u00a0</div>o cuando exista<div class=\"d0 w21\">\u00a0</div>clara evidencia </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4587\">de incremento en el valor neto realizable<div class=\"d0 w268\">\u00a0</div>debido a un cambio en las circunstancias<div class=\"d0 w478\">\u00a0</div>econ\u00f3micas, </div><div class=\"po0 fs14 cl2 l341 t1301\" id=\"a4588\">se procede a revertir el importe de la misma.</div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForMeasuringInventories",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer1951\"><div class=\"po0 fs14 cl2 l451 t816\" id=\"a4610\">Conforme<div class=\"d0 w480\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>NIIF<div class=\"d0 w8\">\u00a0</div>15,<div class=\"d0 w110\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>pol\u00edticas<div class=\"d0 w49\">\u00a0</div>contables<div class=\"d0 w49\">\u00a0</div>para<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>reconocimiento de<div class=\"d0 w273\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>ingresos<div class=\"d0 w60\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l451 t902\" id=\"a4611\">principales actividades del Grupo son las siguientes: </div><div class=\"po0 fs33 cl2 l469 t1373\" id=\"a4614\">-</div><div class=\"po0 fs14 cl2 l470 t1374\" id=\"a4616\">Los </div><div class=\"po0 fs26 cl2 l481 t1375\" id=\"a4617\">ingresos<div class=\"d0 w174\">\u00a0</div>por<div class=\"d0 w283\">\u00a0</div>venta<div class=\"d0 w486\">\u00a0</div>de<div class=\"d0 w539\">\u00a0</div>publicidad</div><div class=\"po0 fs14 cl2 l482 t1374\" id=\"a4618\"><div class=\"d0 w119\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>registran<div class=\"d0 w286\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>momento<div class=\"d0 w344\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>tiene<div class=\"d0 w486\">\u00a0</div>lugar<div class=\"d0 w475\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l470 t1376\" id=\"a4620\">exhibici\u00f3n o emisi\u00f3n del anuncio en los<div class=\"d0 w32\">\u00a0</div>medios. Se deduce de los ingresos reconocidos </div><div class=\"po0 fs14 cl2 l470 t1377\" id=\"a4621\">el importe de los rappels por volumen de compras otorgados a las agencias de medios. </div><div class=\"po0 fs14 cl2 l470 t1378\" id=\"a4622\">Asimismo,<div class=\"d0 w174\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>minorar\u00e1n<div class=\"d0 w119\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>cifra<div class=\"d0 w232\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>ingresos<div class=\"d0 w238\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>importes<div class=\"d0 w172\">\u00a0</div>correspondientes<div class=\"d0 w480\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l470 t1379\" id=\"a4623\">bonificaciones o descuentos comerciales. El periodo medio de cobro<div class=\"d0 w47\">\u00a0</div>es alrededor de 90 </div><div class=\"po0 fs14 cl2 l470 t1380\" id=\"a4625\">d\u00edas, excepto la publicidad program\u00e1tica que se cobra a 30 d\u00edas. </div><div class=\"po0 fs33 cl2 l469 t1381\" id=\"a4628\">-</div><div class=\"po0 fs14 cl2 l470 t1382\" id=\"a4630\">Los </div><div class=\"po0 fs26 cl2 l2 t1383\" id=\"a4631\">ingresos por<div class=\"d0 w338\">\u00a0</div>venta<div class=\"d0 w27\">\u00a0</div>de libros</div><div class=\"po0 fs14 cl2 l483 t1382\" id=\"a4632\"><div class=\"d0 w738\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>registran a<div class=\"d0 w287\">\u00a0</div>la entrega<div class=\"d0 w226\">\u00a0</div>efectiva de<div class=\"d0 w281\">\u00a0</div>los mismos.<div class=\"d0 w282\">\u00a0</div>En los </div><div class=\"po0 fs14 cl2 l470 t1384\" id=\"a4634\">casos en los<div class=\"d0 w47\">\u00a0</div>que la venta de los<div class=\"d0 w383\">\u00a0</div>libros se encuentre sujeta a<div class=\"d0 w129\">\u00a0</div>devoluciones, se deducir\u00e1n </div><div class=\"po0 fs14 cl2 l470 t1385\" id=\"a4635\">de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>ingresos<div class=\"d0 w238\">\u00a0</div>reconocidos<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>devoluciones<div class=\"d0 w518\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>estiman<div class=\"d0 w283\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>van<div class=\"d0 w367\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>producir. </div><div class=\"po0 fs14 cl2 l470 t1386\" id=\"a4639\">Asimismo,<div class=\"d0 w174\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>minorar\u00e1n<div class=\"d0 w119\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>cifra<div class=\"d0 w232\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>ingresos<div class=\"d0 w238\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>importes<div class=\"d0 w172\">\u00a0</div>correspondientes<div class=\"d0 w480\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l470 t1387\" id=\"a4640\">bonificaciones o descuentos comerciales. El<div class=\"d0 w396\">\u00a0</div>periodo de cobro<div class=\"d0 w24\">\u00a0</div>es variable y se<div class=\"d0 w48\">\u00a0</div>establece </div><div class=\"po0 fs14 cl2 l470 t1388\" id=\"a4641\">en<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>distintos<div class=\"d0 w225\">\u00a0</div>contratos<div class=\"d0 w485\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>venta.<div class=\"d0 w477\">\u00a0</div>La<div class=\"d0 w485\">\u00a0</div>estimaci\u00f3n<div class=\"d0 w338\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>devoluciones<div class=\"d0 w199\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>ventas<div class=\"d0 w232\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l470 t1389\" id=\"a4643\">calcula utilizando porcentajes hist\u00f3ricos de devoluci\u00f3n. </div><div class=\"po0 fs33 cl2 l469 t1390\" id=\"a4647\">-</div><div class=\"po0 fs14 cl2 l470 t1391\" id=\"a4649\">Los </div><div class=\"po0 fs26 cl2 l484 t1392\" id=\"a4650\">ingresos de los sistemas<div class=\"d0 w57\">\u00a0</div>de ense\u00f1anza digitales</div><div class=\"po0 fs14 cl2 l485 t1391\" id=\"a4651\">: se reconocen<div class=\"d0 w32\">\u00a0</div>los ingresos de los<div class=\"d0 w19\">\u00a0</div>bienes </div><div class=\"po0 fs14 cl2 l470 t1393\" id=\"a4652\">y servicios prestados, una vez que el<div class=\"d0 w85\">\u00a0</div>control de los mismos sea transferido<div class=\"d0 w410\">\u00a0</div>al cliente, de </div><div class=\"po0 fs14 cl2 l470 t1394\" id=\"a4653\">acuerdo con los criterios que se detallan a continuaci\u00f3n: </div><div class=\"po0 fs29 cl2 l486 t1395\" id=\"a4657\">o</div><div class=\"po0 fs14 cl2 l487 t1396\" id=\"a4659\">Material<div class=\"d0 w111\">\u00a0</div>did\u00e1ctico<div class=\"d0 w21\">\u00a0</div>impreso<div class=\"d0 w55\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>contenidos<div class=\"d0 w201\">\u00a0</div>digitales:<div class=\"d0 w32\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>ingreso<div class=\"d0 w48\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>reconocer\u00e1 </div><div class=\"po0 fs14 cl2 l487 t1397\" id=\"a4660\">cuando se transfiere la propiedad al colegio o alumno. </div><div class=\"po0 fs29 cl2 l486 t1398\" id=\"a4662\">o</div><div class=\"po0 fs14 cl2 l487 t1399\" id=\"a4664\">Equipamiento<div class=\"d0 w545\">\u00a0</div>puesto<div class=\"d0 w263\">\u00a0</div>a<div class=\"d0 w210\">\u00a0</div>disposici\u00f3n<div class=\"d0 w496\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>las<div class=\"d0 w431\">\u00a0</div>escuelas<div class=\"d0 w739\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>otros<div class=\"d0 w439\">\u00a0</div>servicios:<div class=\"d0 w210\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l487 t1067\" id=\"a4665\">ingresos respectivos se reconocer\u00e1n durante el curso escolar. </div><div class=\"po0 fs14 cl2 l488 t1400\" id=\"a4668\">Por tanto, los<div class=\"d0 w396\">\u00a0</div>contratos recurrentes firmados por el<div class=\"d0 w19\">\u00a0</div>Grupo que habitualmente incluyen </div><div class=\"po0 fs14 cl2 l488 t1401\" id=\"a4669\">varias obligaciones<div class=\"d0 w402\">\u00a0</div>de desempe\u00f1o<div class=\"d0 w328\">\u00a0</div>son los referidos<div class=\"d0 w740\">\u00a0</div>a los sistemas<div class=\"d0 w411\">\u00a0</div>de ense\u00f1anza<div class=\"d0 w558\">\u00a0</div>digitales </div><div class=\"po0 fs14 cl2 l488 t1402\" id=\"a4670\">de<div class=\"d0 w215\">\u00a0</div>Santillana,<div class=\"d0 w593\">\u00a0</div>en<div class=\"d0 w308\">\u00a0</div>los<div class=\"d0 w186\">\u00a0</div>cuales<div class=\"d0 w646\">\u00a0</div>se<div class=\"d0 w301\">\u00a0</div>identifican<div class=\"d0 w644\">\u00a0</div>principalmente<div class=\"d0 w569\">\u00a0</div>como<div class=\"d0 w577\">\u00a0</div>obligaciones<div class=\"d0 w303\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t1403\" id=\"a4671\">desempe\u00f1o,<div class=\"d0 w373\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>material<div class=\"d0 w277\">\u00a0</div>did\u00e1ctico<div class=\"d0 w382\">\u00a0</div>impreso<div class=\"d0 w482\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>contenidos<div class=\"d0 w2\">\u00a0</div>digitales<div class=\"d0 w379\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>equipamiento </div><div class=\"po0 fs14 cl2 l488 t1404\" id=\"a4673\">puesto a<div class=\"d0 w129\">\u00a0</div>disposici\u00f3n de<div class=\"d0 w17\">\u00a0</div>las escuelas y<div class=\"d0 w238\">\u00a0</div>otros servicios. Se<div class=\"d0 w60\">\u00a0</div>determina el precio<div class=\"d0 w283\">\u00a0</div>y el<div class=\"d0 w110\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l488 t1405\" id=\"a4674\">del<div class=\"d0 w467\">\u00a0</div>ingreso<div class=\"d0 w213\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>estos<div class=\"d0 w716\">\u00a0</div>bienes<div class=\"d0 w507\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>servicios,<div class=\"d0 w275\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>tanto<div class=\"d0 w552\">\u00a0</div>su<div class=\"d0 w717\">\u00a0</div>asignaci\u00f3n<div class=\"d0 w491\">\u00a0</div>a<div class=\"d0 w210\">\u00a0</div>las<div class=\"d0 w431\">\u00a0</div>diferentes </div><div class=\"po0 fs14 cl2 l488 t1406\" id=\"a4675\">obligaciones<div class=\"d0 w207\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>desempe\u00f1o<div class=\"d0 w495\">\u00a0</div>mediante<div class=\"d0 w510\">\u00a0</div>un<div class=\"d0 w191\">\u00a0</div>an\u00e1lisis<div class=\"d0 w491\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>m\u00e1rgenes<div class=\"d0 w505\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>precios<div class=\"d0 w204\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>venta </div><div class=\"po0 fs14 cl2 l488 t1407\" id=\"a4677\">independientes de<div class=\"d0 w201\">\u00a0</div>aquellos bienes que<div class=\"d0 w391\">\u00a0</div>tienen una<div class=\"d0 w34\">\u00a0</div>comercializaci\u00f3n separada. El<div class=\"d0 w421\">\u00a0</div>cobro </div><div class=\"po0 fs14 cl2 l488 t1408\" id=\"a4678\">de estos<div class=\"d0 w290\">\u00a0</div>ingresos se<div class=\"d0 w333\">\u00a0</div>produce de<div class=\"d0 w383\">\u00a0</div>dos formas<div class=\"d0 w539\">\u00a0</div>diferentes, o<div class=\"d0 w55\">\u00a0</div>bien la<div class=\"d0 w368\">\u00a0</div>totalidad al<div class=\"d0 w228\">\u00a0</div>inicio del </div><div class=\"po0 fs14 cl2 l488 t1409\" id=\"a4679\">curso escolar o mediante cuotas a lo largo del curso. </div><div class=\"po0 fs33 cl2 l469 t1410\" id=\"a4684\">-</div><div class=\"po0 fs14 cl2 l489 t1411\" id=\"a4686\">Los </div><div class=\"po0 fs26 cl2 l490 t1412\" id=\"a4687\">ingresos de circulaci\u00f3n</div><div class=\"po0 fs14 cl2 l491 t1411\" id=\"a4689\"><div class=\"d0 w112\">\u00a0</div>se registran a<div class=\"d0 w58\">\u00a0</div>la entrega efectiva<div class=\"d0 w38\">\u00a0</div>de los peri\u00f3dicos<div class=\"d0 w31\">\u00a0</div>y revistas, </div><div class=\"po0 fs14 cl2 l489 t1413\" id=\"a4691\">netos de<div class=\"d0 w238\">\u00a0</div>la correspondiente<div class=\"d0 w38\">\u00a0</div>estimaci\u00f3n de<div class=\"d0 w383\">\u00a0</div>provisi\u00f3n para<div class=\"d0 w231\">\u00a0</div>devoluciones. Asimismo, se </div><div class=\"po0 fs14 cl2 l489 t1414\" id=\"a4692\">minorar\u00e1 de<div class=\"d0 w39\">\u00a0</div>la cifra<div class=\"d0 w234\">\u00a0</div>de ingresos los<div class=\"d0 w518\">\u00a0</div>importes correspondientes a<div class=\"d0 w201\">\u00a0</div>las comisiones de<div class=\"d0 w383\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l489 t1415\" id=\"a4693\">distribuidores. El cobro por la venta de peri\u00f3dicos y revistas se produce en el mes en el </div><div class=\"po0 fs14 cl2 l489 t1416\" id=\"a4695\">que<div class=\"d0 w3\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>producen<div class=\"d0 w119\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>ventas.<div class=\"d0 w288\">\u00a0</div>Los<div class=\"d0 w282\">\u00a0</div>ingresos<div class=\"d0 w474\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>suscripci\u00f3n<div class=\"d0 w250\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>devengan<div class=\"d0 w232\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>reconocen </div><div class=\"po0 fs14 cl2 l489 t1417\" id=\"a4698\">durante la duraci\u00f3n<div class=\"d0 w561\">\u00a0</div>del contrato de<div class=\"d0 w634\">\u00a0</div>suscripci\u00f3n y se<div class=\"d0 w532\">\u00a0</div>cobran de dos<div class=\"d0 w375\">\u00a0</div>formas diferentes, en </div><div class=\"po0 fs14 cl2 l489 t1418\" id=\"a4699\">el<div class=\"d0 w434\">\u00a0</div>momento<div class=\"d0 w717\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>su<div class=\"d0 w716\">\u00a0</div>suscripci\u00f3n<div class=\"d0 w503\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>manera<div class=\"d0 w465\">\u00a0</div>anticipada<div class=\"d0 w612\">\u00a0</div>o<div class=\"d0 w207\">\u00a0</div>peri\u00f3dicamente<div class=\"d0 w432\">\u00a0</div>durante<div class=\"d0 w440\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l489 t1419\" id=\"a4701\">duraci\u00f3n del contrato. </div></div></div><div class=\"po1 w751 h113 lh0\" id=\"TextBlockContainer1957\"><img alt=\"doc2p9i1\" class=\"po0 l492 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l493 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w751 z0\" id=\"TextContainer1957\"><div class=\"po0 fs34 cl2 l494 t756\" id=\"a4713\">-</div><div class=\"po0 fs14 cl2 l495 t1359\" id=\"a4715\">Los ingresos relacionados con la </div><div class=\"po0 fs26 cl2 l496 t1420\" id=\"a4716\">prestaci\u00f3n de servicios de intermediaci\u00f3n</div><div class=\"po0 fs14 cl2 l497 t1359\" id=\"a4717\"><div class=\"d0 w352\">\u00a0</div>se reconocen por </div><div class=\"po0 fs14 cl2 l495 t1421\" id=\"a4719\">el importe de<div class=\"d0 w129\">\u00a0</div>las comisiones recibidas en<div class=\"d0 w396\">\u00a0</div>el momento en<div class=\"d0 w55\">\u00a0</div>el que se suministre<div class=\"d0 w333\">\u00a0</div>el bien o </div><div class=\"po0 fs14 cl2 l495 t1422\" id=\"a4720\">el servicio objeto de la transacci\u00f3n. </div><div class=\"po0 fs34 cl2 l494 t1423\" id=\"a4723\">-</div><div class=\"po0 fs14 cl2 l495 t1424\" id=\"a4725\">Los<div class=\"d0 w243\">\u00a0</div>ingresos<div class=\"d0 w563\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>los<div class=\"d0 w210\">\u00a0</div>gastos<div class=\"d0 w649\">\u00a0</div>asociados<div class=\"d0 w207\">\u00a0</div>con<div class=\"d0 w554\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>contratos<div class=\"d0 w416\">\u00a0</div>de </div><div class=\"po0 fs26 cl2 l498 t1425\" id=\"a4726\">producci\u00f3n<div class=\"d0 w716\">\u00a0</div>audiovisual</div><div class=\"po0 fs14 cl2 l499 t1424\" id=\"a4727\"><div class=\"d0 w210\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l495 t1426\" id=\"a4729\">reconocen en<div class=\"d0 w394\">\u00a0</div>la cuenta<div class=\"d0 w383\">\u00a0</div>de resultados<div class=\"d0 w58\">\u00a0</div>consolidada conforme<div class=\"d0 w17\">\u00a0</div>se transfiere<div class=\"d0 w231\">\u00a0</div>el control<div class=\"d0 w296\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l495 t1427\" id=\"a4730\">los<div class=\"d0 w457\">\u00a0</div>contenidos<div class=\"d0 w314\">\u00a0</div>vendidos<div class=\"d0 w358\">\u00a0</div>(episodios<div class=\"d0 w741\">\u00a0</div>en<div class=\"d0 w308\">\u00a0</div>condiciones<div class=\"d0 w358\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>exhibici\u00f3n<div class=\"d0 w742\">\u00a0</div>por<div class=\"d0 w452\">\u00a0</div>parte<div class=\"d0 w217\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l495 t1428\" id=\"a4731\">comprador)<div class=\"d0 w623\">\u00a0</div>en<div class=\"d0 w310\">\u00a0</div>el<div class=\"d0 w673\">\u00a0</div>momento<div class=\"d0 w304\">\u00a0</div>en<div class=\"d0 w310\">\u00a0</div>que<div class=\"d0 w158\">\u00a0</div>se<div class=\"d0 w302\">\u00a0</div>produce<div class=\"d0 w743\">\u00a0</div>su<div class=\"d0 w577\">\u00a0</div>entrega,<div class=\"d0 w675\">\u00a0</div>no<div class=\"d0 w356\">\u00a0</div>existiendo<div class=\"d0 w744\">\u00a0</div>otras </div><div class=\"po0 fs14 cl2 l495 t1429\" id=\"a4732\">obligaciones<div class=\"d0 w474\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>rendimiento<div class=\"d0 w419\">\u00a0</div>significativas<div class=\"d0 w249\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>cumplir<div class=\"d0 w162\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>partir<div class=\"d0 w162\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>ese<div class=\"d0 w199\">\u00a0</div>momento.<div class=\"d0 w225\">\u00a0</div>El </div><div class=\"po0 fs14 cl2 l495 t1430\" id=\"a4734\">periodo de cobro se establece en los contratos acordados. </div><div class=\"po0 fs34 cl2 l494 t1431\" id=\"a4737\">-</div><div class=\"po0 fs26 cl2 l500 t1432\" id=\"a4739\">Otros servicios</div><div class=\"po0 fs14 cl2 l501 t1433\" id=\"a4740\">: incluye la<div class=\"d0 w27\">\u00a0</div>venta de m\u00fasica, organizaci\u00f3n y gesti\u00f3n<div class=\"d0 w56\">\u00a0</div>de eventos, venta de </div><div class=\"po0 fs14 cl2 l500 t1434\" id=\"a4741\">comercio<div class=\"d0 w212\">\u00a0</div>electr\u00f3nico<div class=\"d0 w745\">\u00a0</div>y<div class=\"d0 w196\">\u00a0</div>servicios<div class=\"d0 w191\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>internet.<div class=\"d0 w746\">\u00a0</div>Ciertos<div class=\"d0 w211\">\u00a0</div>contratos<div class=\"d0 w351\">\u00a0</div>relativos<div class=\"d0 w213\">\u00a0</div>a<div class=\"d0 w194\">\u00a0</div>eventos </div><div class=\"po0 fs14 cl2 l500 t1435\" id=\"a4742\">asociados a<div class=\"d0 w395\">\u00a0</div>los negocios de<div class=\"d0 w34\">\u00a0</div>Media, incluyen tambi\u00e9n<div class=\"d0 w32\">\u00a0</div>servicios de publicidad.<div class=\"d0 w23\">\u00a0</div>En estos </div><div class=\"po0 fs14 cl2 l500 t1436\" id=\"a4743\">casos el<div class=\"d0 w488\">\u00a0</div>precio del<div class=\"d0 w614\">\u00a0</div>contrato se<div class=\"d0 w556\">\u00a0</div>distribuye entre<div class=\"d0 w725\">\u00a0</div>las diferentes<div class=\"d0 w747\">\u00a0</div>obligaciones de<div class=\"d0 w631\">\u00a0</div>desempe\u00f1o, </div><div class=\"po0 fs14 cl2 l500 t1437\" id=\"a4745\">a trav\u00e9s de<div class=\"d0 w22\">\u00a0</div>un an\u00e1lisis de m\u00e1rgenes<div class=\"d0 w57\">\u00a0</div>de descuento y precio<div class=\"d0 w19\">\u00a0</div>de venta independientes de </div><div class=\"po0 fs14 cl2 l500 t1438\" id=\"a4746\">servicios publicitarios equivalentes, pero sin el evento asociado.<div class=\"d0 w283\">\u00a0</div></div><div class=\"po0 fs14 cl2 l473 t1439\" id=\"a4752\">El<div class=\"d0 w748\">\u00a0</div>Grupo<div class=\"d0 w219\">\u00a0</div>no<div class=\"d0 w568\">\u00a0</div>ajusta<div class=\"d0 w358\">\u00a0</div>las<div class=\"d0 w356\">\u00a0</div>contraprestaciones<div class=\"d0 w214\">\u00a0</div>recibidas<div class=\"d0 w547\">\u00a0</div>por<div class=\"d0 w452\">\u00a0</div>el<div class=\"d0 w575\">\u00a0</div>efecto<div class=\"d0 w595\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>componentes<div class=\"d0 w637\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l473 t1440\" id=\"a4753\">financiaci\u00f3n significativos, en la medida que el<div class=\"d0 w479\">\u00a0</div>per\u00edodo comprendido entre el momento en<div class=\"d0 w478\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l473 t1441\" id=\"a4755\">se<div class=\"d0 w368\">\u00a0</div>transfiere los<div class=\"d0 w388\">\u00a0</div>bienes y<div class=\"d0 w166\">\u00a0</div>servicios al<div class=\"d0 w379\">\u00a0</div>cliente y<div class=\"d0 w170\">\u00a0</div>el momento<div class=\"d0 w531\">\u00a0</div>en que<div class=\"d0 w549\">\u00a0</div>este pague<div class=\"d0 w500\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>ese<div class=\"d0 w48\">\u00a0</div>bien o </div><div class=\"po0 fs14 cl2 l473 t1442\" id=\"a4756\">servicio es inferior a un a\u00f1o en la pr\u00e1ctica totalidad de los contratos. </div><div class=\"po0 fs14 cl2 l473 t1443\" id=\"a4759\">Asimismo,<div class=\"d0 w430\">\u00a0</div>las<div class=\"d0 w588\">\u00a0</div>comisiones<div class=\"d0 w211\">\u00a0</div>satisfechas<div class=\"d0 w601\">\u00a0</div>a<div class=\"d0 w156\">\u00a0</div>los<div class=\"d0 w156\">\u00a0</div>empleados<div class=\"d0 w509\">\u00a0</div>por<div class=\"d0 w749\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>obtenci\u00f3n<div class=\"d0 w750\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>contratos<div class=\"d0 w351\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l473 t1444\" id=\"a4760\">reconocen<div class=\"d0 w495\">\u00a0</div>principalmente<div class=\"d0 w633\">\u00a0</div>como<div class=\"d0 w493\">\u00a0</div>gasto<div class=\"d0 w507\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>lugar<div class=\"d0 w376\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>como<div class=\"d0 w493\">\u00a0</div>un<div class=\"d0 w398\">\u00a0</div>activo<div class=\"d0 w381\">\u00a0</div>sujeto<div class=\"d0 w270\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l502 t1445\" id=\"a4761\">amortizaci\u00f3n, porque el periodo de amortizaci\u00f3n de dicho activo ser\u00eda<div class=\"d0 w406\">\u00a0</div>inferior a un a\u00f1o.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForRecognitionOfRevenue",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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   "value": "<div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer1960\"><div class=\"po1 w198 z0\" id=\"TextContainer1960\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4771\">El gasto<div class=\"d0 w20\">\u00a0</div>o ingreso por<div class=\"d0 w110\">\u00a0</div>impuesto sobre las<div class=\"d0 w20\">\u00a0</div>ganancias del ejercicio,<div class=\"d0 w38\">\u00a0</div>se calcula mediante<div class=\"d0 w8\">\u00a0</div>la suma </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a4773\">del gasto por impuesto corriente y el gasto por impuesto diferido.</div></div></div><div class=\"po1 w198 h95 lh0\" id=\"TextBlockContainer1964\"><div class=\"po1 w198 z0\" id=\"TextContainer1964\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4776\">Los activos<div class=\"d0 w324\">\u00a0</div>y pasivos<div class=\"d0 w560\">\u00a0</div>por impuestos<div class=\"d0 w329\">\u00a0</div>diferidos proceden<div class=\"d0 w426\">\u00a0</div>de las<div class=\"d0 w558\">\u00a0</div>diferencias temporarias<div class=\"d0 w559\">\u00a0</div>definidas </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4777\">como<div class=\"d0 w50\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>importes que<div class=\"d0 w98\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>prev\u00e9n pagaderos<div class=\"d0 w232\">\u00a0</div>o<div class=\"d0 w246\">\u00a0</div>recuperables en<div class=\"d0 w237\">\u00a0</div>el futuro<div class=\"d0 w119\">\u00a0</div>y que<div class=\"d0 w279\">\u00a0</div>derivan de<div class=\"d0 w485\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4778\">diferencia entre el valor<div class=\"d0 w299\">\u00a0</div>en libros de los activos<div class=\"d0 w619\">\u00a0</div>y pasivos y su<div class=\"d0 w392\">\u00a0</div>base fiscal, as\u00ed como de<div class=\"d0 w329\">\u00a0</div>gastos no </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4781\">deducibles<div class=\"d0 w409\">\u00a0</div>que<div class=\"d0 w157\">\u00a0</div>adquirir\u00e1n<div class=\"d0 w408\">\u00a0</div>deducibilidad<div class=\"d0 w400\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>un<div class=\"d0 w408\">\u00a0</div>momento<div class=\"d0 w256\">\u00a0</div>posterior.<div class=\"d0 w752\">\u00a0</div>Dichos<div class=\"d0 w444\">\u00a0</div>importes<div class=\"d0 w602\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4782\">registran aplicando<div class=\"d0 w341\">\u00a0</div>a la diferencia<div class=\"d0 w621\">\u00a0</div>temporaria el tipo<div class=\"d0 w614\">\u00a0</div>de gravamen<div class=\"d0 w406\">\u00a0</div>al que<div class=\"d0 w488\">\u00a0</div>se espera recuperarlos </div><div class=\"po0 fs14 cl2 l340 t1094\" id=\"a4783\">o liquidarlos. </div><div class=\"po0 fs14 cl2 l340 t1096\" id=\"a4786\">Los<div class=\"d0 w438\">\u00a0</div>activos<div class=\"d0 w434\">\u00a0</div>por<div class=\"d0 w510\">\u00a0</div>impuestos<div class=\"d0 w467\">\u00a0</div>diferidos<div class=\"d0 w718\">\u00a0</div>surgen,<div class=\"d0 w397\">\u00a0</div>igualmente,<div class=\"d0 w648\">\u00a0</div>como<div class=\"d0 w717\">\u00a0</div>consecuencia<div class=\"d0 w739\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>las<div class=\"d0 w504\">\u00a0</div>bases </div><div class=\"po0 fs14 cl2 l340 t1098\" id=\"a4787\">imponibles<div class=\"d0 w633\">\u00a0</div>negativas<div class=\"d0 w274\">\u00a0</div>pendientes<div class=\"d0 w633\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>compensar<div class=\"d0 w334\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>cr\u00e9ditos<div class=\"d0 w168\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>deducciones<div class=\"d0 w4\">\u00a0</div>fiscales </div><div class=\"po0 fs14 cl2 l340 t1099\" id=\"a4788\">generados y no aplicados y de los gastos financieros no deducibles en<div class=\"d0 w561\">\u00a0</div>el periodo. </div><div class=\"po0 fs14 cl2 l340 t1449\" id=\"a4791\">Se<div class=\"d0 w535\">\u00a0</div>reconoce<div class=\"d0 w648\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>correspondiente<div class=\"d0 w274\">\u00a0</div>pasivo<div class=\"d0 w202\">\u00a0</div>por<div class=\"d0 w510\">\u00a0</div>impuestos<div class=\"d0 w269\">\u00a0</div>diferidos<div class=\"d0 w586\">\u00a0</div>para<div class=\"d0 w244\">\u00a0</div>todas<div class=\"d0 w432\">\u00a0</div>las<div class=\"d0 w504\">\u00a0</div>diferencias </div><div class=\"po0 fs14 cl2 l340 t1450\" id=\"a4792\">temporarias imponibles, salvo<div class=\"d0 w332\">\u00a0</div>que la diferencia temporaria<div class=\"d0 w740\">\u00a0</div>se derive del reconocimiento<div class=\"d0 w324\">\u00a0</div>inicial </div><div class=\"po0 fs14 cl2 l340 t1451\" id=\"a4793\">de un fondo<div class=\"d0 w26\">\u00a0</div>de comercio o del reconocimiento inicial (salvo en<div class=\"d0 w369\">\u00a0</div>una combinaci\u00f3n de negocios) </div><div class=\"po0 fs14 cl2 l340 t1452\" id=\"a4795\">de otros activos y<div class=\"d0 w110\">\u00a0</div>pasivos en una operaci\u00f3n<div class=\"d0 w9\">\u00a0</div>que en el momento de<div class=\"d0 w58\">\u00a0</div>su realizaci\u00f3n, no afecte ni </div><div class=\"po0 fs14 cl2 l340 t1453\" id=\"a4796\">al resultado<div class=\"d0 w17\">\u00a0</div>fiscal ni contable<div class=\"d0 w295\">\u00a0</div>o que<div class=\"d0 w58\">\u00a0</div>se deriven de<div class=\"d0 w58\">\u00a0</div>diferencias relacionadas con<div class=\"d0 w7\">\u00a0</div>inversiones en </div><div class=\"po0 fs14 cl2 l340 t1454\" id=\"a4799\">sociedades<div class=\"d0 w507\">\u00a0</div>dependientes,<div class=\"d0 w382\">\u00a0</div>asociadas<div class=\"d0 w291\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>negocios<div class=\"d0 w372\">\u00a0</div>conjuntos<div class=\"d0 w531\">\u00a0</div>sobre<div class=\"d0 w493\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>Grupo<div class=\"d0 w494\">\u00a0</div>tenga<div class=\"d0 w378\">\u00a0</div>la </div></div></div><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer1975\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer1975\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4811\">capacidad de controlar el momento de su reversi\u00f3n y no fuese<div class=\"d0 w326\">\u00a0</div>probable que se produzca dicha </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a4814\">reversi\u00f3n en un futuro previsible.</div></div></div><div class=\"po1 w198 h115 lh0\" id=\"TextBlockContainer1978\"><div class=\"po1 w198 z0\" id=\"TextContainer1978\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4818\">Por<div class=\"d0 w500\">\u00a0</div>su<div class=\"d0 w166\">\u00a0</div>parte,<div class=\"d0 w483\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>activos<div class=\"d0 w235\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>impuestos<div class=\"d0 w175\">\u00a0</div>diferidos<div class=\"d0 w485\">\u00a0</div>identificados<div class=\"d0 w98\">\u00a0</div>con<div class=\"d0 w477\">\u00a0</div>diferencias<div class=\"d0 w167\">\u00a0</div>temporarias </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4819\">deducibles<div class=\"d0 w167\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>bases<div class=\"d0 w482\">\u00a0</div>imponibles<div class=\"d0 w343\">\u00a0</div>negativas,<div class=\"d0 w367\">\u00a0</div>s\u00f3lo<div class=\"d0 w485\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>reconocen<div class=\"d0 w247\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>caso<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>considere </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4820\">probable que<div class=\"d0 w141\">\u00a0</div>las entidades<div class=\"d0 w414\">\u00a0</div>consolidadas vayan<div class=\"d0 w560\">\u00a0</div>a tener<div class=\"d0 w558\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>futuro suficientes<div class=\"d0 w585\">\u00a0</div>ganancias fiscales </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4822\">contra<div class=\"d0 w172\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>poder<div class=\"d0 w238\">\u00a0</div>hacerlos<div class=\"d0 w419\">\u00a0</div>efectivos.<div class=\"d0 w361\">\u00a0</div>Con<div class=\"d0 w98\">\u00a0</div>ocasi\u00f3n<div class=\"d0 w7\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>cada<div class=\"d0 w175\">\u00a0</div>cierre<div class=\"d0 w201\">\u00a0</div>contable,<div class=\"d0 w543\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>revisan<div class=\"d0 w383\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4825\">impuestos diferidos<div class=\"d0 w246\">\u00a0</div>registrados (tanto<div class=\"d0 w50\">\u00a0</div>activos como pasivos)<div class=\"d0 w333\">\u00a0</div>con objeto<div class=\"d0 w18\">\u00a0</div>de comprobar<div class=\"d0 w47\">\u00a0</div>que se </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a4826\">mantienen vigentes, efectu\u00e1ndose las oportunas correcciones a los mismos, de acuerdo con los </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a4827\">resultados de los an\u00e1lisis realizados y el tipo de gravamen vigente en cada<div class=\"d0 w326\">\u00a0</div>momento. </div><div class=\"po0 fs14 cl2 l341 t1456\" id=\"a4831\">La informaci\u00f3n referida al Pilar II se encuentra recogida en la nota 17.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForIncomeTaxExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_418": {
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class=\"d0 w119\">\u00a0</div>y que<div class=\"d0 w279\">\u00a0</div>derivan de<div class=\"d0 w485\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4778\">diferencia entre el valor<div class=\"d0 w299\">\u00a0</div>en libros de los activos<div class=\"d0 w619\">\u00a0</div>y pasivos y su<div class=\"d0 w392\">\u00a0</div>base fiscal, as\u00ed como de<div class=\"d0 w329\">\u00a0</div>gastos no </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4781\">deducibles<div class=\"d0 w409\">\u00a0</div>que<div class=\"d0 w157\">\u00a0</div>adquirir\u00e1n<div class=\"d0 w408\">\u00a0</div>deducibilidad<div class=\"d0 w400\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>un<div class=\"d0 w408\">\u00a0</div>momento<div class=\"d0 w256\">\u00a0</div>posterior.<div class=\"d0 w752\">\u00a0</div>Dichos<div class=\"d0 w444\">\u00a0</div>importes<div class=\"d0 w602\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4782\">registran aplicando<div class=\"d0 w341\">\u00a0</div>a la diferencia<div class=\"d0 w621\">\u00a0</div>temporaria el tipo<div class=\"d0 w614\">\u00a0</div>de gravamen<div class=\"d0 w406\">\u00a0</div>al que<div class=\"d0 w488\">\u00a0</div>se espera recuperarlos </div><div class=\"po0 fs14 cl2 l340 t1094\" id=\"a4783\">o liquidarlos. </div><div class=\"po0 fs14 cl2 l340 t1096\" id=\"a4786\">Los<div class=\"d0 w438\">\u00a0</div>activos<div class=\"d0 w434\">\u00a0</div>por<div class=\"d0 w510\">\u00a0</div>impuestos<div class=\"d0 w467\">\u00a0</div>diferidos<div class=\"d0 w718\">\u00a0</div>surgen,<div class=\"d0 w397\">\u00a0</div>igualmente,<div class=\"d0 w648\">\u00a0</div>como<div class=\"d0 w717\">\u00a0</div>consecuencia<div class=\"d0 w739\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>las<div class=\"d0 w504\">\u00a0</div>bases </div><div class=\"po0 fs14 cl2 l340 t1098\" id=\"a4787\">imponibles<div class=\"d0 w633\">\u00a0</div>negativas<div class=\"d0 w274\">\u00a0</div>pendientes<div class=\"d0 w633\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>compensar<div class=\"d0 w334\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>cr\u00e9ditos<div class=\"d0 w168\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>deducciones<div class=\"d0 w4\">\u00a0</div>fiscales </div><div class=\"po0 fs14 cl2 l340 t1099\" id=\"a4788\">generados y no aplicados y de los gastos financieros no deducibles en<div class=\"d0 w561\">\u00a0</div>el periodo. </div><div class=\"po0 fs14 cl2 l340 t1449\" id=\"a4791\">Se<div class=\"d0 w535\">\u00a0</div>reconoce<div class=\"d0 w648\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>correspondiente<div class=\"d0 w274\">\u00a0</div>pasivo<div class=\"d0 w202\">\u00a0</div>por<div class=\"d0 w510\">\u00a0</div>impuestos<div class=\"d0 w269\">\u00a0</div>diferidos<div class=\"d0 w586\">\u00a0</div>para<div class=\"d0 w244\">\u00a0</div>todas<div class=\"d0 w432\">\u00a0</div>las<div class=\"d0 w504\">\u00a0</div>diferencias </div><div class=\"po0 fs14 cl2 l340 t1450\" id=\"a4792\">temporarias imponibles, salvo<div class=\"d0 w332\">\u00a0</div>que la diferencia temporaria<div class=\"d0 w740\">\u00a0</div>se derive del reconocimiento<div class=\"d0 w324\">\u00a0</div>inicial </div><div class=\"po0 fs14 cl2 l340 t1451\" id=\"a4793\">de un fondo<div class=\"d0 w26\">\u00a0</div>de comercio o del reconocimiento inicial (salvo en<div class=\"d0 w369\">\u00a0</div>una combinaci\u00f3n de negocios) </div><div class=\"po0 fs14 cl2 l340 t1452\" id=\"a4795\">de otros activos y<div class=\"d0 w110\">\u00a0</div>pasivos en una operaci\u00f3n<div class=\"d0 w9\">\u00a0</div>que en el momento de<div class=\"d0 w58\">\u00a0</div>su realizaci\u00f3n, no afecte ni </div><div class=\"po0 fs14 cl2 l340 t1453\" id=\"a4796\">al resultado<div class=\"d0 w17\">\u00a0</div>fiscal ni contable<div class=\"d0 w295\">\u00a0</div>o que<div class=\"d0 w58\">\u00a0</div>se deriven de<div class=\"d0 w58\">\u00a0</div>diferencias relacionadas con<div class=\"d0 w7\">\u00a0</div>inversiones en </div><div class=\"po0 fs14 cl2 l340 t1454\" id=\"a4799\">sociedades<div class=\"d0 w507\">\u00a0</div>dependientes,<div class=\"d0 w382\">\u00a0</div>asociadas<div class=\"d0 w291\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>negocios<div class=\"d0 w372\">\u00a0</div>conjuntos<div class=\"d0 w531\">\u00a0</div>sobre<div class=\"d0 w493\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>Grupo<div class=\"d0 w494\">\u00a0</div>tenga<div class=\"d0 w378\">\u00a0</div>la </div></div></div></div></div><div class=\"po1 w198 h75 lh0\" id=\"TextBlockContainer1980\"><div class=\"po0 l342 t756 f0\" id=\"div_1974_XBRL_TS_0110705873e944f1b41580ea98dca388_1\"><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer1975\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer1975\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4811\">capacidad de controlar el momento de su reversi\u00f3n y no fuese<div class=\"d0 w326\">\u00a0</div>probable que se produzca dicha </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a4814\">reversi\u00f3n en un futuro previsible.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer1980\"></div><div class=\"po0 l342 t759 f0\" id=\"div_1977_XBRL_TS_4be608ab074c47f697c4ce2b7877a7ce\"><div class=\"po1 w198 h115 lh0\" id=\"TextBlockContainer1978\"><div class=\"po1 w198 z0\" id=\"TextContainer1978\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4818\">Por<div class=\"d0 w500\">\u00a0</div>su<div class=\"d0 w166\">\u00a0</div>parte,<div class=\"d0 w483\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>activos<div class=\"d0 w235\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>impuestos<div class=\"d0 w175\">\u00a0</div>diferidos<div class=\"d0 w485\">\u00a0</div>identificados<div class=\"d0 w98\">\u00a0</div>con<div class=\"d0 w477\">\u00a0</div>diferencias<div class=\"d0 w167\">\u00a0</div>temporarias </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4819\">deducibles<div class=\"d0 w167\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>bases<div class=\"d0 w482\">\u00a0</div>imponibles<div class=\"d0 w343\">\u00a0</div>negativas,<div class=\"d0 w367\">\u00a0</div>s\u00f3lo<div class=\"d0 w485\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>reconocen<div class=\"d0 w247\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>caso<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>considere </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4820\">probable que<div class=\"d0 w141\">\u00a0</div>las entidades<div class=\"d0 w414\">\u00a0</div>consolidadas vayan<div class=\"d0 w560\">\u00a0</div>a tener<div class=\"d0 w558\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>futuro suficientes<div class=\"d0 w585\">\u00a0</div>ganancias fiscales </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a4822\">contra<div class=\"d0 w172\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>poder<div class=\"d0 w238\">\u00a0</div>hacerlos<div class=\"d0 w419\">\u00a0</div>efectivos.<div class=\"d0 w361\">\u00a0</div>Con<div class=\"d0 w98\">\u00a0</div>ocasi\u00f3n<div class=\"d0 w7\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>cada<div class=\"d0 w175\">\u00a0</div>cierre<div class=\"d0 w201\">\u00a0</div>contable,<div class=\"d0 w543\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>revisan<div class=\"d0 w383\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a4825\">impuestos diferidos<div class=\"d0 w246\">\u00a0</div>registrados (tanto<div class=\"d0 w50\">\u00a0</div>activos como pasivos)<div class=\"d0 w333\">\u00a0</div>con objeto<div class=\"d0 w18\">\u00a0</div>de comprobar<div class=\"d0 w47\">\u00a0</div>que se </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a4826\">mantienen vigentes, efectu\u00e1ndose las oportunas correcciones a los mismos, de acuerdo con los </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a4827\">resultados de los an\u00e1lisis realizados y el tipo de gravamen vigente en cada<div class=\"d0 w326\">\u00a0</div>momento. </div><div class=\"po0 fs14 cl2 l341 t1456\" id=\"a4831\">La informaci\u00f3n referida al Pilar II se encuentra recogida en la nota 17.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer1981\"><div class=\"po0 fs14 cl4 l340 t826\" id=\"a4835\">PILAR II</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForDeferredIncomeTaxExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_419": {
   "value": "<div class=\"po1 w374 h116 lh0\" id=\"TextBlockContainer1991\"><div class=\"po0 l342 t756 f0\" id=\"div_1984_XBRL_TS_5c5ef92341b84d9ca63a01bb1a711a23\"><div class=\"po1 w374 h116 lh0\" id=\"TextBlockContainer1988\"><div class=\"po1 w374 z0\" id=\"TextContainer1988\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4839\">Pagos basados en acciones y remuneraciones por terminaci\u00f3n al personal </div><div class=\"po0 fs14 cl2 l345 t1458\" id=\"a4841\">El Grupo<div class=\"d0 w375\">\u00a0</div>reconoce, por<div class=\"d0 w621\">\u00a0</div>un lado,<div class=\"d0 w268\">\u00a0</div>los bienes<div class=\"d0 w585\">\u00a0</div>y servicios<div class=\"d0 w300\">\u00a0</div>recibidos como<div class=\"d0 w753\">\u00a0</div>un activo<div class=\"d0 w147\">\u00a0</div>o como<div class=\"d0 w620\">\u00a0</div>un gasto, </div><div class=\"po0 fs14 cl2 l345 t1459\" id=\"a4842\">atendiendo<div class=\"d0 w389\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>su<div class=\"d0 w344\">\u00a0</div>naturaleza<div class=\"d0 w164\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>momento<div class=\"d0 w344\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>su<div class=\"d0 w334\">\u00a0</div>obtenci\u00f3n<div class=\"d0 w60\">\u00a0</div>y,<div class=\"d0 w485\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>otro,<div class=\"d0 w539\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>correspondiente </div><div class=\"po0 fs14 cl2 l345 t1460\" id=\"a4843\">incremento en el patrimonio neto, si la transacci\u00f3n se liquida con<div class=\"d0 w50\">\u00a0</div>instrumentos de patrimonio, </div><div class=\"po0 fs14 cl2 l345 t1461\" id=\"a4846\">o el correspondiente<div class=\"d0 w515\">\u00a0</div>pasivo si la transacci\u00f3n<div class=\"d0 w626\">\u00a0</div>se liquida obligatoriamente<div class=\"d0 w140\">\u00a0</div>en caja con un<div class=\"d0 w325\">\u00a0</div>importe </div><div class=\"po0 fs14 cl2 l345 t924\" id=\"a4849\">que est\u00e9 basado en el valor de los instrumentos de patrimonio. </div><div class=\"po0 fs14 cl2 l345 t1462\" id=\"a4852\">En el caso de transacciones que se liquiden con instrumentos<div class=\"d0 w144\">\u00a0</div>de patrimonio, tanto los servicios </div><div class=\"po0 fs14 cl2 l345 t1463\" id=\"a4853\">prestados como el incremento en el<div class=\"d0 w354\">\u00a0</div>patrimonio neto se valoran aplicando<div class=\"d0 w561\">\u00a0</div>el valor razonable de </div><div class=\"po0 fs14 cl2 l345 t1464\" id=\"a4854\">los instrumentos de patrimonio cedidos, referido a la fecha del acuerdo de concesi\u00f3n (fecha de </div><div class=\"po0 fs14 cl2 l345 t1012\" id=\"a4856\">comunicaci\u00f3n de objetivos).<div class=\"d0 w754\">\u00a0</div></div></div><div class=\"po0 l396 t1369 f0\" id=\"div_1985_XBRL_TS_1e9560939e0b40f3ab808fd7225052e2\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer1986\"><div class=\"po1 w198 z0\" id=\"TextContainer1986\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4859\">Las provisiones correspondientes a planes de terminaci\u00f3n de la relaci\u00f3n laboral, tales como las </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4860\">prejubilaciones y<div class=\"d0 w475\">\u00a0</div>otras desvinculaciones,<div class=\"d0 w264\">\u00a0</div>se calculan<div class=\"d0 w394\">\u00a0</div>de forma<div class=\"d0 w247\">\u00a0</div>individualizada en<div class=\"d0 w295\">\u00a0</div>funci\u00f3n de </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4861\">las condiciones pactadas con los empleados, que en algunos casos puede requerir la aplicaci\u00f3n </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a4863\">de valoraciones actuariales, considerando hip\u00f3tesis tanto demogr\u00e1ficas<div class=\"d0 w516\">\u00a0</div>como financieras.</div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForEmployeeBenefitsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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  },
  "ID_420": {
   "value": "<div class=\"po1 w374 h116 lh0\" id=\"TextBlockContainer1988\"><div class=\"po1 w374 z0\" id=\"TextContainer1988\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4839\">Pagos basados en acciones y remuneraciones por terminaci\u00f3n al personal </div><div class=\"po0 fs14 cl2 l345 t1458\" id=\"a4841\">El Grupo<div class=\"d0 w375\">\u00a0</div>reconoce, por<div class=\"d0 w621\">\u00a0</div>un lado,<div class=\"d0 w268\">\u00a0</div>los bienes<div class=\"d0 w585\">\u00a0</div>y servicios<div class=\"d0 w300\">\u00a0</div>recibidos como<div class=\"d0 w753\">\u00a0</div>un activo<div class=\"d0 w147\">\u00a0</div>o como<div class=\"d0 w620\">\u00a0</div>un gasto, </div><div class=\"po0 fs14 cl2 l345 t1459\" id=\"a4842\">atendiendo<div class=\"d0 w389\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>su<div class=\"d0 w344\">\u00a0</div>naturaleza<div class=\"d0 w164\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>momento<div class=\"d0 w344\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>su<div class=\"d0 w334\">\u00a0</div>obtenci\u00f3n<div class=\"d0 w60\">\u00a0</div>y,<div class=\"d0 w485\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>otro,<div class=\"d0 w539\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>correspondiente </div><div class=\"po0 fs14 cl2 l345 t1460\" id=\"a4843\">incremento en el patrimonio neto, si la transacci\u00f3n se liquida con<div class=\"d0 w50\">\u00a0</div>instrumentos de patrimonio, </div><div class=\"po0 fs14 cl2 l345 t1461\" id=\"a4846\">o el correspondiente<div class=\"d0 w515\">\u00a0</div>pasivo si la transacci\u00f3n<div class=\"d0 w626\">\u00a0</div>se liquida obligatoriamente<div class=\"d0 w140\">\u00a0</div>en caja con un<div class=\"d0 w325\">\u00a0</div>importe </div><div class=\"po0 fs14 cl2 l345 t924\" id=\"a4849\">que est\u00e9 basado en el valor de los instrumentos de patrimonio. </div><div class=\"po0 fs14 cl2 l345 t1462\" id=\"a4852\">En el caso de transacciones que se liquiden con instrumentos<div class=\"d0 w144\">\u00a0</div>de patrimonio, tanto los servicios </div><div class=\"po0 fs14 cl2 l345 t1463\" id=\"a4853\">prestados como el incremento en el<div class=\"d0 w354\">\u00a0</div>patrimonio neto se valoran aplicando<div class=\"d0 w561\">\u00a0</div>el valor razonable de </div><div class=\"po0 fs14 cl2 l345 t1464\" id=\"a4854\">los instrumentos de patrimonio cedidos, referido a la fecha del acuerdo de concesi\u00f3n (fecha de </div><div class=\"po0 fs14 cl2 l345 t1012\" id=\"a4856\">comunicaci\u00f3n de objetivos).<div class=\"d0 w754\">\u00a0</div></div></div><div class=\"po0 l396 t1369 f0\" id=\"div_1985_XBRL_TS_1e9560939e0b40f3ab808fd7225052e2\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer1986\"><div class=\"po1 w198 z0\" id=\"TextContainer1986\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4859\">Las provisiones correspondientes a planes de terminaci\u00f3n de la relaci\u00f3n laboral, tales como las </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4860\">prejubilaciones y<div class=\"d0 w475\">\u00a0</div>otras desvinculaciones,<div class=\"d0 w264\">\u00a0</div>se calculan<div class=\"d0 w394\">\u00a0</div>de forma<div class=\"d0 w247\">\u00a0</div>individualizada en<div class=\"d0 w295\">\u00a0</div>funci\u00f3n de </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4861\">las condiciones pactadas con los empleados, que en algunos casos puede requerir la aplicaci\u00f3n </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a4863\">de valoraciones actuariales, considerando hip\u00f3tesis tanto demogr\u00e1ficas<div class=\"d0 w516\">\u00a0</div>como financieras.</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForSharebasedPaymentTransactionsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_421": {
   "value": "<div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer1986\"><div class=\"po1 w198 z0\" id=\"TextContainer1986\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a4859\">Las provisiones correspondientes a planes de terminaci\u00f3n de la relaci\u00f3n laboral, tales como las </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a4860\">prejubilaciones y<div class=\"d0 w475\">\u00a0</div>otras desvinculaciones,<div class=\"d0 w264\">\u00a0</div>se calculan<div class=\"d0 w394\">\u00a0</div>de forma<div class=\"d0 w247\">\u00a0</div>individualizada en<div class=\"d0 w295\">\u00a0</div>funci\u00f3n de </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a4861\">las condiciones pactadas con los empleados, que en algunos casos puede requerir la aplicaci\u00f3n </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a4863\">de valoraciones actuariales, considerando hip\u00f3tesis tanto demogr\u00e1ficas<div class=\"d0 w516\">\u00a0</div>como financieras.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForTerminationBenefits",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_422": {
   "value": "<div class=\"po1 w755 h117 lh0\" id=\"TextBlockContainer1994\"><div class=\"po1 w755 z0\" id=\"TextContainer1994\"><div class=\"po0 fs25 cl2 l507 t756\" id=\"a4868\">Pol\u00edtica de dividendos </div><div class=\"po0 fs14 cl2 l345 t1169\" id=\"a4870\">PRISA no tiene<div class=\"d0 w26\">\u00a0</div>una pol\u00edtica de<div class=\"d0 w22\">\u00a0</div>dividendos establecida, de modo que<div class=\"d0 w32\">\u00a0</div>el reparto de<div class=\"d0 w19\">\u00a0</div>dividendos </div><div class=\"po0 fs14 cl2 l345 t1170\" id=\"a4871\">del<div class=\"d0 w175\">\u00a0</div>Grupo<div class=\"d0 w290\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>revisa<div class=\"d0 w238\">\u00a0</div>con<div class=\"d0 w287\">\u00a0</div>car\u00e1cter<div class=\"d0 w486\">\u00a0</div>anual.<div class=\"d0 w223\">\u00a0</div>En<div class=\"d0 w475\">\u00a0</div>este<div class=\"d0 w484\">\u00a0</div>sentido,<div class=\"d0 w235\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>reparto<div class=\"d0 w394\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>dividendos<div class=\"d0 w169\">\u00a0</div>depende, </div><div class=\"po0 fs14 cl2 l345 t1171\" id=\"a4873\">fundamentalmente, de (i) la<div class=\"d0 w140\">\u00a0</div>existencia de beneficios<div class=\"d0 w515\">\u00a0</div>distribuibles y de la<div class=\"d0 w268\">\u00a0</div>situaci\u00f3n financiera de </div><div class=\"po0 fs14 cl2 l345 t1467\" id=\"a4874\">la Sociedad, (ii) sus obligaciones en<div class=\"d0 w236\">\u00a0</div>relaci\u00f3n con el servicio de la deuda as\u00ed<div class=\"d0 w19\">\u00a0</div>como las derivadas </div><div class=\"po0 fs14 cl2 l345 t924\" id=\"a4876\">de los compromisos adquiridos con sus acreedores financieros en los contratos de financiaci\u00f3n </div><div class=\"po0 fs14 cl2 l345 t925\" id=\"a4877\">del<div class=\"d0 w3\">\u00a0</div>Grupo,<div class=\"d0 w232\">\u00a0</div>(iii)<div class=\"d0 w290\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>generaci\u00f3n<div class=\"d0 w232\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>caja<div class=\"d0 w404\">\u00a0</div>derivada<div class=\"d0 w171\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>curso<div class=\"d0 w284\">\u00a0</div>normal<div class=\"d0 w474\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>sus<div class=\"d0 w282\">\u00a0</div>actividades,<div class=\"d0 w235\">\u00a0</div>(iv)<div class=\"d0 w119\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l345 t1462\" id=\"a4878\">existencia o no de oportunidades de inversi\u00f3n atractivas que<div class=\"d0 w125\">\u00a0</div>generen valor para los accionistas </div><div class=\"po0 fs14 cl2 l345 t1463\" id=\"a4880\">del Grupo,<div class=\"d0 w7\">\u00a0</div>(v) las<div class=\"d0 w63\">\u00a0</div>necesidades de reinversi\u00f3n<div class=\"d0 w283\">\u00a0</div>del Grupo,<div class=\"d0 w18\">\u00a0</div>(vi) la<div class=\"d0 w21\">\u00a0</div>ejecuci\u00f3n del plan<div class=\"d0 w293\">\u00a0</div>de negocio </div><div class=\"po0 fs14 cl2 l341 t1468\" id=\"a4881\">de PRISA, y (vii) otros factores que PRISA considere pertinentes<div class=\"d0 w125\">\u00a0</div>en cada momento.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForDividendsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_423": {
   "value": "<div class=\"po1 w755 h118 lh0\" id=\"TextBlockContainer1997\"><div class=\"po1 w755 z0\" id=\"TextContainer1997\"><div class=\"po0 fs25 cl2 l507 t756\" id=\"a4886\">Transacciones en moneda extranjera </div><div class=\"po0 fs14 cl2 l345 t1169\" id=\"a4889\">Las cuentas anuales consolidadas del<div class=\"d0 w419\">\u00a0</div>Grupo se presentan en euros,<div class=\"d0 w33\">\u00a0</div>que es tambi\u00e9n<div class=\"d0 w47\">\u00a0</div>la moneda </div><div class=\"po0 fs14 cl2 l345 t1170\" id=\"a4890\">funcional de la Sociedad. Cada entidad del Grupo determina<div class=\"d0 w140\">\u00a0</div>su propia moneda funcional y las </div><div class=\"po0 fs14 cl2 l345 t1171\" id=\"a4891\">partidas incluidas en<div class=\"d0 w325\">\u00a0</div>los estados<div class=\"d0 w140\">\u00a0</div>financieros de cada<div class=\"d0 w756\">\u00a0</div>sociedad se valoran<div class=\"d0 w330\">\u00a0</div>utilizando esa<div class=\"d0 w561\">\u00a0</div>moneda </div><div class=\"po0 fs14 cl2 l341 t1172\" id=\"a4894\">funcional.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForForeignCurrencyTranslationExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_424": {
   "value": "<div class=\"po1 w562 h119 lh0\" id=\"TextBlockContainer2006\"><div class=\"po1 w562 z0\" id=\"TextContainer2006\"><div class=\"po0 fs25 cl2 l510 t756\" id=\"a4908\">Informaci\u00f3n por segmentos </div><div class=\"po0 fs14 cl2 l367 t1475\" id=\"a4911\">De conformidad con la NIC 8, el Grupo ha identificado<div class=\"d0 w265\">\u00a0</div>dos segmentos de su actividad: </div><div class=\"po0 fs33 cl2 l368 t1476\" id=\"a4914\">-</div><div class=\"po0 fs14 cl2 l455 t1477\" id=\"a4916\">Educaci\u00f3n,<div class=\"d0 w467\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>incluye<div class=\"d0 w496\">\u00a0</div>fundamentalmente<div class=\"d0 w507\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>venta<div class=\"d0 w440\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>libros<div class=\"d0 w275\">\u00a0</div>educativos,<div class=\"d0 w435\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l455 t1478\" id=\"a4917\">servicios y materiales relacionados con sistemas de ense\u00f1anza;<div class=\"d0 w558\">\u00a0</div></div><div class=\"po0 fs33 cl2 l368 t1479\" id=\"a4920\">-</div><div class=\"po0 fs14 cl2 l455 t1480\" id=\"a4922\">Media, incluye<div class=\"d0 w353\">\u00a0</div>los negocios<div class=\"d0 w332\">\u00a0</div>de radio<div class=\"d0 w410\">\u00a0</div>y noticias<div class=\"d0 w326\">\u00a0</div>(Prensa) y<div class=\"d0 w329\">\u00a0</div>su principal<div class=\"d0 w300\">\u00a0</div>fuente de<div class=\"d0 w558\">\u00a0</div>ingresos </div><div class=\"po0 fs14 cl2 l455 t1481\" id=\"a4923\">son la publicidad, as\u00ed<div class=\"d0 w33\">\u00a0</div>como la venta de<div class=\"d0 w26\">\u00a0</div>ejemplares y revistas, suscripciones digitales y, </div><div class=\"po0 fs14 cl2 l455 t1482\" id=\"a4924\">adicionalmente, la organizaci\u00f3n y gesti\u00f3n de eventos y la producci\u00f3n audiovisual. </div><div class=\"po0 fs14 cl2 l367 t1483\" id=\"a4928\">Las actividades del<div class=\"d0 w387\">\u00a0</div>Grupo se<div class=\"d0 w515\">\u00a0</div>ubican en Europa<div class=\"d0 w696\">\u00a0</div>y Am\u00e9rica. La<div class=\"d0 w324\">\u00a0</div>actividad en<div class=\"d0 w402\">\u00a0</div>Europa se<div class=\"d0 w515\">\u00a0</div>desarrolla </div><div class=\"po0 fs14 cl2 l367 t1484\" id=\"a4929\">fundamentalmente en Espa\u00f1a. La<div class=\"d0 w30\">\u00a0</div>actividad en Am\u00e9rica se<div class=\"d0 w395\">\u00a0</div>desarrolla en m\u00e1s de<div class=\"d0 w23\">\u00a0</div>veinte pa\u00edses, </div><div class=\"po0 fs14 cl2 l456 t1485\" id=\"a4933\">fundamentalmente en Brasil, M\u00e9xico, Chile, Colombia y<div class=\"d0 w402\">\u00a0</div>Argentina.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForSegmentReportingExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_425": {
   "value": "<div class=\"po1 w374 h120 lh0\" id=\"TextBlockContainer2009\"><div class=\"po1 w374 z0\" id=\"TextContainer2009\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4939\">Estados de flujos de efectivo consolidados </div><div class=\"po0 fs14 cl2 l345 t1048\" id=\"a4941\">En los estados de flujos de efectivo consolidados se utilizan las siguientes expresiones: </div><div class=\"po0 fs33 cl2 l397 t1487\" id=\"a4943\">-</div><div class=\"po0 fs14 cl2 l398 t1488\" id=\"a4945\">Variaci\u00f3n de<div class=\"d0 w757\">\u00a0</div>los flujos<div class=\"d0 w325\">\u00a0</div>de tesorer\u00eda<div class=\"d0 w725\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>ejercicio:<div class=\"d0 w299\">\u00a0</div>entradas y<div class=\"d0 w326\">\u00a0</div>salidas de<div class=\"d0 w550\">\u00a0</div>dinero en<div class=\"d0 w725\">\u00a0</div>efectivo </div><div class=\"po0 fs14 cl2 l398 t1489\" id=\"a4946\">y<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>sus<div class=\"d0 w470\">\u00a0</div>equivalentes,<div class=\"d0 w287\">\u00a0</div>entendiendo<div class=\"d0 w167\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>\u00e9stos<div class=\"d0 w289\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>inversiones<div class=\"d0 w615\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>corto<div class=\"d0 w281\">\u00a0</div>plazo<div class=\"d0 w289\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>gran </div><div class=\"po0 fs14 cl2 l398 t1490\" id=\"a4948\">liquidez y bajo riesgo de alteraciones en su valor. </div><div class=\"po0 fs33 cl2 l397 t1491\" id=\"a4950\">-</div><div class=\"po0 fs14 cl2 l401 t1492\" id=\"a4952\">Actividades de<div class=\"d0 w264\">\u00a0</div>explotaci\u00f3n: son<div class=\"d0 w63\">\u00a0</div>las actividades que<div class=\"d0 w283\">\u00a0</div>constituyen la principal<div class=\"d0 w368\">\u00a0</div>fuente de </div><div class=\"po0 fs14 cl2 l401 t1493\" id=\"a4953\">ingresos<div class=\"d0 w26\">\u00a0</div>ordinarios del<div class=\"d0 w282\">\u00a0</div>Grupo,<div class=\"d0 w18\">\u00a0</div>as\u00ed<div class=\"d0 w19\">\u00a0</div>como otras<div class=\"d0 w3\">\u00a0</div>actividades que<div class=\"d0 w284\">\u00a0</div>no puedan<div class=\"d0 w517\">\u00a0</div>clasificarse </div><div class=\"po0 fs14 cl2 l401 t1494\" id=\"a4954\">como de inversi\u00f3n o financiaci\u00f3n. </div><div class=\"po0 fs33 cl2 l397 t1495\" id=\"a4956\">-</div><div class=\"po0 fs14 cl2 l401 t1496\" id=\"a4958\">Actividades de<div class=\"d0 w403\">\u00a0</div>inversi\u00f3n: las<div class=\"d0 w330\">\u00a0</div>de adquisici\u00f3n,<div class=\"d0 w386\">\u00a0</div>enajenaci\u00f3n<div class=\"d0 w516\">\u00a0</div>o disposici\u00f3n<div class=\"d0 w626\">\u00a0</div>por otros<div class=\"d0 w403\">\u00a0</div>medios </div><div class=\"po0 fs14 cl2 l401 t1497\" id=\"a4959\">de activos<div class=\"d0 w392\">\u00a0</div>a largo<div class=\"d0 w425\">\u00a0</div>plazo y<div class=\"d0 w299\">\u00a0</div>otras inversiones<div class=\"d0 w626\">\u00a0</div>no incluidas<div class=\"d0 w405\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>efectivo y<div class=\"d0 w758\">\u00a0</div>sus equivalentes. </div><div class=\"po0 fs14 cl2 l401 t678\" id=\"a4961\">En<div class=\"d0 w568\">\u00a0</div>el<div class=\"d0 w575\">\u00a0</div>caso<div class=\"d0 w582\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>transacciones<div class=\"d0 w678\">\u00a0</div>entre<div class=\"d0 w220\">\u00a0</div>la<div class=\"d0 w184\">\u00a0</div>Sociedad<div class=\"d0 w569\">\u00a0</div>Dominante<div class=\"d0 w569\">\u00a0</div>y<div class=\"d0 w177\">\u00a0</div>participaciones<div class=\"d0 w622\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l401 t1498\" id=\"a4962\">dominantes, s\u00f3lo se incluir\u00e1n en este apartado las que supongan<div class=\"d0 w561\">\u00a0</div>un cambio de control. </div><div class=\"po0 fs33 cl2 l397 t1499\" id=\"a4964\">-</div><div class=\"po0 fs14 cl2 l401 t1500\" id=\"a4966\">Actividades<div class=\"d0 w521\">\u00a0</div>de<div class=\"d0 w596\">\u00a0</div>financiaci\u00f3n:<div class=\"d0 w759\">\u00a0</div>actividades<div class=\"d0 w760\">\u00a0</div>que<div class=\"d0 w301\">\u00a0</div>generan<div class=\"d0 w316\">\u00a0</div>cambios<div class=\"d0 w459\">\u00a0</div>en<div class=\"d0 w320\">\u00a0</div>el<div class=\"d0 w657\">\u00a0</div>tama\u00f1o<div class=\"d0 w318\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l401 t1501\" id=\"a4967\">composici\u00f3n del<div class=\"d0 w111\">\u00a0</div>patrimonio neto<div class=\"d0 w286\">\u00a0</div>y de<div class=\"d0 w338\">\u00a0</div>los pasivos<div class=\"d0 w395\">\u00a0</div>de car\u00e1cter<div class=\"d0 w383\">\u00a0</div>financiero, as\u00ed<div class=\"d0 w238\">\u00a0</div>como las </div><div class=\"po0 fs14 cl2 l401 t1502\" id=\"a4968\">transacciones<div class=\"d0 w485\">\u00a0</div>entre<div class=\"d0 w421\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>Sociedad<div class=\"d0 w343\">\u00a0</div>Dominante<div class=\"d0 w232\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>participaciones<div class=\"d0 w361\">\u00a0</div>no<div class=\"d0 w237\">\u00a0</div>dominantes<div class=\"d0 w232\">\u00a0</div>que<div class=\"d0 w281\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l401 t1503\" id=\"a4970\">supongan<div class=\"d0 w287\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>cambio<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>control.<div class=\"d0 w172\">\u00a0</div>Adicionalmente<div class=\"d0 w290\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>incluye<div class=\"d0 w389\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>pago<div class=\"d0 w5\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>efectivo<div class=\"d0 w232\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l381 t1326\" id=\"a4971\">pasivo financiero por arrendamiento.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForCashFlowsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_426": {
   "value": "<div class=\"po1 w374 h121 lh0\" id=\"TextBlockContainer2012\"><div class=\"po1 w374 z0\" id=\"TextContainer2012\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a4976\">Impacto medioambiental </div><div class=\"po0 fs14 cl2 l345 t920\" id=\"a4978\">El<div class=\"d0 w398\">\u00a0</div>Grupo<div class=\"d0 w435\">\u00a0</div>tiene<div class=\"d0 w460\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>compromiso,<div class=\"d0 w531\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>trav\u00e9s<div class=\"d0 w684\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>su<div class=\"d0 w493\">\u00a0</div>Pol\u00edtica<div class=\"d0 w699\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>Sostenibilidad<div class=\"d0 w297\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>su<div class=\"d0 w493\">\u00a0</div>Pol\u00edtica </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a4979\">Medioambiental, aprobadas en<div class=\"d0 w516\">\u00a0</div>diciembre del 2018<div class=\"d0 w584\">\u00a0</div>(modificada en noviembre<div class=\"d0 w268\">\u00a0</div>de 2020 y<div class=\"d0 w140\">\u00a0</div>febrero </div><div class=\"po0 fs14 cl2 l345 t770\" id=\"a4980\">del 2022) y en febrero del 2021, respectivamente, de apoyar la lucha contra el cambio clim\u00e1tico </div><div class=\"po0 fs14 cl2 l345 t771\" id=\"a4982\">que se efectuar\u00e1<div class=\"d0 w57\">\u00a0</div>a trav\u00e9s de la<div class=\"d0 w23\">\u00a0</div>gesti\u00f3n eficaz de los<div class=\"d0 w38\">\u00a0</div>recursos y la toma<div class=\"d0 w383\">\u00a0</div>en consideraci\u00f3n de los </div><div class=\"po0 fs14 cl2 l345 t1017\" id=\"a4983\">potenciales<div class=\"d0 w259\">\u00a0</div>riesgos<div class=\"d0 w259\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>se<div class=\"d0 w157\">\u00a0</div>deriven<div class=\"d0 w408\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>los<div class=\"d0 w194\">\u00a0</div>mismos,<div class=\"d0 w761\">\u00a0</div>as\u00ed<div class=\"d0 w525\">\u00a0</div>como<div class=\"d0 w261\">\u00a0</div>mediante<div class=\"d0 w188\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>supervisi\u00f3n<div class=\"d0 w508\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l345 t772\" id=\"a4984\">evaluaci\u00f3n del impacto ambiental que pueda<div class=\"d0 w23\">\u00a0</div>generar su actividad. Incluye el<div class=\"d0 w50\">\u00a0</div>compromiso del </div><div class=\"po0 fs14 cl2 l345 t773\" id=\"a4986\">Grupo<div class=\"d0 w255\">\u00a0</div>con<div class=\"d0 w534\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>cumplimiento<div class=\"d0 w706\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>legislaci\u00f3n<div class=\"d0 w442\">\u00a0</div>medioambiental<div class=\"d0 w551\">\u00a0</div>aplicable,<div class=\"d0 w583\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>desarrollo<div class=\"d0 w512\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1463\" id=\"a4987\">acciones<div class=\"d0 w752\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>mejora<div class=\"d0 w524\">\u00a0</div>continua,<div class=\"d0 w252\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>sensibilizaci\u00f3n<div class=\"d0 w258\">\u00a0</div>medioambiental<div class=\"d0 w588\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>el<div class=\"d0 w598\">\u00a0</div>desarrollo<div class=\"d0 w187\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>sus </div><div class=\"po0 fs14 cl2 l345 t1464\" id=\"a4988\">actividades y en la de sus socios de negocio, clientes y proveedores.<div class=\"d0 w392\">\u00a0</div>En este sentido, durante el </div><div class=\"po0 fs14 cl2 l345 t1012\" id=\"a4992\">a\u00f1o<div class=\"d0 w475\">\u00a0</div>2024<div class=\"d0 w31\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>Grupo<div class=\"d0 w9\">\u00a0</div>ha<div class=\"d0 w171\">\u00a0</div>puesto<div class=\"d0 w295\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>marcha<div class=\"d0 w228\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>Plan<div class=\"d0 w366\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>Gesti\u00f3n<div class=\"d0 w21\">\u00a0</div>Ambiental,<div class=\"d0 w239\">\u00a0</div>ha<div class=\"d0 w171\">\u00a0</div>respondido<div class=\"d0 w17\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l345 t929\" id=\"a4997\">primera<div class=\"d0 w421\">\u00a0</div>vez<div class=\"d0 w295\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>cuestionario sobre<div class=\"d0 w25\">\u00a0</div>cambio<div class=\"d0 w24\">\u00a0</div>clim\u00e1tico<div class=\"d0 w23\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>CDP<div class=\"d0 w293\">\u00a0</div>(Carbon<div class=\"d0 w396\">\u00a0</div>Disclosure<div class=\"d0 w39\">\u00a0</div>Project),<div class=\"d0 w333\">\u00a0</div>as\u00ed </div><div class=\"po0 fs14 cl2 l345 t1506\" id=\"a4998\">como<div class=\"d0 w56\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>registro<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>su<div class=\"d0 w56\">\u00a0</div>plan<div class=\"d0 w111\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>reducci\u00f3n<div class=\"d0 w38\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>emisiones<div class=\"d0 w264\">\u00a0</div>\u201cnear<div class=\"d0 w24\">\u00a0</div>team<div class=\"d0 w49\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>net<div class=\"d0 w8\">\u00a0</div>zero\u201d<div class=\"d0 w264\">\u00a0</div>dentro<div class=\"d0 w20\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la </div></div></div><div class=\"po1 w198 h123 lh0\" id=\"TextBlockContainer2023\"><div class=\"po0 l342 t756 f0\" id=\"div_2020_XBRL_TS_741b4922786e4a079e6ecc3abdbb9d29_13\"><div class=\"po1 w198 h123 lh0\" id=\"TextBlockContainer2021\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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PvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div 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    "concept": "ifrs-full:DescriptionOfAccountingPolicyForEnvironmentRelatedExpenseExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l517 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l534 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l519 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l535 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l521 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l536 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l523 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l537 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l525 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l538 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l527 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l539 t1553 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1554 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l512 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l515 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l516 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l517 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l519 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l521 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l522 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l523 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l524 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l525 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l526 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l527 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l528 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l511 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l514 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l516 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l518 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l520 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l522 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l524 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l526 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l513 t1550 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h132 l529 t1555 bgc3\">\u00a0</div>\n<div class=\"w786 po0 h126 l531 t1556 bgc3\">\u00a0</div>\n<div class=\"w786 po0 h126 l531 t1557 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l512 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l532 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l515 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l533 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l517 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l534 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l519 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l535 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l521 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l536 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l523 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l537 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l525 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l538 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l527 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l539 t1558 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1559 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l512 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l515 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l516 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l517 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l519 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l521 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l522 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l523 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l524 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l525 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l526 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l527 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l528 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1560 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l511 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l512 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l514 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l515 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l516 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l516 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l517 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l518 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l519 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l520 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l521 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l522 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l522 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l523 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l524 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l524 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l525 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l526 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l526 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l527 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l513 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1560 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2030\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a5043\">Ejercicio 2024- </div><div class=\"po0 fs14 cl2 l540 t1561\" id=\"a5047\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l540 t1562\" id=\"a5048\">ha sido el siguiente: </div><div class=\"po0 fs35 cl2 l541 t1563\" id=\"a5052\">Miles de euros </div><div class=\"po0 fs35 cl2 l542 t1564\" id=\"a5054\">Saldo al </div><div class=\"po0 fs35 cl2 l543 t1565\" id=\"a5055\">31.12.2023 </div><div class=\"po0 fs35 cl2 l544 t1564\" id=\"a5057\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l545 t1565\" id=\"a5058\">monetaria </div><div class=\"po0 fs35 cl2 l546 t1564\" id=\"a5060\">Ajuste por </div><div class=\"po0 fs35 cl2 l547 t1565\" id=\"a5061\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l548 t1566\" id=\"a5063\">Variaci\u00f3n </div><div class=\"po0 fs35 cl2 l549 t1567\" id=\"a5064\">del </div><div class=\"po0 fs35 cl2 l550 t1568\" id=\"a5065\">per\u00edmetro </div><div class=\"po0 fs35 cl2 l551 t1567\" id=\"a5067\">Adiciones </div><div class=\"po0 fs35 cl2 l552 t1567\" id=\"a5069\">Retiros </div><div class=\"po0 fs35 cl2 l553 t1567\" id=\"a5071\">Traspasos </div><div class=\"po0 fs35 cl2 l554 t1564\" id=\"a5073\">Saldo al </div><div class=\"po0 fs35 cl2 l555 t1565\" id=\"a5074\">31.12.2024 </div><div class=\"po0 fs36 cl2 l556 t1569\" id=\"a5076\">Coste: </div><div class=\"po0 fs35 cl2 l556 t1570\" id=\"a5086\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l557 t1570\" id=\"a5088\">40.833 </div><div class=\"po0 fs35 cl2 l558 t1570\" id=\"a5090\">1 </div><div class=\"po0 fs35 cl2 l559 t1570\" id=\"a5092\">(41) </div><div class=\"po0 fs35 cl2 l560 t1570\" id=\"a5094\">417 </div><div class=\"po0 fs35 cl2 l561 t1570\" id=\"a5096\">93 </div><div class=\"po0 fs35 cl2 l562 t1570\" id=\"a5098\">(13.250) </div><div class=\"po0 fs35 cl2 l563 t1570\" id=\"a5100\">18 </div><div class=\"po0 fs35 cl2 l351 t1570\" id=\"a5102\">28.071 </div><div class=\"po0 fs35 cl2 l556 t1571\" id=\"a5104\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1572\" id=\"a5105\">maquinaria </div><div class=\"po0 fs35 cl2 l557 t1573\" id=\"a5107\">95.669 </div><div class=\"po0 fs35 cl2 l564 t1573\" id=\"a5109\">1.228 </div><div class=\"po0 fs35 cl2 l565 t1573\" id=\"a5111\">(2.211) </div><div class=\"po0 fs35 cl2 l566 t1573\" id=\"a5113\">46 </div><div class=\"po0 fs35 cl2 l567 t1573\" id=\"a5115\">1.477 </div><div class=\"po0 fs35 cl2 l568 t1573\" id=\"a5117\">(777) </div><div class=\"po0 fs35 cl2 l569 t1573\" id=\"a5119\">519 </div><div class=\"po0 fs35 cl2 l351 t1573\" id=\"a5121\">95.951 </div><div class=\"po0 fs35 cl2 l556 t1450\" id=\"a5123\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l557 t1450\" id=\"a5125\">78.592 </div><div class=\"po0 fs35 cl2 l570 t1450\" id=\"a5127\">11.528 </div><div class=\"po0 fs35 cl2 l565 t1450\" id=\"a5129\">(6.586) </div><div class=\"po0 fs35 cl2 l566 t1450\" id=\"a5131\">41 </div><div class=\"po0 fs35 cl2 l567 t1450\" id=\"a5133\">6.976 </div><div class=\"po0 fs35 cl2 l571 t1450\" id=\"a5135\">(1.692) </div><div class=\"po0 fs35 cl2 l572 t1450\" id=\"a5137\">(120) </div><div class=\"po0 fs35 cl2 l351 t1450\" id=\"a5139\">88.739 </div><div class=\"po0 fs35 cl2 l556 t1574\" id=\"a5141\">Anticipos e inmovilizado en curso </div><div class=\"po0 fs35 cl2 l573 t1574\" id=\"a5143\">267 </div><div class=\"po0 fs35 cl2 l574 t1574\" id=\"a5145\">- </div><div class=\"po0 fs35 cl2 l575 t1574\" id=\"a5147\">(7) </div><div class=\"po0 fs35 cl2 l576 t1574\" id=\"a5149\">- </div><div class=\"po0 fs35 cl2 l577 t1574\" id=\"a5151\">634 </div><div class=\"po0 fs35 cl2 l578 t1574\" id=\"a5153\">(21) </div><div class=\"po0 fs35 cl2 l572 t1574\" id=\"a5155\">(417) </div><div class=\"po0 fs35 cl2 l579 t1574\" id=\"a5157\">456 </div><div class=\"po0 fs36 cl2 l556 t1575\" id=\"a5159\">Total coste </div><div class=\"po0 fs36 cl2 l580 t1575\" id=\"a5161\">215.361 </div><div class=\"po0 fs36 cl2 l570 t1575\" id=\"a5163\">12.757 </div><div class=\"po0 fs36 cl2 l565 t1575\" id=\"a5165\">(8.845) </div><div class=\"po0 fs36 cl2 l560 t1575\" id=\"a5167\">504 </div><div class=\"po0 fs36 cl2 l567 t1575\" id=\"a5169\">9.180 </div><div class=\"po0 fs36 cl2 l562 t1575\" id=\"a5171\">(15.740) </div><div class=\"po0 fs36 cl2 l581 t1575\" id=\"a5173\">- </div><div class=\"po0 fs36 cl2 l582 t1575\" id=\"a5175\">213.217 </div><div class=\"po0 fs36 cl2 l556 t1576\" id=\"a5177\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l556 t1577\" id=\"a5187\">Construcciones </div><div class=\"po0 fs35 cl2 l583 t1577\" id=\"a5189\">(13.938) </div><div class=\"po0 fs35 cl2 l584 t1577\" id=\"a5191\">(1) </div><div class=\"po0 fs35 cl2 l585 t1577\" id=\"a5193\">(373) </div><div class=\"po0 fs35 cl2 l586 t1577\" id=\"a5195\">(46) </div><div class=\"po0 fs35 cl2 l587 t1577\" id=\"a5197\">(454) </div><div class=\"po0 fs35 cl2 l588 t1577\" id=\"a5199\">5.434 </div><div class=\"po0 fs35 cl2 l581 t1577\" id=\"a5201\">- </div><div class=\"po0 fs35 cl2 l589 t1577\" id=\"a5203\">(9.378) </div><div class=\"po0 fs35 cl2 l556 t1578\" id=\"a5205\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1579\" id=\"a5206\">maquinaria </div><div class=\"po0 fs35 cl2 l583 t1580\" id=\"a5208\">(84.749) </div><div class=\"po0 fs35 cl2 l590 t1580\" id=\"a5210\">(1.125) </div><div class=\"po0 fs35 cl2 l591 t1580\" id=\"a5212\">1.894 </div><div class=\"po0 fs35 cl2 l586 t1580\" id=\"a5214\">(26) </div><div class=\"po0 fs35 cl2 l592 t1580\" id=\"a5216\">(2.592) </div><div class=\"po0 fs35 cl2 l593 t1580\" id=\"a5218\">749 </div><div class=\"po0 fs35 cl2 l594 t1580\" id=\"a5220\">(29) </div><div class=\"po0 fs35 cl2 l595 t1580\" id=\"a5222\">(85.878) </div><div class=\"po0 fs35 cl2 l556 t1581\" id=\"a5224\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l583 t1581\" id=\"a5226\">(69.665) </div><div class=\"po0 fs35 cl2 l596 t1581\" id=\"a5228\">(10.622) </div><div class=\"po0 fs35 cl2 l591 t1581\" id=\"a5230\">5.913 </div><div class=\"po0 fs35 cl2 l586 t1581\" id=\"a5232\">(29) </div><div class=\"po0 fs35 cl2 l592 t1581\" id=\"a5234\">(5.900) </div><div class=\"po0 fs35 cl2 l588 t1581\" id=\"a5236\">1.585 </div><div class=\"po0 fs35 cl2 l569 t1581\" id=\"a5238\">508 </div><div class=\"po0 fs35 cl2 l595 t1581\" id=\"a5240\">(78.210) </div><div class=\"po0 fs36 cl2 l556 t1582\" id=\"a5242\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l597 t1582\" id=\"a5245\">(168.352) </div><div class=\"po0 fs36 cl2 l596 t1582\" id=\"a5247\">(11.748) </div><div class=\"po0 fs36 cl2 l591 t1582\" id=\"a5249\">7.434 </div><div class=\"po0 fs36 cl2 l598 t1582\" id=\"a5251\">(101) </div><div class=\"po0 fs36 cl2 l592 t1582\" id=\"a5253\">(8.946) </div><div class=\"po0 fs36 cl2 l588 t1582\" id=\"a5255\">7.768 </div><div class=\"po0 fs36 cl2 l569 t1582\" id=\"a5257\">479 </div><div class=\"po0 fs36 cl2 l599 t1582\" id=\"a5259\">(173.466) </div><div class=\"po0 fs36 cl2 l556 t1583\" id=\"a5261\">Deterioro: </div><div class=\"po0 fs35 cl2 l556 t1584\" id=\"a5271\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l600 t1584\" id=\"a5273\">(7.217) </div><div class=\"po0 fs35 cl2 l574 t1584\" id=\"a5275\">- </div><div class=\"po0 fs35 cl2 l601 t1584\" id=\"a5277\">- </div><div class=\"po0 fs35 cl2 l586 t1584\" id=\"a5279\">(68) </div><div class=\"po0 fs35 cl2 l587 t1584\" id=\"a5281\">(276) </div><div class=\"po0 fs35 cl2 l588 t1584\" id=\"a5283\">5.674 </div><div class=\"po0 fs35 cl2 l581 t1584\" id=\"a5285\">- </div><div class=\"po0 fs35 cl2 l589 t1584\" id=\"a5287\">(1.887) </div><div class=\"po0 fs35 cl2 l556 t1585\" id=\"a5289\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1586\" id=\"a5290\">maquinaria </div><div class=\"po0 fs35 cl2 l602 t1587\" id=\"a5292\">(104) </div><div class=\"po0 fs35 cl2 l574 t1587\" id=\"a5294\">- </div><div class=\"po0 fs35 cl2 l601 t1587\" id=\"a5296\">- </div><div class=\"po0 fs35 cl2 l576 t1587\" id=\"a5298\">- </div><div class=\"po0 fs35 cl2 l603 t1587\" id=\"a5300\">- </div><div class=\"po0 fs35 cl2 l604 t1587\" id=\"a5302\">- </div><div class=\"po0 fs35 cl2 l581 t1587\" id=\"a5304\">- </div><div class=\"po0 fs35 cl2 l605 t1587\" id=\"a5306\">(104) </div><div class=\"po0 fs35 cl2 l556 t1588\" id=\"a5308\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l602 t1588\" id=\"a5311\">(483) </div><div class=\"po0 fs35 cl2 l574 t1588\" id=\"a5313\">- </div><div class=\"po0 fs35 cl2 l606 t1588\" id=\"a5315\">158 </div><div class=\"po0 fs35 cl2 l576 t1588\" id=\"a5317\">- </div><div class=\"po0 fs35 cl2 l587 t1588\" id=\"a5319\">(341) </div><div class=\"po0 fs35 cl2 l593 t1588\" id=\"a5321\">163 </div><div class=\"po0 fs35 cl2 l581 t1588\" id=\"a5323\">- </div><div class=\"po0 fs35 cl2 l605 t1588\" id=\"a5325\">(503) </div><div class=\"po0 fs36 cl2 l556 t1589\" id=\"a5327\">Total deterioro </div><div class=\"po0 fs36 cl2 l600 t1589\" id=\"a5329\">(7.804) </div><div class=\"po0 fs36 cl2 l574 t1589\" id=\"a5331\">- </div><div class=\"po0 fs36 cl2 l606 t1589\" id=\"a5333\">158 </div><div class=\"po0 fs36 cl2 l586 t1589\" id=\"a5335\">(68) </div><div class=\"po0 fs36 cl2 l587 t1589\" id=\"a5337\">(617) </div><div class=\"po0 fs36 cl2 l588 t1589\" id=\"a5339\">5.837 </div><div class=\"po0 fs36 cl2 l581 t1589\" id=\"a5341\">- </div><div class=\"po0 fs36 cl2 l589 t1589\" id=\"a5343\">(2.494) </div><div class=\"po0 fs36 cl2 l556 t1590\" id=\"a5345\">Inmovilizado material neto </div><div class=\"po0 fs36 cl2 l557 t1590\" id=\"a5347\">39.205 </div><div class=\"po0 fs36 cl2 l564 t1590\" id=\"a5349\">1.009 </div><div class=\"po0 fs36 cl2 l565 t1590\" id=\"a5351\">(1.253) </div><div class=\"po0 fs36 cl2 l560 t1590\" id=\"a5353\">335 </div><div class=\"po0 fs36 cl2 l587 t1590\" id=\"a5355\">(383) </div><div class=\"po0 fs36 cl2 l571 t1590\" id=\"a5357\">(2.135) </div><div class=\"po0 fs36 cl2 l569 t1590\" id=\"a5359\">479 </div><div class=\"po0 fs36 cl2 l351 t1590\" id=\"a5361\">37.257 </div><div class=\"po0 fs36 cl2 l556 t1591\" id=\"a5363\">Coste inmovilizado en<div class=\"d0 w788\">\u00a0</div></div><div class=\"po0 fs36 cl2 l556 t1592\" id=\"a5365\">arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1593\" id=\"a5375\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l557 t1593\" id=\"a5378\">86.916 </div><div class=\"po0 fs35 cl2 l574 t1593\" id=\"a5380\">- </div><div class=\"po0 fs35 cl2 l565 t1593\" id=\"a5382\">(4.013) </div><div class=\"po0 fs35 cl2 l576 t1593\" id=\"a5384\">- </div><div class=\"po0 fs35 cl2 l607 t1593\" id=\"a5386\">10.055 </div><div class=\"po0 fs35 cl2 l571 t1593\" id=\"a5388\">(6.995) </div><div class=\"po0 fs35 cl2 l608 t1593\" id=\"a5390\">(9) </div><div class=\"po0 fs35 cl2 l351 t1593\" id=\"a5392\">85.954 </div><div class=\"po0 fs35 cl2 l556 t1594\" id=\"a5394\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l557 t1594\" id=\"a5396\">38.958 </div><div class=\"po0 fs35 cl2 l574 t1594\" id=\"a5398\">- </div><div class=\"po0 fs35 cl2 l565 t1594\" id=\"a5400\">(5.870) </div><div class=\"po0 fs35 cl2 l576 t1594\" id=\"a5402\">- </div><div class=\"po0 fs35 cl2 l567 t1594\" id=\"a5404\">4.373 </div><div class=\"po0 fs35 cl2 l571 t1594\" id=\"a5406\">(4.807) </div><div class=\"po0 fs35 cl2 l609 t1594\" id=\"a5408\">9 </div><div class=\"po0 fs35 cl2 l351 t1594\" id=\"a5410\">32.663 </div><div class=\"po0 fs36 cl2 l556 t1595\" id=\"a5412\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l556 t1596\" id=\"a5413\">arrendamiento </div><div class=\"po0 fs36 cl2 l580 t38\" id=\"a5415\">125.874 </div><div class=\"po0 fs36 cl2 l574 t38\" id=\"a5417\">- </div><div class=\"po0 fs36 cl2 l565 t38\" id=\"a5419\">(9.883) </div><div class=\"po0 fs36 cl2 l576 t38\" id=\"a5421\">- </div><div class=\"po0 fs36 cl2 l607 t38\" id=\"a5423\">14.428 </div><div class=\"po0 fs36 cl2 l562 t38\" id=\"a5425\">(11.802) </div><div class=\"po0 fs36 cl2 l581 t38\" id=\"a5427\">- </div><div class=\"po0 fs36 cl2 l582 t38\" id=\"a5429\">118.617 </div><div class=\"po0 fs36 cl2 l556 t1597\" id=\"a5431\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1598\" id=\"a5432\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1599\" id=\"a5442\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l583 t1599\" id=\"a5444\">(45.246) </div><div class=\"po0 fs35 cl2 l574 t1599\" id=\"a5446\">- </div><div class=\"po0 fs35 cl2 l591 t1599\" id=\"a5448\">2.528 </div><div class=\"po0 fs35 cl2 l576 t1599\" id=\"a5450\">- </div><div class=\"po0 fs35 cl2 l610 t1599\" id=\"a5452\">(15.452) </div><div class=\"po0 fs35 cl2 l588 t1599\" id=\"a5454\">6.460 </div><div class=\"po0 fs35 cl2 l608 t1599\" id=\"a5456\">(8) </div><div class=\"po0 fs35 cl2 l595 t1599\" id=\"a5458\">(51.718) </div><div class=\"po0 fs35 cl2 l556 t1600\" id=\"a5460\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l583 t1600\" id=\"a5462\">(25.369) </div><div class=\"po0 fs35 cl2 l574 t1600\" id=\"a5464\">- </div><div class=\"po0 fs35 cl2 l591 t1600\" id=\"a5466\">4.763 </div><div class=\"po0 fs35 cl2 l576 t1600\" id=\"a5468\">- </div><div class=\"po0 fs35 cl2 l592 t1600\" id=\"a5470\">(6.581) </div><div class=\"po0 fs35 cl2 l588 t1600\" id=\"a5472\">4.772 </div><div class=\"po0 fs35 cl2 l572 t1600\" id=\"a5474\">(471) </div><div class=\"po0 fs35 cl2 l595 t1600\" id=\"a5476\">(22.886) </div><div class=\"po0 fs36 cl2 l556 t1601\" id=\"a5478\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1602\" id=\"a5479\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l583 t1603\" id=\"a5482\">(70.615) </div><div class=\"po0 fs36 cl2 l574 t1603\" id=\"a5484\">- </div><div class=\"po0 fs36 cl2 l591 t1603\" id=\"a5486\">7.291 </div><div class=\"po0 fs36 cl2 l576 t1603\" id=\"a5488\">- </div><div class=\"po0 fs36 cl2 l610 t1603\" id=\"a5490\">(22.033) </div><div class=\"po0 fs36 cl2 l611 t1603\" id=\"a5492\">11.232 </div><div class=\"po0 fs36 cl2 l572 t1603\" id=\"a5494\">(479) </div><div class=\"po0 fs36 cl2 l595 t1603\" id=\"a5496\">(74.604) </div><div class=\"po0 fs36 cl2 l556 t1604\" id=\"a5498\">Inmovilizado material neto en </div><div class=\"po0 fs36 cl2 l556 t1605\" id=\"a5499\">arrendamiento </div><div class=\"po0 fs36 cl2 l557 t1606\" id=\"a5501\">55.259 </div><div class=\"po0 fs36 cl2 l574 t1606\" id=\"a5503\">- </div><div class=\"po0 fs36 cl2 l565 t1606\" id=\"a5505\">(2.592) </div><div class=\"po0 fs36 cl2 l576 t1606\" id=\"a5507\">- </div><div class=\"po0 fs36 cl2 l592 t1606\" id=\"a5509\">(7.605) </div><div class=\"po0 fs36 cl2 l568 t1606\" id=\"a5511\">(570) </div><div class=\"po0 fs36 cl2 l572 t1606\" id=\"a5513\">(479) </div><div class=\"po0 fs36 cl2 l351 t1606\" id=\"a5515\">44.013 </div><div class=\"po0 fs36 cl2 l556 t1607\" id=\"a5517\">TOTAL INMOVILIZADO </div><div class=\"po0 fs36 cl2 l556 t1608\" id=\"a5518\">MATERIAL NETO </div><div class=\"po0 fs36 cl2 l557 t1609\" id=\"a5520\">94.464 </div><div class=\"po0 fs36 cl2 l564 t1609\" id=\"a5522\">1.009 </div><div class=\"po0 fs36 cl2 l565 t1609\" id=\"a5524\">(3.845) </div><div class=\"po0 fs36 cl2 l560 t1609\" id=\"a5526\">335 </div><div class=\"po0 fs36 cl2 l592 t1609\" id=\"a5528\">(7.988) </div><div class=\"po0 fs36 cl2 l571 t1609\" id=\"a5530\">(2.705) </div><div class=\"po0 fs36 cl2 l581 t1609\" id=\"a5532\">- </div><div class=\"po0 fs36 cl2 l351 t1609\" id=\"a5534\">81.270 </div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w198 h136 lh0\" id=\"TextBlockContainer2054\"><div class=\"po0 l342 t756 f0\" id=\"div_2042_XBRL_TS_49059238863042ff9e62781b75caa9ab_1\"><div class=\"po1 w198 h136 lh0\" id=\"TextBlockContainer2052\"><div class=\"po0 l342 t756 f0\" id=\"div_2043_XBRL_TS_a6a9fa1aeab448f294b96e84cdb404bd_1\"><div class=\"po1 w198 h135 lh0\" id=\"TextBlockContainer2050\"><div class=\"po0 l342 t756 f0\" id=\"div_2044_XBRL_TS_b102701eee9c45abad7a285e9ca201d2_1\"><div class=\"po1 w198 h135 lh0\" id=\"TextBlockContainer2048\"><div class=\"po0 l342 t756 f0\" id=\"div_2045_XBRL_TS_869d57c02b8d4194bfb7b2d7e5978fef_1\"><div class=\"po1 w198 h135 lh0\" id=\"TextBlockContainer2046\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l617 t1656 bgc0\">\u00a0</div>\n<div class=\"w793 po0 h12 l618 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l619 t1656 bgc0\">\u00a0</div>\n<div class=\"w794 po0 h12 l620 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l621 t1656 bgc0\">\u00a0</div>\n<div class=\"w795 po0 h12 l622 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l623 t1656 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l624 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t1656 bgc0\">\u00a0</div>\n<div class=\"w790 po0 h12 l626 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l612 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l528 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1657 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l511 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1657 bgc0\">\u00a0</div>\n<div class=\"w790 po0 h12 l512 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l613 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l613 t1657 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l614 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l615 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l615 t1657 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l616 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l617 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l617 t1657 bgc0\">\u00a0</div>\n<div class=\"w793 po0 h12 l618 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l619 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l619 t1657 bgc0\">\u00a0</div>\n<div class=\"w794 po0 h12 l620 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l621 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l621 t1657 bgc0\">\u00a0</div>\n<div class=\"w795 po0 h12 l622 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l623 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l623 t1657 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l624 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l625 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t1657 bgc0\">\u00a0</div>\n<div class=\"w790 po0 h12 l626 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l612 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l612 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l612 t1657 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2046\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a5547\">Ejercicio 2023- </div><div class=\"po0 fs14 cl2 l540 t1658\" id=\"a5550\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs14 cl2 l540 t1659\" id=\"a5551\">fue el siguiente: </div><div class=\"po0 fs35 cl2 l635 t1660\" id=\"a5555\">Miles de euros </div><div class=\"po0 fs35 cl2 l636 t1661\" id=\"a5557\">Saldo al </div><div class=\"po0 fs35 cl2 l637 t1662\" id=\"a5558\">31.12.2022 </div><div class=\"po0 fs35 cl2 l638 t1661\" id=\"a5560\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l639 t1662\" id=\"a5561\">monetaria </div><div class=\"po0 fs35 cl2 l640 t1661\" id=\"a5563\">Ajuste por </div><div class=\"po0 fs35 cl2 l641 t1662\" id=\"a5564\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l642 t1663\" id=\"a5566\">Variaci\u00f3n </div><div class=\"po0 fs35 cl2 l548 t1664\" id=\"a5567\">del </div><div class=\"po0 fs35 cl2 l601 t1665\" id=\"a5568\">per\u00edmetro </div><div class=\"po0 fs35 cl2 l643 t1664\" id=\"a5570\">Adiciones </div><div class=\"po0 fs35 cl2 l644 t1664\" id=\"a5572\">Retiros </div><div class=\"po0 fs35 cl2 l645 t1664\" id=\"a5574\">Traspasos </div><div class=\"po0 fs35 cl2 l646 t1661\" id=\"a5576\">Saldo al </div><div class=\"po0 fs35 cl2 l647 t1662\" id=\"a5577\">31.12.2023 </div><div class=\"po0 fs36 cl2 l556 t1666\" id=\"a5579\">Coste: </div><div class=\"po0 fs35 cl2 l556 t1667\" id=\"a5589\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l580 t1667\" id=\"a5591\">46.200 </div><div class=\"po0 fs35 cl2 l648 t1667\" id=\"a5593\">2.100 </div><div class=\"po0 fs35 cl2 l649 t1667\" id=\"a5595\">(900) </div><div class=\"po0 fs35 cl2 l650 t1667\" id=\"a5597\">- </div><div class=\"po0 fs35 cl2 l651 t1667\" id=\"a5599\">147 </div><div class=\"po0 fs35 cl2 l652 t1667\" id=\"a5601\">(1.389) </div><div class=\"po0 fs35 cl2 l653 t1667\" id=\"a5603\">(5.325) </div><div class=\"po0 fs35 cl2 l654 t1667\" id=\"a5605\">40.833 </div><div class=\"po0 fs35 cl2 l556 t1668\" id=\"a5607\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1449\" id=\"a5608\">maquinaria </div><div class=\"po0 fs35 cl2 l580 t1669\" id=\"a5610\">92.709 </div><div class=\"po0 fs35 cl2 l648 t1669\" id=\"a5612\">3.469 </div><div class=\"po0 fs35 cl2 l655 t1669\" id=\"a5614\">(1.881) </div><div class=\"po0 fs35 cl2 l650 t1669\" id=\"a5616\">- </div><div class=\"po0 fs35 cl2 l656 t1669\" id=\"a5618\">1.176 </div><div class=\"po0 fs35 cl2 l652 t1669\" id=\"a5620\">(1.114) </div><div class=\"po0 fs35 cl2 l657 t1669\" id=\"a5622\">1.310 </div><div class=\"po0 fs35 cl2 l654 t1669\" id=\"a5624\">95.669 </div><div class=\"po0 fs35 cl2 l556 t1450\" id=\"a5626\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l580 t1450\" id=\"a5628\">77.198 </div><div class=\"po0 fs35 cl2 l658 t1450\" id=\"a5630\">32.265 </div><div class=\"po0 fs35 cl2 l659 t1450\" id=\"a5632\">(33.441) </div><div class=\"po0 fs35 cl2 l660 t1450\" id=\"a5634\">1 </div><div class=\"po0 fs35 cl2 l656 t1450\" id=\"a5636\">5.465 </div><div class=\"po0 fs35 cl2 l652 t1450\" id=\"a5638\">(2.915) </div><div class=\"po0 fs35 cl2 l661 t1450\" id=\"a5640\">19 </div><div class=\"po0 fs35 cl2 l654 t1450\" id=\"a5642\">78.592 </div><div class=\"po0 fs35 cl2 l556 t1574\" id=\"a5644\">Anticipos e inmovilizado en curso </div><div class=\"po0 fs35 cl2 l662 t1574\" id=\"a5646\">1.076 </div><div class=\"po0 fs35 cl2 l584 t1574\" id=\"a5648\">- </div><div class=\"po0 fs35 cl2 l559 t1574\" id=\"a5650\">2 </div><div class=\"po0 fs35 cl2 l650 t1574\" id=\"a5652\">- </div><div class=\"po0 fs35 cl2 l651 t1574\" id=\"a5654\">841 </div><div class=\"po0 fs35 cl2 l663 t1574\" id=\"a5656\">(200) </div><div class=\"po0 fs35 cl2 l653 t1574\" id=\"a5658\">(1.452) </div><div class=\"po0 fs35 cl2 l664 t1574\" id=\"a5660\">267 </div><div class=\"po0 fs36 cl2 l556 t1670\" id=\"a5662\">Total coste </div><div class=\"po0 fs36 cl2 l665 t1670\" id=\"a5664\">217.183 </div><div class=\"po0 fs36 cl2 l658 t1670\" id=\"a5666\">37.834 </div><div class=\"po0 fs36 cl2 l659 t1670\" id=\"a5668\">(36.220) </div><div class=\"po0 fs36 cl2 l660 t1670\" id=\"a5670\">1 </div><div class=\"po0 fs36 cl2 l656 t1670\" id=\"a5672\">7.629 </div><div class=\"po0 fs36 cl2 l652 t1670\" id=\"a5674\">(5.618) </div><div class=\"po0 fs36 cl2 l653 t1670\" id=\"a5676\">(5.448) </div><div class=\"po0 fs36 cl2 l666 t1670\" id=\"a5678\">215.361 </div><div class=\"po0 fs36 cl2 l556 t1671\" id=\"a5680\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l556 t1672\" id=\"a5690\">Construcciones </div><div class=\"po0 fs35 cl2 l667 t1672\" id=\"a5692\">(16.301) </div><div class=\"po0 fs35 cl2 l668 t1672\" id=\"a5694\">(2.100) </div><div class=\"po0 fs35 cl2 l669 t1672\" id=\"a5696\">2.127 </div><div class=\"po0 fs35 cl2 l650 t1672\" id=\"a5698\">- </div><div class=\"po0 fs35 cl2 l670 t1672\" id=\"a5700\">(441) </div><div class=\"po0 fs35 cl2 l671 t1672\" id=\"a5702\">300 </div><div class=\"po0 fs35 cl2 l657 t1672\" id=\"a5704\">2.477 </div><div class=\"po0 fs35 cl2 l672 t1672\" id=\"a5706\">(13.938) </div><div class=\"po0 fs35 cl2 l556 t1673\" id=\"a5708\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1674\" id=\"a5709\">maquinaria </div><div class=\"po0 fs35 cl2 l667 t1675\" id=\"a5711\">(82.154) </div><div class=\"po0 fs35 cl2 l668 t1675\" id=\"a5713\">(3.166) </div><div class=\"po0 fs35 cl2 l669 t1675\" id=\"a5715\">1.901 </div><div class=\"po0 fs35 cl2 l650 t1675\" id=\"a5717\">- </div><div class=\"po0 fs35 cl2 l673 t1675\" id=\"a5719\">(2.483) </div><div class=\"po0 fs35 cl2 l671 t1675\" id=\"a5721\">936 </div><div class=\"po0 fs35 cl2 l674 t1675\" id=\"a5723\">217 </div><div class=\"po0 fs35 cl2 l672 t1675\" id=\"a5725\">(84.749) </div><div class=\"po0 fs35 cl2 l556 t1676\" id=\"a5727\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l667 t1676\" id=\"a5729\">(67.434) </div><div class=\"po0 fs35 cl2 l675 t1676\" id=\"a5731\">(29.851) </div><div class=\"po0 fs35 cl2 l676 t1676\" id=\"a5733\">31.472 </div><div class=\"po0 fs35 cl2 l677 t1676\" id=\"a5735\">(1) </div><div class=\"po0 fs35 cl2 l673 t1676\" id=\"a5737\">(7.509) </div><div class=\"po0 fs35 cl2 l678 t1676\" id=\"a5739\">2.737 </div><div class=\"po0 fs35 cl2 l674 t1676\" id=\"a5741\">921 </div><div class=\"po0 fs35 cl2 l672 t1676\" id=\"a5743\">(69.665) </div><div class=\"po0 fs36 cl2 l556 t1677\" id=\"a5745\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l679 t1677\" id=\"a5747\">(165.889) </div><div class=\"po0 fs36 cl2 l675 t1677\" id=\"a5749\">(35.117) </div><div class=\"po0 fs36 cl2 l676 t1677\" id=\"a5751\">35.500 </div><div class=\"po0 fs36 cl2 l677 t1677\" id=\"a5753\">(1) </div><div class=\"po0 fs36 cl2 l680 t1677\" id=\"a5755\">(10.433) </div><div class=\"po0 fs36 cl2 l678 t1677\" id=\"a5757\">3.973 </div><div class=\"po0 fs36 cl2 l657 t1677\" id=\"a5759\">3.615 </div><div class=\"po0 fs36 cl2 l681 t1677\" id=\"a5761\">(168.352) </div><div class=\"po0 fs36 cl2 l556 t1678\" id=\"a5763\">Deterioro: </div><div class=\"po0 fs35 cl2 l556 t1679\" id=\"a5773\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l583 t1679\" id=\"a5775\">(7.293) </div><div class=\"po0 fs35 cl2 l584 t1679\" id=\"a5777\">- </div><div class=\"po0 fs35 cl2 l606 t1679\" id=\"a5779\">- </div><div class=\"po0 fs35 cl2 l650 t1679\" id=\"a5781\">- </div><div class=\"po0 fs35 cl2 l682 t1679\" id=\"a5783\">53 </div><div class=\"po0 fs35 cl2 l683 t1679\" id=\"a5785\">23 </div><div class=\"po0 fs35 cl2 l684 t1679\" id=\"a5787\">- </div><div class=\"po0 fs35 cl2 l685 t1679\" id=\"a5789\">(7.217) </div><div class=\"po0 fs35 cl2 l556 t1680\" id=\"a5791\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1681\" id=\"a5792\">maquinaria </div><div class=\"po0 fs35 cl2 l424 t1682\" id=\"a5794\">(297) </div><div class=\"po0 fs35 cl2 l584 t1682\" id=\"a5796\">- </div><div class=\"po0 fs35 cl2 l606 t1682\" id=\"a5798\">- </div><div class=\"po0 fs35 cl2 l650 t1682\" id=\"a5800\">- </div><div class=\"po0 fs35 cl2 l592 t1682\" id=\"a5802\">- </div><div class=\"po0 fs35 cl2 l671 t1682\" id=\"a5804\">193 </div><div class=\"po0 fs35 cl2 l684 t1682\" id=\"a5806\">- </div><div class=\"po0 fs35 cl2 l686 t1682\" id=\"a5808\">(104) </div><div class=\"po0 fs35 cl2 l556 t1683\" id=\"a5810\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l424 t1683\" id=\"a5812\">(535) </div><div class=\"po0 fs35 cl2 l584 t1683\" id=\"a5814\">- </div><div class=\"po0 fs35 cl2 l687 t1683\" id=\"a5816\">(43) </div><div class=\"po0 fs35 cl2 l650 t1683\" id=\"a5818\">- </div><div class=\"po0 fs35 cl2 l682 t1683\" id=\"a5820\">95 </div><div class=\"po0 fs35 cl2 l688 t1683\" id=\"a5822\">- </div><div class=\"po0 fs35 cl2 l684 t1683\" id=\"a5824\">- </div><div class=\"po0 fs35 cl2 l686 t1683\" id=\"a5826\">(483) </div><div class=\"po0 fs36 cl2 l556 t1684\" id=\"a5828\">Total deterioro </div><div class=\"po0 fs36 cl2 l583 t1684\" id=\"a5831\">(8.125) </div><div class=\"po0 fs36 cl2 l584 t1684\" id=\"a5833\">- </div><div class=\"po0 fs36 cl2 l687 t1684\" id=\"a5835\">(43) </div><div class=\"po0 fs36 cl2 l650 t1684\" id=\"a5837\">- </div><div class=\"po0 fs36 cl2 l651 t1684\" id=\"a5839\">148 </div><div class=\"po0 fs36 cl2 l671 t1684\" id=\"a5841\">216 </div><div class=\"po0 fs36 cl2 l684 t1684\" id=\"a5843\">- </div><div class=\"po0 fs36 cl2 l685 t1684\" id=\"a5845\">(7.804) </div><div class=\"po0 fs36 cl2 l556 t1685\" id=\"a5847\">Inmovilizado material neto </div><div class=\"po0 fs36 cl2 l580 t1685\" id=\"a5849\">43.169 </div><div class=\"po0 fs36 cl2 l648 t1685\" id=\"a5851\">2.717 </div><div class=\"po0 fs36 cl2 l649 t1685\" id=\"a5853\">(763) </div><div class=\"po0 fs36 cl2 l650 t1685\" id=\"a5855\">- </div><div class=\"po0 fs36 cl2 l673 t1685\" id=\"a5857\">(2.656) </div><div class=\"po0 fs36 cl2 l652 t1685\" id=\"a5859\">(1.429) </div><div class=\"po0 fs36 cl2 l653 t1685\" id=\"a5861\">(1.833) </div><div class=\"po0 fs36 cl2 l654 t1685\" id=\"a5863\">39.205 </div><div class=\"po0 fs36 cl2 l556 t1686\" id=\"a5865\">Coste inmovilizado en<div class=\"d0 w788\">\u00a0</div></div><div class=\"po0 fs36 cl2 l556 t1687\" id=\"a5867\">arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1593\" id=\"a5877\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l580 t1593\" id=\"a5879\">82.436 </div><div class=\"po0 fs35 cl2 l658 t1593\" id=\"a5881\">10.870 </div><div class=\"po0 fs35 cl2 l659 t1593\" id=\"a5883\">(10.409) </div><div class=\"po0 fs35 cl2 l650 t1593\" id=\"a5885\">- </div><div class=\"po0 fs35 cl2 l656 t1593\" id=\"a5887\">8.321 </div><div class=\"po0 fs35 cl2 l652 t1593\" id=\"a5889\">(4.302) </div><div class=\"po0 fs35 cl2 l684 t1593\" id=\"a5891\">- </div><div class=\"po0 fs35 cl2 l654 t1593\" id=\"a5893\">86.916 </div><div class=\"po0 fs35 cl2 l556 t1594\" id=\"a5895\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l580 t1594\" id=\"a5898\">35.354 </div><div class=\"po0 fs35 cl2 l584 t1594\" id=\"a5900\">- </div><div class=\"po0 fs35 cl2 l669 t1594\" id=\"a5902\">2.364 </div><div class=\"po0 fs35 cl2 l650 t1594\" id=\"a5904\">- </div><div class=\"po0 fs35 cl2 l656 t1594\" id=\"a5906\">6.095 </div><div class=\"po0 fs35 cl2 l652 t1594\" id=\"a5908\">(4.862) </div><div class=\"po0 fs35 cl2 l689 t1594\" id=\"a5910\">7 </div><div class=\"po0 fs35 cl2 l654 t1594\" id=\"a5912\">38.958 </div><div class=\"po0 fs36 cl2 l556 t1688\" id=\"a5914\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l556 t1689\" id=\"a5915\">arrendamiento </div><div class=\"po0 fs36 cl2 l665 t1690\" id=\"a5917\">117.790 </div><div class=\"po0 fs36 cl2 l658 t1690\" id=\"a5919\">10.870 </div><div class=\"po0 fs36 cl2 l655 t1690\" id=\"a5921\">(8.045) </div><div class=\"po0 fs36 cl2 l650 t1690\" id=\"a5923\">- </div><div class=\"po0 fs36 cl2 l690 t1690\" id=\"a5925\">14.416 </div><div class=\"po0 fs36 cl2 l652 t1690\" id=\"a5927\">(9.164) </div><div class=\"po0 fs36 cl2 l689 t1690\" id=\"a5929\">7 </div><div class=\"po0 fs36 cl2 l666 t1690\" id=\"a5931\">125.874 </div><div class=\"po0 fs36 cl2 l556 t1691\" id=\"a5933\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1692\" id=\"a5934\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1693\" id=\"a5944\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l667 t1693\" id=\"a5947\">(34.996) </div><div class=\"po0 fs35 cl2 l668 t1693\" id=\"a5949\">(9.084) </div><div class=\"po0 fs35 cl2 l676 t1693\" id=\"a5951\">10.409 </div><div class=\"po0 fs35 cl2 l650 t1693\" id=\"a5953\">- </div><div class=\"po0 fs35 cl2 l680 t1693\" id=\"a5955\">(14.969) </div><div class=\"po0 fs35 cl2 l678 t1693\" id=\"a5957\">3.474 </div><div class=\"po0 fs35 cl2 l691 t1693\" id=\"a5959\">(80) </div><div class=\"po0 fs35 cl2 l672 t1693\" id=\"a5961\">(45.246) </div><div class=\"po0 fs35 cl2 l556 t1694\" id=\"a5963\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l667 t1694\" id=\"a5965\">(22.669) </div><div class=\"po0 fs35 cl2 l584 t1694\" id=\"a5967\">- </div><div class=\"po0 fs35 cl2 l655 t1694\" id=\"a5969\">(1.121) </div><div class=\"po0 fs35 cl2 l650 t1694\" id=\"a5971\">- </div><div class=\"po0 fs35 cl2 l673 t1694\" id=\"a5973\">(4.999) </div><div class=\"po0 fs35 cl2 l678 t1694\" id=\"a5975\">4.312 </div><div class=\"po0 fs35 cl2 l692 t1694\" id=\"a5977\">(892) </div><div class=\"po0 fs35 cl2 l672 t1694\" id=\"a5979\">(25.369) </div><div class=\"po0 fs36 cl2 l556 t1695\" id=\"a5981\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1696\" id=\"a5982\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l667 t1136\" id=\"a5984\">(57.665) </div><div class=\"po0 fs36 cl2 l668 t1136\" id=\"a5986\">(9.084) </div><div class=\"po0 fs36 cl2 l669 t1136\" id=\"a5988\">9.288 </div><div class=\"po0 fs36 cl2 l650 t1136\" id=\"a5990\">- </div><div class=\"po0 fs36 cl2 l680 t1136\" id=\"a5992\">(19.968) </div><div class=\"po0 fs36 cl2 l678 t1136\" id=\"a5994\">7.786 </div><div class=\"po0 fs36 cl2 l692 t1136\" id=\"a5996\">(972) </div><div class=\"po0 fs36 cl2 l672 t1136\" id=\"a5998\">(70.615) </div><div class=\"po0 fs36 cl2 l556 t1697\" id=\"a6000\">Inmovilizado material neto en </div><div class=\"po0 fs36 cl2 l556 t1698\" id=\"a6001\">arrendamiento </div><div class=\"po0 fs36 cl2 l580 t1699\" id=\"a6003\">60.125 </div><div class=\"po0 fs36 cl2 l648 t1699\" id=\"a6005\">1.786 </div><div class=\"po0 fs36 cl2 l669 t1699\" id=\"a6007\">1.243 </div><div class=\"po0 fs36 cl2 l650 t1699\" id=\"a6009\">- </div><div class=\"po0 fs36 cl2 l673 t1699\" id=\"a6011\">(5.552) </div><div class=\"po0 fs36 cl2 l652 t1699\" id=\"a6013\">(1.378) </div><div class=\"po0 fs36 cl2 l692 t1699\" id=\"a6015\">(965) </div><div class=\"po0 fs36 cl2 l654 t1699\" id=\"a6017\">55.259 </div><div class=\"po0 fs36 cl2 l556 t1700\" id=\"a6019\">TOTAL INMOVILIZADO </div><div class=\"po0 fs36 cl2 l556 t1701\" id=\"a6020\">MATERIAL NETO </div><div class=\"po0 fs36 cl2 l665 t1702\" id=\"a6022\">103.294 </div><div class=\"po0 fs36 cl2 l648 t1702\" id=\"a6024\">4.503 </div><div class=\"po0 fs36 cl2 l693 t1702\" id=\"a6026\">480 </div><div class=\"po0 fs36 cl2 l650 t1702\" id=\"a6028\">- </div><div class=\"po0 fs36 cl2 l673 t1702\" id=\"a6030\">(8.208) </div><div class=\"po0 fs36 cl2 l652 t1702\" id=\"a6032\">(2.807) </div><div class=\"po0 fs36 cl2 l653 t1702\" id=\"a6034\">(2.798) </div><div class=\"po0 fs36 cl2 l654 t1702\" id=\"a6036\">94.464 </div><div class=\"po0 fs37 cl4 l341 t1703\" id=\"a6039\">.</div></div></div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2052\"><div class=\"po0 fs26 cl2 l540 t1704\" id=\"a6041\">Correcci\u00f3n monetaria y ajustes por conversi\u00f3n- </div><div class=\"po0 fs14 cl2 l540 t1705\" id=\"a6046\">La columna \u201c</div><div class=\"po0 fs26 cl2 l694 t1706\" id=\"a6047\">Correcci\u00f3n monetaria</div><div class=\"po0 fs14 cl2 l695 t1705\" id=\"a6048\">\u201d recoge el efecto de<div class=\"d0 w22\">\u00a0</div>la hiperinflaci\u00f3n en Argentina en 2024 y </div><div class=\"po0 fs14 cl2 l540 t1707\" id=\"a6051\">en<div class=\"d0 w448\">\u00a0</div>2023.<div class=\"d0 w222\">\u00a0</div>Por<div class=\"d0 w500\">\u00a0</div>otro<div class=\"d0 w222\">\u00a0</div>lado,<div class=\"d0 w335\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>columna<div class=\"d0 w468\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l696 t1708\" id=\"a6053\">Ajustes<div class=\"d0 w233\">\u00a0</div>por<div class=\"d0 w501\">\u00a0</div>conversi\u00f3n</div><div class=\"po0 fs14 cl2 l697 t1707\" id=\"a6054\">\u201d<div class=\"d0 w119\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>incluye<div class=\"d0 w477\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>impacto<div class=\"d0 w404\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la </div></div></div></div></div><div class=\"po1 w681 h138 lh0\" id=\"TextBlockContainer2063\"><div class=\"po0 l450 t756 f0\" id=\"div_2057_XBRL_TS_49059238863042ff9e62781b75caa9ab_2\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2058\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZkvN8bvxFt5K/5AdCk+g4TnQ5z8ALYEBqL9c+AHM3jgBG4mdpBR/LBb+VtqSwcwUzmCTHMXjQlEXNecYRFgXnPd4JR/nCIhB7+KODG1yRKTF1oH8UDLqLze9nz3ACbCDV1cZBkgEnAJjDo71Db2fYlpCwxZYXe9rZ8YoH8+BBwH16wNCMBMqL5LDWlDF8mqz4loMUPO6i3/d5RBn1JeZj+sV7+QFp234FNPADznTe48Dw7lgFTfby4glgEy06xpIiBcNzB3Vr1viJ/+obrGSPEOeiDAHbEEwA2qwQRnHFvuEfcobhPP1lwQ2hrflurWoyXEo6mAexxfkmABtgyr89rdi7Tui1Qn49qvn8g03sk5scL8gI169UrRTR1Q/lowAncALspYLcq6mgBe7lxWxzAXhKwGyX5mRIgeZnc/AQvgzY6n1v11RvxXQhw659rUjROvI0FcPPi/dDeDIgAtga/a+0tDbaIegM4OF6YmB7U4LU++KMB7Pl6Am4ECUBzzY3PLU3omlv10J9rboCN9kZTAWw0EtoZjR1g5W2mAewjgQxTFDMUIeFuhAQEC1lYHUcVGMxoYZ96E3MNPngE1JgKE9Bce0fgLxaHNF0z+1tPHz1wgPMeNV6SCLhPjrK3sxKNRnvzZlOlABvLAM3uwFZKPdHaVCYvMBMAXFtfV5nr3hZM51m8Q8BGaxN4Y9YBYN+4IfPe30gTC2mwnELIXtP9WfdVdAQSaTugxprh+Xmm0egzZhgANfeSp8i4T2Fx1eIe+S2K+xT37L3T1fvc34QIfqO5hW1/e0lFg5Tf3brZrNrHKw37aGXFPlKnf7R20262btlK5ZaVcrdsNLltneFdO+zfs93OPXvVvmsv4M4d2+3dtePRPetOP5Cz8aHVK/dtvfGRrdQ+EKBvCdDX5O+vubYfSJAwZw7zxBmr21ge8hUX6QqIG+kmGqlr2WAIoI3liuC/Aih3Y53iGr9O11xo55QGv07k55SOJ1Z+RJGJBDOg3WeelRvX6QoXGkSisSQI1KH54oWGq7Icqu5zM5WEObwvoPjCDgSV/Foe0sA09SAS9fY2EmlnDlr6NPNT6WH8ViwAgn7MJxNUZOntAQFACT8CXuT9avu5vXjJDwU8tKdPH/gqNB79ZFksK9GYpmLqCz8ZwGF+I3R4xRIaG3+daDxWCMKVep6d8agskXWWm9Y8QMfTX7fv3LNb8t+db96Vf3/PZyWYsSC9dedD8Qc+a8H5mPAIJ4KRk9FEFgrvl8Nfx7LgJY8nLtSufkR9c/pewU0zZ8y4U8rYK6kWy+WC3WqU7GcrVfvl2pL9enPD/kGa5f7qLduq37J68bblpnesO7orrf6BbXc+sOfnH9jjs+CX3Q9tb/ChnU7u26TwkbTRx7be/JnAfc+a5ZtWK8j3yi17ZL47KcnEZ9FLznqqyEAV8ufFs8p5wr8roQyMgNTBiimNGxAPbTDwxg6AAFsCnFfCeyjR3PalusX+qG8ccEzPmet8vF3CFkAbazBGME9l0Wi/jHP5fTDe9a0BL83lbxmVkAXglUrdr+GnfXjnOau2wnxmDTfvMh9l7Utt1E1V33qbKDOVR5tn8/loQIFCeeJLs9ab97ZjOvP02+7eS3spLf7sxSMH9JPHn0vD8yTYA3+pooNb5/HMO+WXyiWf2mOaz380QBYKGpTyPVh23hafq1wJIrlitBWQYsEAXAe0z0SkB1gu1rrDBDt58wtWj1sgEiSlYkXtMmnxvgTHmSyDAwmmbY8PoNldoM3fxstf3it9r+BOFENQpHbmc1NWmPoL/W80ytLcVfsF4N5YF7hvCtw3Z+A2u2M9gfuwd8/B/aJ9z56cBb+UJt8H3OMPZdp/ZLXKRwL3xw7ulsBdL8j3ygvcMul7LGyZ5AXyvIO7rwqxYi70CoN9VsPvTAGwpIU16DMA0HiKcVCjSTVCpq7hdIgqzAYB6dyASFXzdG6/KKqtfQnUGfOdQ4DLwS1wpYg3AzM1l3oRWAPc+Jus9+YxzPSyAs4nTuDLWuVi7Gy/dP8azcvbUX2VmYNbnMUxkuaetVENBOiA29/JJnCjUVlgArgxnx3cRxm4twF3aG8enHkscPNwyPPnj+MlDQQnpblHE2luuS2sGPOXPar+gA/NSnm8Q67dDnAPhrEKkgdesFJYEJM0900Be7a2ILEAfxONrnNYZ4BVQ4yk0SDmUPE29ruAW4Lv8NCfrjuRsEprCy7u0uX79b7p+/e5vX3RSP5r+OkfphzBtXjJIDKH1WxMm7nZzqCT6d7A16uUrS5fpiVfb5kpHPmiy9WKbTWqtlmHa7Zeq9pqpWpNdfzpIG8H3ZxM+IkEwti222Ntj+2kN5KJP7FhNsgZ/ggZlrN7rRIwrogAFD8KgKk2e1ChEO/qYlChLYheY/JhUuK/MXCiCm+oxxv2c64vw5TZC/r9HWcaYJjMRLeJIMNoHparUiZlYYr70kv1JdcldyCCa7x9Rf2SveETM3dV5rrPr3v0O/xa5trxR1kl5qu0BCjOJU/yvs2S1Vt3XKvSNsxhgmrMHcfDHWNZB/FKZt6kin/rL0D0wFsE33hxoz/QoWMRlFuW8ElvTbnmmvf27dDAuBQt+cnMONAe6oRA4TfD/O2om/G65A8++JmvukNjU0+EW3pIhPoTFMNd4ccaCGLiUlBfUvoIv5qgGSY6727Db6dfiJvQt2xzXtyruF9XOKzeRd9vQG2+TYDagT1LabRA7lthqteK8FQglWav5m2tXsjeRFqwjUZBgFaqfde073ZLPrvMel41vFwu6jq0h0B9PrZHpwP79Ghgj5U+gU8GMu1HsgJkHmoQAuyCqlDhRYfacGDz+Y53Yf565nGZ/2QXIOAVxAxUwMbAn4F7YzMGfxaJvtxrIn2NfOFQuakY0giGoYULMQB1HgOQuWuAQODOV8BJoPBebwJAvDOMc3gxYOQv1oB0P1rAYL7bV4VRX4Fvk/edy6piXpwBTJ7UmcdBCbr5oBdQY7UW89Qr/hth/Agg1/KmE6wD3o0OYFhlxrkJFAAV4YGgI2qND+3R6/UIcrEiz1ngpN94igyz+c7dWIKLtiXyTd/Sx/Q3mpo6IVRuZK90ZnEQwoB+4HzWhlMfd5u8E6JfITaJKaTYAcD3XxNV+3wqbXVNdZFW92W5GzOQE9gLNywR4yrbfL90lT++/01JAzL+0jcRrWUrWC6hM6by2WAi7SvuT+xEzvGxbOgTcUcH0bpDmbX82L2/uFACgB8FqGiMyoW3kvhzgfqz44HSvnWlqQdyrgfKfEsC4t5y0T5YKtkdMT8qcKvJDxTwaCpCBmviu98FwAYzdcLqL0xYf9OKz98yxXPkg5BBhzbCTIx3lfNTsfH88DwhdBK5C/EaobkT+5rno307zh7iSL8mioYCQDA+Z2gffuM7prX8LihNPzMcgaL4PS6CXnRL0nLM6fqcuUDLKje/Jq3llmkKMzPg7RKTRqQ8tLC/+IBlqrOlqh1/CQUWTjDTevFWFWdpeFybiCkQAGS+nWh/3QUiQgO/27Us7scknpU/UB/4k2pyAQA57aUNMV1GVHzT84t4QQbG+duv/qDHqRPPiXMvmV5Lv01GBJ7+IE/MfYRQCKotz+9CIOv/94Bu3b+r/PH9v4O8o+iqS72nb2l/GmBmXYG3K0CSngvcZ0PzlH2jDNzk0pSqh2vSvvFzvvL1lAGg/kxM2tc17mfqmi1p/A+WS863BGz/kQGZCMsSEh7xVa5XBW6IQYmJnDiWn8ZrcvFnGRA1pqSkwVg3zRw3A3Se5oENRS9dJrRK8m0BDPmziopByZQNc8GAGJMVEKRy0hSb5+H/4znvmFaTP8kKL8AqwUTemK34s2jzldWY30XD89goZfnqMJULsDDvASDLRmkfwTkXDpWaa0JMf6wa/xFDAZkHOAB0MM9hD7z/ADfWiLsNAByrQgIl8pJ14WVEH3Lv/BoJOfqb59URVLSFttIHTC9i8rsrIPOf/LyXPfXNGcUm8YPIj+WoBAPb8uHjIZSu+/xodPJPQoaU/ObBDb1vgP9w4J6ji+F5AfWZ9hD74haBcaB0IFeyp21Z1L6fKDNghfDJYbS1nyvua+A8lgn+5KTvpjj5ctswwfmR/FutsrR1/M52aH6WxoY5T+dfxQ0IbFPPWBQSPPBB5sDRAGagoaXhmRYVs3Dk7yWA5/0nngFE5eBvukZ3X5FIcWgZygptFX52IqpNXfnxA1Iiv77eWgOaRvn56u/wNwNQDGpA6m1EkFA2gBXz2uJYiFNxEGACu6Xg9xEQBhCdVVd/ZXJKxfSfCy1x3JcATAJq6kNfD6A2cQrnpn5nfp65fh78oL2xViD7zTMJBjjyDX7brY9pvHjrigtL3Uf/wUK1O/pRrHyjf7EoYp6bNwVBaUyl9H3RjwLcbyKHNgNU2/66WPbpH5oYLAvf/j0GsV+iTk2aNmdtmd2JX50NbPtcLJVfzE/910HgNTn0m3V+mbPsvyDCPt5BXhLT8d75V3ADUv2irqFR4TRYiSL7/LCbmQGwBLZvNwAu+iTKyJ6wUsf5RwfJlwUwqRwfzH5FVl6WRD3jGvIBgKQpD07k+tD8sQw2tS2uydqr9GIqMNqZpuqinCgjsf7pT/lk6Wx/Vv+oYFwbJnrUI+XtqT46O8srBEjqC8pNnPqANKoT+b6Noi6pXcqPetInDExd6j2pjJLvHtYQ4I7rU5tT+r5I9fwxgztLRclchy62oDgvKDqVPm7L/E7gPuwM7ag7VDoyueP+65vwkhxzfo6XHwEk+OaRcrH/5rbYO/+KbkC6sUGXW/A2uqqbf7nsNzcpztG/dO43KppBTkpfRXpBF4VeasfF7vnNr1C6It3/oMtXJE0IXW7TpS/fKK/Xr/l64vqUR6TU4fW+jnwj7/lj9MlV3d+3EeC+sMN+RJSafdE1b6Kv9KTv4vySfG5Z2NaUy7pezdtNbXy4UrJ7/B4YvwUmbc1vf7WksSvS1IBawt8vljz2nN+Q+0+CGGSv84yyPvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2058\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a6064\">variaci\u00f3n de los tipos de cambio en<div class=\"d0 w9\">\u00a0</div>Latinoam\u00e9rica, destacando principalmente la contribuci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a6070\">en el<div class=\"d0 w23\">\u00a0</div>ejercicio 2024 del<div class=\"d0 w295\">\u00a0</div>efecto negativo<div class=\"d0 w47\">\u00a0</div>de Brasil y<div class=\"d0 w295\">\u00a0</div>M\u00e9xico por la<div class=\"d0 w239\">\u00a0</div>devaluaci\u00f3n de sus<div class=\"d0 w366\">\u00a0</div>monedas </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a6080\">(contribuci\u00f3n negativa de<div class=\"d0 w479\">\u00a0</div>Argentina y, en<div class=\"d0 w332\">\u00a0</div>menor medida, el<div class=\"d0 w125\">\u00a0</div>efecto positivo de<div class=\"d0 w331\">\u00a0</div>Colombia, Brasil </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a6082\">y M\u00e9xico en 2023).</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2063\"><div class=\"po0 fs26 cl2 l451 t1709\" id=\"a6086\">Adiciones- </div><div class=\"po0 fs14 cl2 l451 t1319\" id=\"a6090\">Las adiciones m\u00e1s significativas del ejercicio 2024 se producen en las<div class=\"d0 w113\">\u00a0</div>siguientes cuentas: </div><div class=\"po0 fs33 cl2 l469 t1710\" id=\"a6095\">-</div><div class=\"po0 fs14 cl2 l470 t823\" id=\"a6097\">\u201c</div><div class=\"po0 fs26 cl2 l698 t1711\" id=\"a6098\">Instalaciones t\u00e9cnicas y maquinaria</div><div class=\"po0 fs14 cl2 l699 t823\" id=\"a6099\">\u201d, por importe de 1.477 miles de euros (1.176 miles de </div><div class=\"po0 fs14 cl2 l470 t824\" id=\"a6100\">euros en el ejercicio 2023). </div><div class=\"po0 fs33 cl2 l469 t1712\" id=\"a6103\">-</div><div class=\"po0 fs14 cl2 l470 t1713\" id=\"a6105\">\u201c</div><div class=\"po0 fs26 cl2 l698 t1714\" id=\"a6106\">Otro inmovilizado material</div><div class=\"po0 fs14 cl2 l700 t1713\" id=\"a6107\">\u201d (incluyendo inmovilizado material<div class=\"d0 w200\">\u00a0</div>en arrendamiento), por </div><div class=\"po0 fs14 cl2 l470 t1715\" id=\"a6113\">importe de 11.349<div class=\"d0 w267\">\u00a0</div>miles de euros (11.560<div class=\"d0 w614\">\u00a0</div>miles de euros<div class=\"d0 w324\">\u00a0</div>en el ejercicio<div class=\"d0 w446\">\u00a0</div>2023), que incluye </div><div class=\"po0 fs14 cl2 l470 t1716\" id=\"a6124\">principalmente<div class=\"d0 w20\">\u00a0</div>las inversiones<div class=\"d0 w250\">\u00a0</div>realizadas por<div class=\"d0 w119\">\u00a0</div>Santillana en<div class=\"d0 w176\">\u00a0</div>equipamientos digitales<div class=\"d0 w475\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l470 t1717\" id=\"a6126\">sistemas de aprendizaje (5.066 miles de euros)<div class=\"d0 w561\">\u00a0</div>y las inversiones realizadas por todas las </div><div class=\"po0 fs14 cl2 l470 t1718\" id=\"a6142\">unidades de negocio en equipos para procesos de informaci\u00f3n (3.158 miles<div class=\"d0 w402\">\u00a0</div>de euros). </div><div class=\"po0 fs33 cl2 l469 t1719\" id=\"a6152\">-</div></div><div class=\"po0 l703 t1720 f0\" id=\"div_2060_XBRL_TS_d199ad378ea34e2cb01f26ab931ebb97\"><div class=\"po1 w712 h137 lh0\" id=\"TextBlockContainer2061\"><div class=\"po1 w712 z0\" id=\"TextContainer2061\"><div class=\"po0 fs14 cl2 l460 t756\" id=\"a6154\">\u201c</div><div class=\"po0 fs26 cl2 l701 t756\" id=\"a6155\">Terrenos y construcciones en arrendamiento</div><div class=\"po0 fs14 cl2 l702 t756\" id=\"a6156\">\u201d por importe de 10.055 miles de<div class=\"d0 w18\">\u00a0</div>euros (8.321 </div><div class=\"po0 fs14 cl2 l460 t1298\" id=\"a6165\">miles<div class=\"d0 w553\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>euros<div class=\"d0 w545\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>ejercicio<div class=\"d0 w432\">\u00a0</div>2023),<div class=\"d0 w242\">\u00a0</div>fundamentalmente<div class=\"d0 w531\">\u00a0</div>por<div class=\"d0 w510\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>activaci\u00f3n<div class=\"d0 w563\">\u00a0</div>inicial<div class=\"d0 w464\">\u00a0</div>o </div><div class=\"po0 fs14 cl2 l460 t1288\" id=\"a6169\">renovaci\u00f3n<div class=\"d0 w464\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>contratos<div class=\"d0 w718\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>arrendamiento<div class=\"d0 w617\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>edificios<div class=\"d0 w487\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>oficinas<div class=\"d0 w504\">\u00a0</div>donde<div class=\"d0 w536\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>Grupo </div><div class=\"po0 fs14 cl2 l462 t1164\" id=\"a6170\">desarrolla su actividad.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2064\"><div class=\"po0 fs26 cl2 l451 t1721\" id=\"a6173\">Retiros- </div><div class=\"po0 fs14 cl2 l451 t1722\" id=\"a6177\">En el ejercicio<div class=\"d0 w113\">\u00a0</div>2024 los retiros de </div><div class=\"po0 fs26 cl2 l704 t1723\" id=\"a6179\">\u201cTerrenos y construcciones\u201d</div><div class=\"po0 fs14 cl2 l705 t1722\" id=\"a6181\"><div class=\"d0 w352\">\u00a0</div>se deben, principalmente,<div class=\"d0 w331\">\u00a0</div>a la venta </div><div class=\"po0 fs14 cl2 l451 t1724\" id=\"a6183\">del inmueble en Dos Hermanas (Sevilla)<div class=\"d0 w802\">\u00a0</div>y de otros inmuebles propiedad del Grupo (segmento </div><div class=\"po0 fs14 cl2 l451 t1725\" id=\"a6195\">de<div class=\"d0 w170\">\u00a0</div>Media),<div class=\"d0 w225\">\u00a0</div>tanto<div class=\"d0 w281\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>Espa\u00f1a<div class=\"d0 w250\">\u00a0</div>como<div class=\"d0 w334\">\u00a0</div>en<div class=\"d0 w233\">\u00a0</div>Colombia<div class=\"d0 w233\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l706 t1726\" id=\"a6201\">v\u00e9ase<div class=\"d0 w170\">\u00a0</div>nota<div class=\"d0 w225\">\u00a0</div>13</div><div class=\"po0 fs14 cl2 l707 t1725\" id=\"a6202\">).<div class=\"d0 w281\">\u00a0</div>Por<div class=\"d0 w474\">\u00a0</div>su<div class=\"d0 w334\">\u00a0</div>parte,<div class=\"d0 w5\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>retiros<div class=\"d0 w174\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t1727\" id=\"a6204\">construcciones en<div class=\"d0 w615\">\u00a0</div>r\u00e9gimen de<div class=\"d0 w476\">\u00a0</div>arrendamiento financiero<div class=\"d0 w34\">\u00a0</div>incluyen,<div class=\"d0 w47\">\u00a0</div>fundamentalmente, la<div class=\"d0 w174\">\u00a0</div>baja </div><div class=\"po0 fs14 cl2 l451 t1728\" id=\"a6209\">de contratos de arrendamiento que han finalizado. </div><div class=\"po0 fs14 cl2 l451 t1729\" id=\"a6212\">En<div class=\"d0 w435\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>ejercicio<div class=\"d0 w282\">\u00a0</div>2023<div class=\"d0 w275\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>retiros<div class=\"d0 w379\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>construcciones<div class=\"d0 w373\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>r\u00e9gimen<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>arrendamiento<div class=\"d0 w289\">\u00a0</div>financiero </div><div class=\"po0 fs14 cl2 l451 t1730\" id=\"a6214\">inclu\u00edan principalmente<div class=\"d0 w245\">\u00a0</div>la baja<div class=\"d0 w335\">\u00a0</div>de contratos<div class=\"d0 w245\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>arrendamiento que<div class=\"d0 w518\">\u00a0</div>hab\u00edan<div class=\"d0 w395\">\u00a0</div>finalizado. Por<div class=\"d0 w235\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l451 t1731\" id=\"a6222\">parte, los retiros<div class=\"d0 w286\">\u00a0</div>en elementos de inmovilizado<div class=\"d0 w38\">\u00a0</div>en propiedad se<div class=\"d0 w129\">\u00a0</div>deb\u00edan, fundamentalmente, a </div><div class=\"po0 fs14 cl2 l451 t1732\" id=\"a6224\">la baja de bienes totalmente amortizados. </div><div class=\"po0 fs26 cl2 l451 t1733\" id=\"a6227\">Traspasos- </div><div class=\"po0 fs14 cl2 l451 t1734\" id=\"a6231\">En el ejercicio 2024 no se han producido traspasos significativos. </div><div class=\"po0 fs14 cl2 l451 t1280\" id=\"a6236\">En el<div class=\"d0 w57\">\u00a0</div>ejercicio 2023 se<div class=\"d0 w26\">\u00a0</div>traspas\u00f3 el valor neto<div class=\"d0 w264\">\u00a0</div>contable de un<div class=\"d0 w22\">\u00a0</div>almac\u00e9n de Santillana M\u00e9xico<div class=\"d0 w21\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l451 t1735\" id=\"a6240\">importe de<div class=\"d0 w110\">\u00a0</div>2.977 miles<div class=\"d0 w39\">\u00a0</div>de euros<div class=\"d0 w26\">\u00a0</div>al ep\u00edgrafe<div class=\"d0 w32\">\u00a0</div>de activo no<div class=\"d0 w367\">\u00a0</div>corriente mantenido para<div class=\"d0 w420\">\u00a0</div>la venta<div class=\"d0 w19\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l451 t1736\" id=\"a6251\">encontrarse en proceso de venta a<div class=\"d0 w296\">\u00a0</div>31 de diciembre de 2023, y que<div class=\"d0 w55\">\u00a0</div>se materializ\u00f3 en el ejercicio </div><div class=\"po0 fs14 cl2 l451 t1737\" id=\"a6254\">2024 (</div><div class=\"po0 fs26 cl2 l708 t1738\" id=\"a6255\">v\u00e9ase nota 13</div><div class=\"po0 fs14 cl2 l709 t1737\" id=\"a6256\">). </div><div class=\"po0 fs14 cl2 l451 t1739\" id=\"a6259\">Asimismo, en los<div class=\"d0 w516\">\u00a0</div>ejercicios 2024<div class=\"d0 w140\">\u00a0</div>y 2023 se<div class=\"d0 w392\">\u00a0</div>ha traspasado el<div class=\"d0 w299\">\u00a0</div>inmovilizado material<div class=\"d0 w353\">\u00a0</div>en curso a<div class=\"d0 w425\">\u00a0</div>sus </div><div class=\"po0 fs14 cl2 l451 t1740\" id=\"a6267\">respectivas cuentas, seg\u00fan su naturaleza, al estar en condiciones de funcionamiento. </div></div></div><div class=\"po1 w681 h140 lh0\" id=\"TextBlockContainer2085\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZkvN8bvxFt5K/5AdCk+g4TnQ5z8ALYEBqL9c+AHM3jgBG4mdpBR/LBb+VtqSwcwUzmCTHMXjQlEXNecYRFgXnPd4JR/nCIhB7+KODG1yRKTF1oH8UDLqLze9nz3ACbCDV1cZBkgEnAJjDo71Db2fYlpCwxZYXe9rZ8YoH8+BBwH16wNCMBMqL5LDWlDF8mqz4loMUPO6i3/d5RBn1JeZj+sV7+QFp234FNPADznTe48Dw7lgFTfby4glgEy06xpIiBcNzB3Vr1viJ/+obrGSPEOeiDAHbEEwA2qwQRnHFvuEfcobhPP1lwQ2hrflurWoyXEo6mAexxfkmABtgyr89rdi7Tui1Qn49qvn8g03sk5scL8gI169UrRTR1Q/lowAncALspYLcq6mgBe7lxWxzAXhKwGyX5mRIgeZnc/AQvgzY6n1v11RvxXQhw659rUjROvI0FcPPi/dDeDIgAtga/a+0tDbaIegM4OF6YmB7U4LU++KMB7Pl6Am4ECUBzzY3PLU3omlv10J9rboCN9kZTAWw0EtoZjR1g5W2mAewjgQxTFDMUIeFuhAQEC1lYHUcVGMxoYZ96E3MNPngE1JgKE9Bce0fgLxaHNF0z+1tPHz1wgPMeNV6SCLhPjrK3sxKNRnvzZlOlABvLAM3uwFZKPdHaVCYvMBMAXFtfV5nr3hZM51m8Q8BGaxN4Y9YBYN+4IfPe30gTC2mwnELIXtP9WfdVdAQSaTugxprh+Xmm0egzZhgANfeSp8i4T2Fx1eIe+S2K+xT37L3T1fvc34QIfqO5hW1/e0lFg5Tf3brZrNrHKw37aGXFPlKnf7R20262btlK5ZaVcrdsNLltneFdO+zfs93OPXvVvmsv4M4d2+3dtePRPetOP5Cz8aHVK/dtvfGRrdQ+EKBvCdDX5O+vubYfSJAwZw7zxBmr21ge8hUX6QqIG+kmGqlr2WAIoI3liuC/Aih3Y53iGr9O11xo55QGv07k55SOJ1Z+RJGJBDOg3WeelRvX6QoXGkSisSQI1KH54oWGq7Icqu5zM5WEObwvoPjCDgSV/Foe0sA09SAS9fY2EmlnDlr6NPNT6WH8ViwAgn7MJxNUZOntAQFACT8CXuT9avu5vXjJDwU8tKdPH/gqNB79ZFksK9GYpmLqCz8ZwGF+I3R4xRIaG3+daDxWCMKVep6d8agskXWWm9Y8QMfTX7fv3LNb8t+db96Vf3/PZyWYsSC9dedD8Qc+a8H5mPAIJ4KRk9FEFgrvl8Nfx7LgJY8nLtSufkR9c/pewU0zZ8y4U8rYK6kWy+WC3WqU7GcrVfvl2pL9enPD/kGa5f7qLduq37J68bblpnesO7orrf6BbXc+sOfnH9jjs+CX3Q9tb/ChnU7u26TwkbTRx7be/JnAfc+a5ZtWK8j3yi17ZL47KcnEZ9FLznqqyEAV8ufFs8p5wr8roQyMgNTBiimNGxAPbTDwxg6AAFsCnFfCeyjR3PalusX+qG8ccEzPmet8vF3CFkAbazBGME9l0Wi/jHP5fTDe9a0BL83lbxmVkAXglUrdr+GnfXjnOau2wnxmDTfvMh9l7Utt1E1V33qbKDOVR5tn8/loQIFCeeJLs9ab97ZjOvP02+7eS3spLf7sxSMH9JPHn0vD8yTYA3+pooNb5/HMO+WXyiWf2mOaz380QBYKGpTyPVh23hafq1wJIrlitBWQYsEAXAe0z0SkB1gu1rrDBDt58wtWj1sgEiSlYkXtMmnxvgTHmSyDAwmmbY8PoNldoM3fxstf3it9r+BOFENQpHbmc1NWmPoL/W80ytLcVfsF4N5YF7hvCtw3Z+A2u2M9gfuwd8/B/aJ9z56cBb+UJt8H3OMPZdp/ZLXKRwL3xw7ulsBdL8j3ygvcMul7LGyZ5AXyvIO7rwqxYi70CoN9VsPvTAGwpIU16DMA0HiKcVCjSTVCpq7hdIgqzAYB6dyASFXzdG6/KKqtfQnUGfOdQ4DLwS1wpYg3AzM1l3oRWAPc+Jus9+YxzPSyAs4nTuDLWuVi7Gy/dP8azcvbUX2VmYNbnMUxkuaetVENBOiA29/JJnCjUVlgArgxnx3cRxm4twF3aG8enHkscPNwyPPnj+MlDQQnpblHE2luuS2sGPOXPar+gA/NSnm8Q67dDnAPhrEKkgdesFJYEJM0900Be7a2ILEAfxONrnNYZ4BVQ4yk0SDmUPE29ruAW4Lv8NCfrjuRsEprCy7u0uX79b7p+/e5vX3RSP5r+OkfphzBtXjJIDKH1WxMm7nZzqCT6d7A16uUrS5fpiVfb5kpHPmiy9WKbTWqtlmHa7Zeq9pqpWpNdfzpIG8H3ZxM+IkEwti222Ntj+2kN5KJP7FhNsgZ/ggZlrN7rRIwrogAFD8KgKk2e1ChEO/qYlChLYheY/JhUuK/MXCiCm+oxxv2c64vw5TZC/r9HWcaYJjMRLeJIMNoHparUiZlYYr70kv1JdcldyCCa7x9Rf2SveETM3dV5rrPr3v0O/xa5trxR1kl5qu0BCjOJU/yvs2S1Vt3XKvSNsxhgmrMHcfDHWNZB/FKZt6kin/rL0D0wFsE33hxoz/QoWMRlFuW8ElvTbnmmvf27dDAuBQt+cnMONAe6oRA4TfD/O2om/G65A8++JmvukNjU0+EW3pIhPoTFMNd4ccaCGLiUlBfUvoIv5qgGSY6727Db6dfiJvQt2xzXtyruF9XOKzeRd9vQG2+TYDagT1LabRA7lthqteK8FQglWav5m2tXsjeRFqwjUZBgFaqfde073ZLPrvMel41vFwu6jq0h0B9PrZHpwP79Ghgj5U+gU8GMu1HsgJkHmoQAuyCqlDhRYfacGDz+Y53Yf565nGZ/2QXIOAVxAxUwMbAn4F7YzMGfxaJvtxrIn2NfOFQuakY0giGoYULMQB1HgOQuWuAQODOV8BJoPBebwJAvDOMc3gxYOQv1oB0P1rAYL7bV4VRX4Fvk/edy6piXpwBTJ7UmcdBCbr5oBdQY7UW89Qr/hth/Agg1/KmE6wD3o0OYFhlxrkJFAAV4YGgI2qND+3R6/UIcrEiz1ngpN94igyz+c7dWIKLtiXyTd/Sx/Q3mpo6IVRuZK90ZnEQwoB+4HzWhlMfd5u8E6JfITaJKaTYAcD3XxNV+3wqbXVNdZFW92W5GzOQE9gLNywR4yrbfL90lT++/01JAzL+0jcRrWUrWC6hM6by2WAi7SvuT+xEzvGxbOgTcUcH0bpDmbX82L2/uFACgB8FqGiMyoW3kvhzgfqz44HSvnWlqQdyrgfKfEsC4t5y0T5YKtkdMT8qcKvJDxTwaCpCBmviu98FwAYzdcLqL0xYf9OKz98yxXPkg5BBhzbCTIx3lfNTsfH88DwhdBK5C/EaobkT+5rno307zh7iSL8mioYCQDA+Z2gffuM7prX8LihNPzMcgaL4PS6CXnRL0nLM6fqcuUDLKje/Jq3llmkKMzPg7RKTRqQ8tLC/+IBlqrOlqh1/CQUWTjDTevFWFWdpeFybiCkQAGS+nWh/3QUiQgO/27Us7scknpU/UB/4k2pyAQA57aUNMV1GVHzT84t4QQbG+duv/qDHqRPPiXMvmV5Lv01GBJ7+IE/MfYRQCKotz+9CIOv/94Bu3b+r/PH9v4O8o+iqS72nb2l/GmBmXYG3K0CSngvcZ0PzlH2jDNzk0pSqh2vSvvFzvvL1lAGg/kxM2tc17mfqmi1p/A+WS863BGz/kQGZCMsSEh7xVa5XBW6IQYmJnDiWn8ZrcvFnGRA1pqSkwVg3zRw3A3Se5oENRS9dJrRK8m0BDPmziopByZQNc8GAGJMVEKRy0hSb5+H/4znvmFaTP8kKL8AqwUTemK34s2jzldWY30XD89goZfnqMJULsDDvASDLRmkfwTkXDpWaa0JMf6wa/xFDAZkHOAB0MM9hD7z/ADfWiLsNAByrQgIl8pJ14WVEH3Lv/BoJOfqb59URVLSFttIHTC9i8rsrIPOf/LyXPfXNGcUm8YPIj+WoBAPb8uHjIZSu+/xodPJPQoaU/ObBDb1vgP9w4J6ji+F5AfWZ9hD74haBcaB0IFeyp21Z1L6fKDNghfDJYbS1nyvua+A8lgn+5KTvpjj5ctswwfmR/FutsrR1/M52aH6WxoY5T+dfxQ0IbFPPWBQSPPBB5sDRAGagoaXhmRYVs3Dk7yWA5/0nngFE5eBvukZ3X5FIcWgZygptFX52IqpNXfnxA1Iiv77eWgOaRvn56u/wNwNQDGpA6m1EkFA2gBXz2uJYiFNxEGACu6Xg9xEQBhCdVVd/ZXJKxfSfCy1x3JcATAJq6kNfD6A2cQrnpn5nfp65fh78oL2xViD7zTMJBjjyDX7brY9pvHjrigtL3Uf/wUK1O/pRrHyjf7EoYp6bNwVBaUyl9H3RjwLcbyKHNgNU2/66WPbpH5oYLAvf/j0GsV+iTk2aNmdtmd2JX50NbPtcLJVfzE/910HgNTn0m3V+mbPsvyDCPt5BXhLT8d75V3ADUv2irqFR4TRYiSL7/LCbmQGwBLZvNwAu+iTKyJ6wUsf5RwfJlwUwqRwfzH5FVl6WRD3jGvIBgKQpD07k+tD8sQw2tS2uydqr9GIqMNqZpuqinCgjsf7pT/lk6Wx/Vv+oYFwbJnrUI+XtqT46O8srBEjqC8pNnPqANKoT+b6Noi6pXcqPetInDExd6j2pjJLvHtYQ4I7rU5tT+r5I9fwxgztLRclchy62oDgvKDqVPm7L/E7gPuwM7ag7VDoyueP+65vwkhxzfo6XHwEk+OaRcrH/5rbYO/+KbkC6sUGXW/A2uqqbf7nsNzcpztG/dO43KppBTkpfRXpBF4VeasfF7vnNr1C6It3/oMtXJE0IXW7TpS/fKK/Xr/l64vqUR6TU4fW+jnwj7/lj9MlV3d+3EeC+sMN+RJSafdE1b6Kv9KTv4vySfG5Z2NaUy7pezdtNbXy4UrJ7/B4YvwUmbc1vf7WksSvS1IBawt8vljz2nN+Q+0+CGGSv84yyPvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"po0 l450 t756 f0\" id=\"div_2067_XBRL_TS_b993c98e7cfc403ebb8f7d2b9db37851\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2068\"><div class=\"po1 w198 z0\" id=\"TextContainer2068\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a6280\">P\u00e9rdida por deterioro- </div><div class=\"po0 fs14 cl2 l340 t859\" id=\"a6284\">Durante<div class=\"d0 w676\">\u00a0</div>los<div class=\"d0 w637\">\u00a0</div>ejercicios<div class=\"d0 w761\">\u00a0</div>2024<div class=\"d0 w637\">\u00a0</div>y<div class=\"d0 w154\">\u00a0</div>2023<div class=\"d0 w672\">\u00a0</div>no<div class=\"d0 w587\">\u00a0</div>se<div class=\"d0 w302\">\u00a0</div>han<div class=\"d0 w157\">\u00a0</div>registrado<div class=\"d0 w646\">\u00a0</div>deterioros<div class=\"d0 w349\">\u00a0</div>significativos<div class=\"d0 w305\">\u00a0</div>en<div class=\"d0 w310\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l341 t1164\" id=\"a6285\">inmovilizado material.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2085\"><div class=\"po0 fs26 cl2 l451 t1318\" id=\"a6289\">Otras consideraciones- </div></div><div class=\"po0 l450 t1743 f0\" id=\"div_2070_XBRL_TS_7c10cce8642c45aa8d0f9698b441a48b\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2071\"><div class=\"po1 w198 z0\" id=\"TextContainer2071\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a6293\">El saldo del inmovilizado material por arrendamiento<div class=\"d0 w392\">\u00a0</div>se corresponde, fundamentalmente, con </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a6294\">la activaci\u00f3n de los contratos<div class=\"d0 w333\">\u00a0</div>de arrendamiento de oficinas y<div class=\"d0 w21\">\u00a0</div>almacenes del Grupo cuyo saldo </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a6295\">neto a 31 de diciembre de<div class=\"d0 w7\">\u00a0</div>2024 asciende a 34.236 miles de euros<div class=\"d0 w39\">\u00a0</div>(41.670 miles de euros a 31 de </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a6301\">diciembre de 2023).<div class=\"d0 w368\">\u00a0</div>Por su<div class=\"d0 w22\">\u00a0</div>parte, Educaci\u00f3n incluye<div class=\"d0 w369\">\u00a0</div>equipamiento tecnol\u00f3gico en<div class=\"d0 w395\">\u00a0</div>r\u00e9gimen de </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a6302\">arrendamiento<div class=\"d0 w617\">\u00a0</div>para<div class=\"d0 w440\">\u00a0</div>su<div class=\"d0 w493\">\u00a0</div>utilizaci\u00f3n<div class=\"d0 w4\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>aula<div class=\"d0 w271\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>alumnos<div class=\"d0 w271\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>profesores<div class=\"d0 w277\">\u00a0</div>integrados<div class=\"d0 w470\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a6303\">sistemas<div class=\"d0 w158\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>ense\u00f1anza<div class=\"d0 w588\">\u00a0</div>por<div class=\"d0 w546\">\u00a0</div>importe<div class=\"d0 w253\">\u00a0</div>neto<div class=\"d0 w302\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>7.092<div class=\"d0 w598\">\u00a0</div>miles<div class=\"d0 w152\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>euros,<div class=\"d0 w744\">\u00a0</div>registrado<div class=\"d0 w526\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l710 t1741\" id=\"a6308\">Otro </div><div class=\"po0 fs26 cl2 l340 t1742\" id=\"a6309\">inmovilizado material\u201d </div><div class=\"po0 fs14 cl2 l711 t1312\" id=\"a6310\">(9.404 miles de euros a 31 de diciembre de 2023).</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2086\"></div><div class=\"po0 l450 t1309 f0\" id=\"div_2073_XBRL_TS_1be8b3234f054721ac87909800de8795\"><div class=\"po1 w198 h137 lh0\" id=\"TextBlockContainer2077\"><div class=\"po0 l342 t756 f0\" id=\"div_2074_XBRL_TS_b178d6df7e2b43c292116c60dd9a1047\"><div class=\"po1 w198 h137 lh0\" id=\"TextBlockContainer2075\"><div class=\"po1 w198 z0\" id=\"TextContainer2075\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a6315\">El gasto<div class=\"d0 w331\">\u00a0</div>por amortizaci\u00f3n<div class=\"d0 w803\">\u00a0</div>de inmovilizado<div class=\"d0 w725\">\u00a0</div>material registrado<div class=\"d0 w555\">\u00a0</div>durante el<div class=\"d0 w425\">\u00a0</div>ejercicio<div class=\"d0 w140\">\u00a0</div>2024 asciende </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a6316\">a 30.979 miles de euros (30.401 miles de euros en 2023), correspondiendo 22.033 miles<div class=\"d0 w515\">\u00a0</div>de euros </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a6325\">a la amortizaci\u00f3n<div class=\"d0 w696\">\u00a0</div>de inmovilizado<div class=\"d0 w144\">\u00a0</div>material en<div class=\"d0 w515\">\u00a0</div>r\u00e9gimen de<div class=\"d0 w472\">\u00a0</div>arrendamiento (19.968<div class=\"d0 w550\">\u00a0</div>miles de<div class=\"d0 w558\">\u00a0</div>euros </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a6330\">a 31 de diciembre de 2023).</div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2087\"><div class=\"po0 fs14 cl2 l451 t1744\" id=\"a6333\">No existen restricciones a la titularidad del inmovilizado material. </div></div><div class=\"po0 l450 t1745 f0\" id=\"div_2079_XBRL_TS_c3e55958bdee4c83a64a97f6ae9e1d41\"><div class=\"po1 w804 h74 lh0\" id=\"TextBlockContainer2083\"><div class=\"po0 l342 t756 f0\" id=\"div_2080_XBRL_TS_c92270428d87425aa1c40ff51dc90e6c\"><div class=\"po1 w804 h74 lh0\" id=\"TextBlockContainer2081\"><div class=\"po1 w804 z0\" id=\"TextContainer2081\"><div class=\"po0 fs14 cl2 l341 t756\" id=\"a6336\">No existen compromisos futuros de compra significativos de inmovilizado<div class=\"d0 w375\">\u00a0</div>material.</div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2088\"><div class=\"po0 fs14 cl2 l451 t1746\" id=\"a6339\">Grupo<div class=\"d0 w340\">\u00a0</div>PRISA<div class=\"d0 w284\">\u00a0</div>mantiene<div class=\"d0 w249\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>activo<div class=\"d0 w476\">\u00a0</div>bienes<div class=\"d0 w160\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>encuentran<div class=\"d0 w245\">\u00a0</div>totalmente<div class=\"d0 w227\">\u00a0</div>amortizados<div class=\"d0 w119\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l451 t1747\" id=\"a6340\">importe de<div class=\"d0 w98\">\u00a0</div>133.745 miles<div class=\"d0 w383\">\u00a0</div>de euros<div class=\"d0 w234\">\u00a0</div>a 31<div class=\"d0 w98\">\u00a0</div>de diciembre<div class=\"d0 w27\">\u00a0</div>de 2024<div class=\"d0 w391\">\u00a0</div>(132.933 miles<div class=\"d0 w8\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>a 31<div class=\"d0 w111\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t1748\" id=\"a6347\">diciembre de 2023). </div><div class=\"po0 fs14 cl2 l451 t1749\" id=\"a6350\">La pol\u00edtica de las sociedades del Grupo<div class=\"d0 w375\">\u00a0</div>es formalizar p\u00f3lizas de seguro<div class=\"d0 w479\">\u00a0</div>para cubrir los posibles </div><div class=\"po0 fs14 cl2 l451 t1750\" id=\"a6351\">riesgos<div class=\"d0 w699\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>est\u00e1n<div class=\"d0 w501\">\u00a0</div>sujetos<div class=\"d0 w487\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>diversos<div class=\"d0 w340\">\u00a0</div>elementos<div class=\"d0 w506\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>su<div class=\"d0 w493\">\u00a0</div>inmovilizado<div class=\"d0 w166\">\u00a0</div>material.<div class=\"d0 w586\">\u00a0</div>Al<div class=\"d0 w270\">\u00a0</div>31<div class=\"d0 w276\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t1751\" id=\"a6352\">diciembre de<div class=\"d0 w294\">\u00a0</div>2024<div class=\"d0 w31\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>31<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>diciembre de<div class=\"d0 w294\">\u00a0</div>2023<div class=\"d0 w31\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>p\u00f3lizas<div class=\"d0 w295\">\u00a0</div>contratadas<div class=\"d0 w26\">\u00a0</div>ten\u00edan<div class=\"d0 w57\">\u00a0</div>suficientemente </div><div class=\"po0 fs14 cl2 l475 t1752\" id=\"a6353\">cubierto el inmovilizado material.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfPropertyPlantAndEquipmentExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h129 l524 t1549 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h129 l526 t1549 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h129 l513 t1549 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h130 l529 t1550 bgc3\">\u00a0</div>\n<div class=\"w786 po0 h126 l531 t1551 bgc3\">\u00a0</div>\n<div class=\"w786 po0 h131 l531 t1552 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l512 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l532 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l515 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l533 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l517 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l534 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l519 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l535 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l521 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l536 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l523 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l537 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l525 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l538 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l527 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l539 t1553 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1554 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l512 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l515 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l516 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l517 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l519 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l521 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l522 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l523 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l524 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l525 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l526 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l527 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l528 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l511 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l514 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l516 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l518 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l520 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l522 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l524 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l526 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l513 t1550 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h132 l529 t1555 bgc3\">\u00a0</div>\n<div class=\"w786 po0 h126 l531 t1556 bgc3\">\u00a0</div>\n<div class=\"w786 po0 h126 l531 t1557 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l512 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l532 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l515 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l533 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l517 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l534 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l519 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l535 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l521 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l536 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l523 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l537 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l525 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l538 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l527 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l539 t1558 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1559 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l512 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l515 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l516 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l517 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l519 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l521 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l522 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l523 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l524 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l525 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l526 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l527 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l528 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1560 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l511 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l512 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l514 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l515 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l516 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l516 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l517 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l518 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l519 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l520 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l521 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l522 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l522 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l523 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l524 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l524 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l525 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l526 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l526 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l527 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l513 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1560 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2030\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a5043\">Ejercicio 2024- </div><div class=\"po0 fs14 cl2 l540 t1561\" id=\"a5047\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l540 t1562\" id=\"a5048\">ha sido el siguiente: </div><div class=\"po0 fs35 cl2 l541 t1563\" id=\"a5052\">Miles de euros </div><div class=\"po0 fs35 cl2 l542 t1564\" id=\"a5054\">Saldo al </div><div class=\"po0 fs35 cl2 l543 t1565\" id=\"a5055\">31.12.2023 </div><div class=\"po0 fs35 cl2 l544 t1564\" id=\"a5057\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l545 t1565\" id=\"a5058\">monetaria </div><div class=\"po0 fs35 cl2 l546 t1564\" id=\"a5060\">Ajuste por </div><div class=\"po0 fs35 cl2 l547 t1565\" id=\"a5061\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l548 t1566\" id=\"a5063\">Variaci\u00f3n </div><div class=\"po0 fs35 cl2 l549 t1567\" id=\"a5064\">del </div><div class=\"po0 fs35 cl2 l550 t1568\" id=\"a5065\">per\u00edmetro </div><div class=\"po0 fs35 cl2 l551 t1567\" id=\"a5067\">Adiciones </div><div class=\"po0 fs35 cl2 l552 t1567\" id=\"a5069\">Retiros </div><div class=\"po0 fs35 cl2 l553 t1567\" id=\"a5071\">Traspasos </div><div class=\"po0 fs35 cl2 l554 t1564\" id=\"a5073\">Saldo al </div><div class=\"po0 fs35 cl2 l555 t1565\" id=\"a5074\">31.12.2024 </div><div class=\"po0 fs36 cl2 l556 t1569\" id=\"a5076\">Coste: </div><div class=\"po0 fs35 cl2 l556 t1570\" id=\"a5086\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l557 t1570\" id=\"a5088\">40.833 </div><div class=\"po0 fs35 cl2 l558 t1570\" id=\"a5090\">1 </div><div class=\"po0 fs35 cl2 l559 t1570\" id=\"a5092\">(41) </div><div class=\"po0 fs35 cl2 l560 t1570\" id=\"a5094\">417 </div><div class=\"po0 fs35 cl2 l561 t1570\" id=\"a5096\">93 </div><div class=\"po0 fs35 cl2 l562 t1570\" id=\"a5098\">(13.250) </div><div class=\"po0 fs35 cl2 l563 t1570\" id=\"a5100\">18 </div><div class=\"po0 fs35 cl2 l351 t1570\" id=\"a5102\">28.071 </div><div class=\"po0 fs35 cl2 l556 t1571\" id=\"a5104\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1572\" id=\"a5105\">maquinaria </div><div class=\"po0 fs35 cl2 l557 t1573\" id=\"a5107\">95.669 </div><div class=\"po0 fs35 cl2 l564 t1573\" id=\"a5109\">1.228 </div><div class=\"po0 fs35 cl2 l565 t1573\" id=\"a5111\">(2.211) </div><div class=\"po0 fs35 cl2 l566 t1573\" id=\"a5113\">46 </div><div class=\"po0 fs35 cl2 l567 t1573\" id=\"a5115\">1.477 </div><div class=\"po0 fs35 cl2 l568 t1573\" id=\"a5117\">(777) </div><div class=\"po0 fs35 cl2 l569 t1573\" id=\"a5119\">519 </div><div class=\"po0 fs35 cl2 l351 t1573\" id=\"a5121\">95.951 </div><div class=\"po0 fs35 cl2 l556 t1450\" id=\"a5123\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l557 t1450\" id=\"a5125\">78.592 </div><div class=\"po0 fs35 cl2 l570 t1450\" id=\"a5127\">11.528 </div><div class=\"po0 fs35 cl2 l565 t1450\" id=\"a5129\">(6.586) </div><div class=\"po0 fs35 cl2 l566 t1450\" id=\"a5131\">41 </div><div class=\"po0 fs35 cl2 l567 t1450\" id=\"a5133\">6.976 </div><div class=\"po0 fs35 cl2 l571 t1450\" id=\"a5135\">(1.692) </div><div class=\"po0 fs35 cl2 l572 t1450\" id=\"a5137\">(120) </div><div class=\"po0 fs35 cl2 l351 t1450\" id=\"a5139\">88.739 </div><div class=\"po0 fs35 cl2 l556 t1574\" id=\"a5141\">Anticipos e inmovilizado en curso </div><div class=\"po0 fs35 cl2 l573 t1574\" id=\"a5143\">267 </div><div class=\"po0 fs35 cl2 l574 t1574\" id=\"a5145\">- </div><div class=\"po0 fs35 cl2 l575 t1574\" id=\"a5147\">(7) </div><div class=\"po0 fs35 cl2 l576 t1574\" id=\"a5149\">- </div><div class=\"po0 fs35 cl2 l577 t1574\" id=\"a5151\">634 </div><div class=\"po0 fs35 cl2 l578 t1574\" id=\"a5153\">(21) </div><div class=\"po0 fs35 cl2 l572 t1574\" id=\"a5155\">(417) </div><div class=\"po0 fs35 cl2 l579 t1574\" id=\"a5157\">456 </div><div class=\"po0 fs36 cl2 l556 t1575\" id=\"a5159\">Total coste </div><div class=\"po0 fs36 cl2 l580 t1575\" id=\"a5161\">215.361 </div><div class=\"po0 fs36 cl2 l570 t1575\" id=\"a5163\">12.757 </div><div class=\"po0 fs36 cl2 l565 t1575\" id=\"a5165\">(8.845) </div><div class=\"po0 fs36 cl2 l560 t1575\" id=\"a5167\">504 </div><div class=\"po0 fs36 cl2 l567 t1575\" id=\"a5169\">9.180 </div><div class=\"po0 fs36 cl2 l562 t1575\" id=\"a5171\">(15.740) </div><div class=\"po0 fs36 cl2 l581 t1575\" id=\"a5173\">- </div><div class=\"po0 fs36 cl2 l582 t1575\" id=\"a5175\">213.217 </div><div class=\"po0 fs36 cl2 l556 t1576\" id=\"a5177\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l556 t1577\" id=\"a5187\">Construcciones </div><div class=\"po0 fs35 cl2 l583 t1577\" id=\"a5189\">(13.938) </div><div class=\"po0 fs35 cl2 l584 t1577\" id=\"a5191\">(1) </div><div class=\"po0 fs35 cl2 l585 t1577\" id=\"a5193\">(373) </div><div class=\"po0 fs35 cl2 l586 t1577\" id=\"a5195\">(46) </div><div class=\"po0 fs35 cl2 l587 t1577\" id=\"a5197\">(454) </div><div class=\"po0 fs35 cl2 l588 t1577\" id=\"a5199\">5.434 </div><div class=\"po0 fs35 cl2 l581 t1577\" id=\"a5201\">- </div><div class=\"po0 fs35 cl2 l589 t1577\" id=\"a5203\">(9.378) </div><div class=\"po0 fs35 cl2 l556 t1578\" id=\"a5205\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1579\" id=\"a5206\">maquinaria </div><div class=\"po0 fs35 cl2 l583 t1580\" id=\"a5208\">(84.749) </div><div class=\"po0 fs35 cl2 l590 t1580\" id=\"a5210\">(1.125) </div><div class=\"po0 fs35 cl2 l591 t1580\" id=\"a5212\">1.894 </div><div class=\"po0 fs35 cl2 l586 t1580\" id=\"a5214\">(26) </div><div class=\"po0 fs35 cl2 l592 t1580\" id=\"a5216\">(2.592) </div><div class=\"po0 fs35 cl2 l593 t1580\" id=\"a5218\">749 </div><div class=\"po0 fs35 cl2 l594 t1580\" id=\"a5220\">(29) </div><div class=\"po0 fs35 cl2 l595 t1580\" id=\"a5222\">(85.878) </div><div class=\"po0 fs35 cl2 l556 t1581\" id=\"a5224\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l583 t1581\" id=\"a5226\">(69.665) </div><div class=\"po0 fs35 cl2 l596 t1581\" id=\"a5228\">(10.622) </div><div class=\"po0 fs35 cl2 l591 t1581\" id=\"a5230\">5.913 </div><div class=\"po0 fs35 cl2 l586 t1581\" id=\"a5232\">(29) </div><div class=\"po0 fs35 cl2 l592 t1581\" id=\"a5234\">(5.900) </div><div class=\"po0 fs35 cl2 l588 t1581\" id=\"a5236\">1.585 </div><div class=\"po0 fs35 cl2 l569 t1581\" id=\"a5238\">508 </div><div class=\"po0 fs35 cl2 l595 t1581\" id=\"a5240\">(78.210) </div><div class=\"po0 fs36 cl2 l556 t1582\" id=\"a5242\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l597 t1582\" id=\"a5245\">(168.352) </div><div class=\"po0 fs36 cl2 l596 t1582\" id=\"a5247\">(11.748) </div><div class=\"po0 fs36 cl2 l591 t1582\" id=\"a5249\">7.434 </div><div class=\"po0 fs36 cl2 l598 t1582\" id=\"a5251\">(101) </div><div class=\"po0 fs36 cl2 l592 t1582\" id=\"a5253\">(8.946) </div><div class=\"po0 fs36 cl2 l588 t1582\" id=\"a5255\">7.768 </div><div class=\"po0 fs36 cl2 l569 t1582\" id=\"a5257\">479 </div><div class=\"po0 fs36 cl2 l599 t1582\" id=\"a5259\">(173.466) </div><div class=\"po0 fs36 cl2 l556 t1583\" id=\"a5261\">Deterioro: </div><div class=\"po0 fs35 cl2 l556 t1584\" id=\"a5271\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l600 t1584\" id=\"a5273\">(7.217) </div><div class=\"po0 fs35 cl2 l574 t1584\" id=\"a5275\">- </div><div class=\"po0 fs35 cl2 l601 t1584\" id=\"a5277\">- </div><div class=\"po0 fs35 cl2 l586 t1584\" id=\"a5279\">(68) </div><div class=\"po0 fs35 cl2 l587 t1584\" id=\"a5281\">(276) </div><div class=\"po0 fs35 cl2 l588 t1584\" id=\"a5283\">5.674 </div><div class=\"po0 fs35 cl2 l581 t1584\" id=\"a5285\">- </div><div class=\"po0 fs35 cl2 l589 t1584\" id=\"a5287\">(1.887) </div><div class=\"po0 fs35 cl2 l556 t1585\" id=\"a5289\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1586\" id=\"a5290\">maquinaria </div><div class=\"po0 fs35 cl2 l602 t1587\" id=\"a5292\">(104) </div><div class=\"po0 fs35 cl2 l574 t1587\" id=\"a5294\">- </div><div class=\"po0 fs35 cl2 l601 t1587\" id=\"a5296\">- </div><div class=\"po0 fs35 cl2 l576 t1587\" id=\"a5298\">- </div><div class=\"po0 fs35 cl2 l603 t1587\" id=\"a5300\">- </div><div class=\"po0 fs35 cl2 l604 t1587\" id=\"a5302\">- </div><div class=\"po0 fs35 cl2 l581 t1587\" id=\"a5304\">- </div><div class=\"po0 fs35 cl2 l605 t1587\" id=\"a5306\">(104) </div><div class=\"po0 fs35 cl2 l556 t1588\" id=\"a5308\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l602 t1588\" id=\"a5311\">(483) </div><div class=\"po0 fs35 cl2 l574 t1588\" id=\"a5313\">- </div><div class=\"po0 fs35 cl2 l606 t1588\" id=\"a5315\">158 </div><div class=\"po0 fs35 cl2 l576 t1588\" id=\"a5317\">- </div><div class=\"po0 fs35 cl2 l587 t1588\" id=\"a5319\">(341) </div><div class=\"po0 fs35 cl2 l593 t1588\" id=\"a5321\">163 </div><div class=\"po0 fs35 cl2 l581 t1588\" id=\"a5323\">- </div><div class=\"po0 fs35 cl2 l605 t1588\" id=\"a5325\">(503) </div><div class=\"po0 fs36 cl2 l556 t1589\" id=\"a5327\">Total deterioro </div><div class=\"po0 fs36 cl2 l600 t1589\" id=\"a5329\">(7.804) </div><div class=\"po0 fs36 cl2 l574 t1589\" id=\"a5331\">- </div><div class=\"po0 fs36 cl2 l606 t1589\" id=\"a5333\">158 </div><div class=\"po0 fs36 cl2 l586 t1589\" id=\"a5335\">(68) </div><div class=\"po0 fs36 cl2 l587 t1589\" id=\"a5337\">(617) </div><div class=\"po0 fs36 cl2 l588 t1589\" id=\"a5339\">5.837 </div><div class=\"po0 fs36 cl2 l581 t1589\" id=\"a5341\">- </div><div class=\"po0 fs36 cl2 l589 t1589\" id=\"a5343\">(2.494) </div><div class=\"po0 fs36 cl2 l556 t1590\" id=\"a5345\">Inmovilizado material neto </div><div class=\"po0 fs36 cl2 l557 t1590\" id=\"a5347\">39.205 </div><div class=\"po0 fs36 cl2 l564 t1590\" id=\"a5349\">1.009 </div><div class=\"po0 fs36 cl2 l565 t1590\" id=\"a5351\">(1.253) </div><div class=\"po0 fs36 cl2 l560 t1590\" id=\"a5353\">335 </div><div class=\"po0 fs36 cl2 l587 t1590\" id=\"a5355\">(383) </div><div class=\"po0 fs36 cl2 l571 t1590\" id=\"a5357\">(2.135) </div><div class=\"po0 fs36 cl2 l569 t1590\" id=\"a5359\">479 </div><div class=\"po0 fs36 cl2 l351 t1590\" id=\"a5361\">37.257 </div><div class=\"po0 fs36 cl2 l556 t1591\" id=\"a5363\">Coste inmovilizado en<div class=\"d0 w788\">\u00a0</div></div><div class=\"po0 fs36 cl2 l556 t1592\" id=\"a5365\">arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1593\" id=\"a5375\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l557 t1593\" id=\"a5378\">86.916 </div><div class=\"po0 fs35 cl2 l574 t1593\" id=\"a5380\">- </div><div class=\"po0 fs35 cl2 l565 t1593\" id=\"a5382\">(4.013) </div><div class=\"po0 fs35 cl2 l576 t1593\" id=\"a5384\">- </div><div class=\"po0 fs35 cl2 l607 t1593\" id=\"a5386\">10.055 </div><div class=\"po0 fs35 cl2 l571 t1593\" id=\"a5388\">(6.995) </div><div class=\"po0 fs35 cl2 l608 t1593\" id=\"a5390\">(9) </div><div class=\"po0 fs35 cl2 l351 t1593\" id=\"a5392\">85.954 </div><div class=\"po0 fs35 cl2 l556 t1594\" id=\"a5394\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l557 t1594\" id=\"a5396\">38.958 </div><div class=\"po0 fs35 cl2 l574 t1594\" id=\"a5398\">- </div><div class=\"po0 fs35 cl2 l565 t1594\" id=\"a5400\">(5.870) </div><div class=\"po0 fs35 cl2 l576 t1594\" id=\"a5402\">- </div><div class=\"po0 fs35 cl2 l567 t1594\" id=\"a5404\">4.373 </div><div class=\"po0 fs35 cl2 l571 t1594\" id=\"a5406\">(4.807) </div><div class=\"po0 fs35 cl2 l609 t1594\" id=\"a5408\">9 </div><div class=\"po0 fs35 cl2 l351 t1594\" id=\"a5410\">32.663 </div><div class=\"po0 fs36 cl2 l556 t1595\" id=\"a5412\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l556 t1596\" id=\"a5413\">arrendamiento </div><div class=\"po0 fs36 cl2 l580 t38\" id=\"a5415\">125.874 </div><div class=\"po0 fs36 cl2 l574 t38\" id=\"a5417\">- </div><div class=\"po0 fs36 cl2 l565 t38\" id=\"a5419\">(9.883) </div><div class=\"po0 fs36 cl2 l576 t38\" id=\"a5421\">- </div><div class=\"po0 fs36 cl2 l607 t38\" id=\"a5423\">14.428 </div><div class=\"po0 fs36 cl2 l562 t38\" id=\"a5425\">(11.802) </div><div class=\"po0 fs36 cl2 l581 t38\" id=\"a5427\">- </div><div class=\"po0 fs36 cl2 l582 t38\" id=\"a5429\">118.617 </div><div class=\"po0 fs36 cl2 l556 t1597\" id=\"a5431\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1598\" id=\"a5432\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1599\" id=\"a5442\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l583 t1599\" id=\"a5444\">(45.246) </div><div class=\"po0 fs35 cl2 l574 t1599\" id=\"a5446\">- </div><div class=\"po0 fs35 cl2 l591 t1599\" id=\"a5448\">2.528 </div><div class=\"po0 fs35 cl2 l576 t1599\" id=\"a5450\">- </div><div class=\"po0 fs35 cl2 l610 t1599\" id=\"a5452\">(15.452) </div><div class=\"po0 fs35 cl2 l588 t1599\" id=\"a5454\">6.460 </div><div class=\"po0 fs35 cl2 l608 t1599\" id=\"a5456\">(8) </div><div class=\"po0 fs35 cl2 l595 t1599\" id=\"a5458\">(51.718) </div><div class=\"po0 fs35 cl2 l556 t1600\" id=\"a5460\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l583 t1600\" id=\"a5462\">(25.369) </div><div class=\"po0 fs35 cl2 l574 t1600\" id=\"a5464\">- </div><div class=\"po0 fs35 cl2 l591 t1600\" id=\"a5466\">4.763 </div><div class=\"po0 fs35 cl2 l576 t1600\" id=\"a5468\">- </div><div class=\"po0 fs35 cl2 l592 t1600\" id=\"a5470\">(6.581) </div><div class=\"po0 fs35 cl2 l588 t1600\" id=\"a5472\">4.772 </div><div class=\"po0 fs35 cl2 l572 t1600\" id=\"a5474\">(471) </div><div class=\"po0 fs35 cl2 l595 t1600\" id=\"a5476\">(22.886) </div><div class=\"po0 fs36 cl2 l556 t1601\" id=\"a5478\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1602\" id=\"a5479\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l583 t1603\" id=\"a5482\">(70.615) </div><div class=\"po0 fs36 cl2 l574 t1603\" id=\"a5484\">- </div><div class=\"po0 fs36 cl2 l591 t1603\" id=\"a5486\">7.291 </div><div class=\"po0 fs36 cl2 l576 t1603\" id=\"a5488\">- </div><div class=\"po0 fs36 cl2 l610 t1603\" id=\"a5490\">(22.033) </div><div class=\"po0 fs36 cl2 l611 t1603\" id=\"a5492\">11.232 </div><div class=\"po0 fs36 cl2 l572 t1603\" id=\"a5494\">(479) </div><div class=\"po0 fs36 cl2 l595 t1603\" id=\"a5496\">(74.604) </div><div class=\"po0 fs36 cl2 l556 t1604\" id=\"a5498\">Inmovilizado material neto en </div><div class=\"po0 fs36 cl2 l556 t1605\" id=\"a5499\">arrendamiento </div><div class=\"po0 fs36 cl2 l557 t1606\" id=\"a5501\">55.259 </div><div class=\"po0 fs36 cl2 l574 t1606\" id=\"a5503\">- </div><div class=\"po0 fs36 cl2 l565 t1606\" id=\"a5505\">(2.592) </div><div class=\"po0 fs36 cl2 l576 t1606\" id=\"a5507\">- </div><div class=\"po0 fs36 cl2 l592 t1606\" id=\"a5509\">(7.605) </div><div class=\"po0 fs36 cl2 l568 t1606\" id=\"a5511\">(570) </div><div class=\"po0 fs36 cl2 l572 t1606\" id=\"a5513\">(479) </div><div class=\"po0 fs36 cl2 l351 t1606\" id=\"a5515\">44.013 </div><div class=\"po0 fs36 cl2 l556 t1607\" id=\"a5517\">TOTAL INMOVILIZADO </div><div class=\"po0 fs36 cl2 l556 t1608\" id=\"a5518\">MATERIAL NETO </div><div class=\"po0 fs36 cl2 l557 t1609\" id=\"a5520\">94.464 </div><div class=\"po0 fs36 cl2 l564 t1609\" id=\"a5522\">1.009 </div><div class=\"po0 fs36 cl2 l565 t1609\" id=\"a5524\">(3.845) </div><div class=\"po0 fs36 cl2 l560 t1609\" id=\"a5526\">335 </div><div class=\"po0 fs36 cl2 l592 t1609\" id=\"a5528\">(7.988) </div><div class=\"po0 fs36 cl2 l571 t1609\" id=\"a5530\">(2.705) </div><div class=\"po0 fs36 cl2 l581 t1609\" id=\"a5532\">- </div><div class=\"po0 fs36 cl2 l351 t1609\" id=\"a5534\">81.270 </div></div></div></div></div></div></div></div></div><div class=\"po1 w198 h136 lh0\" id=\"TextBlockContainer2052\"><div class=\"po0 l342 t756 f0\" id=\"div_2043_XBRL_TS_a6a9fa1aeab448f294b96e84cdb404bd_1\"><div class=\"po1 w198 h135 lh0\" id=\"TextBlockContainer2050\"><div class=\"po0 l342 t756 f0\" id=\"div_2044_XBRL_TS_b102701eee9c45abad7a285e9ca201d2_1\"><div class=\"po1 w198 h135 lh0\" id=\"TextBlockContainer2048\"><div class=\"po0 l342 t756 f0\" id=\"div_2045_XBRL_TS_869d57c02b8d4194bfb7b2d7e5978fef_1\"><div class=\"po1 w198 h135 lh0\" id=\"TextBlockContainer2046\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l617 t1656 bgc0\">\u00a0</div>\n<div class=\"w793 po0 h12 l618 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l619 t1656 bgc0\">\u00a0</div>\n<div class=\"w794 po0 h12 l620 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l621 t1656 bgc0\">\u00a0</div>\n<div class=\"w795 po0 h12 l622 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l623 t1656 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l624 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t1656 bgc0\">\u00a0</div>\n<div class=\"w790 po0 h12 l626 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l612 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l528 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1657 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l511 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1657 bgc0\">\u00a0</div>\n<div class=\"w790 po0 h12 l512 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l613 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l613 t1657 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l614 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l615 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l615 t1657 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l616 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l617 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l617 t1657 bgc0\">\u00a0</div>\n<div class=\"w793 po0 h12 l618 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l619 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l619 t1657 bgc0\">\u00a0</div>\n<div class=\"w794 po0 h12 l620 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l621 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l621 t1657 bgc0\">\u00a0</div>\n<div class=\"w795 po0 h12 l622 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l623 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l623 t1657 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l624 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l625 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t1657 bgc0\">\u00a0</div>\n<div class=\"w790 po0 h12 l626 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l612 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l612 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l612 t1657 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2046\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a5547\">Ejercicio 2023- </div><div class=\"po0 fs14 cl2 l540 t1658\" id=\"a5550\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs14 cl2 l540 t1659\" id=\"a5551\">fue el siguiente: </div><div class=\"po0 fs35 cl2 l635 t1660\" id=\"a5555\">Miles de euros </div><div class=\"po0 fs35 cl2 l636 t1661\" id=\"a5557\">Saldo al </div><div class=\"po0 fs35 cl2 l637 t1662\" id=\"a5558\">31.12.2022 </div><div class=\"po0 fs35 cl2 l638 t1661\" id=\"a5560\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l639 t1662\" id=\"a5561\">monetaria </div><div class=\"po0 fs35 cl2 l640 t1661\" id=\"a5563\">Ajuste por </div><div class=\"po0 fs35 cl2 l641 t1662\" id=\"a5564\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l642 t1663\" id=\"a5566\">Variaci\u00f3n </div><div class=\"po0 fs35 cl2 l548 t1664\" id=\"a5567\">del </div><div class=\"po0 fs35 cl2 l601 t1665\" id=\"a5568\">per\u00edmetro </div><div class=\"po0 fs35 cl2 l643 t1664\" id=\"a5570\">Adiciones </div><div class=\"po0 fs35 cl2 l644 t1664\" id=\"a5572\">Retiros </div><div class=\"po0 fs35 cl2 l645 t1664\" id=\"a5574\">Traspasos </div><div class=\"po0 fs35 cl2 l646 t1661\" id=\"a5576\">Saldo al </div><div class=\"po0 fs35 cl2 l647 t1662\" id=\"a5577\">31.12.2023 </div><div class=\"po0 fs36 cl2 l556 t1666\" id=\"a5579\">Coste: </div><div class=\"po0 fs35 cl2 l556 t1667\" id=\"a5589\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l580 t1667\" id=\"a5591\">46.200 </div><div class=\"po0 fs35 cl2 l648 t1667\" id=\"a5593\">2.100 </div><div class=\"po0 fs35 cl2 l649 t1667\" id=\"a5595\">(900) </div><div class=\"po0 fs35 cl2 l650 t1667\" id=\"a5597\">- </div><div class=\"po0 fs35 cl2 l651 t1667\" id=\"a5599\">147 </div><div class=\"po0 fs35 cl2 l652 t1667\" id=\"a5601\">(1.389) </div><div class=\"po0 fs35 cl2 l653 t1667\" id=\"a5603\">(5.325) </div><div class=\"po0 fs35 cl2 l654 t1667\" id=\"a5605\">40.833 </div><div class=\"po0 fs35 cl2 l556 t1668\" id=\"a5607\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1449\" id=\"a5608\">maquinaria </div><div class=\"po0 fs35 cl2 l580 t1669\" id=\"a5610\">92.709 </div><div class=\"po0 fs35 cl2 l648 t1669\" id=\"a5612\">3.469 </div><div class=\"po0 fs35 cl2 l655 t1669\" id=\"a5614\">(1.881) </div><div class=\"po0 fs35 cl2 l650 t1669\" id=\"a5616\">- </div><div class=\"po0 fs35 cl2 l656 t1669\" id=\"a5618\">1.176 </div><div class=\"po0 fs35 cl2 l652 t1669\" id=\"a5620\">(1.114) </div><div class=\"po0 fs35 cl2 l657 t1669\" id=\"a5622\">1.310 </div><div class=\"po0 fs35 cl2 l654 t1669\" id=\"a5624\">95.669 </div><div class=\"po0 fs35 cl2 l556 t1450\" id=\"a5626\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l580 t1450\" id=\"a5628\">77.198 </div><div class=\"po0 fs35 cl2 l658 t1450\" id=\"a5630\">32.265 </div><div class=\"po0 fs35 cl2 l659 t1450\" id=\"a5632\">(33.441) </div><div class=\"po0 fs35 cl2 l660 t1450\" id=\"a5634\">1 </div><div class=\"po0 fs35 cl2 l656 t1450\" id=\"a5636\">5.465 </div><div class=\"po0 fs35 cl2 l652 t1450\" id=\"a5638\">(2.915) </div><div class=\"po0 fs35 cl2 l661 t1450\" id=\"a5640\">19 </div><div class=\"po0 fs35 cl2 l654 t1450\" id=\"a5642\">78.592 </div><div class=\"po0 fs35 cl2 l556 t1574\" id=\"a5644\">Anticipos e inmovilizado en curso </div><div class=\"po0 fs35 cl2 l662 t1574\" id=\"a5646\">1.076 </div><div class=\"po0 fs35 cl2 l584 t1574\" id=\"a5648\">- </div><div class=\"po0 fs35 cl2 l559 t1574\" id=\"a5650\">2 </div><div class=\"po0 fs35 cl2 l650 t1574\" id=\"a5652\">- </div><div class=\"po0 fs35 cl2 l651 t1574\" id=\"a5654\">841 </div><div class=\"po0 fs35 cl2 l663 t1574\" id=\"a5656\">(200) </div><div class=\"po0 fs35 cl2 l653 t1574\" id=\"a5658\">(1.452) </div><div class=\"po0 fs35 cl2 l664 t1574\" id=\"a5660\">267 </div><div class=\"po0 fs36 cl2 l556 t1670\" id=\"a5662\">Total coste </div><div class=\"po0 fs36 cl2 l665 t1670\" id=\"a5664\">217.183 </div><div class=\"po0 fs36 cl2 l658 t1670\" id=\"a5666\">37.834 </div><div class=\"po0 fs36 cl2 l659 t1670\" id=\"a5668\">(36.220) </div><div class=\"po0 fs36 cl2 l660 t1670\" id=\"a5670\">1 </div><div class=\"po0 fs36 cl2 l656 t1670\" id=\"a5672\">7.629 </div><div class=\"po0 fs36 cl2 l652 t1670\" id=\"a5674\">(5.618) </div><div class=\"po0 fs36 cl2 l653 t1670\" id=\"a5676\">(5.448) </div><div class=\"po0 fs36 cl2 l666 t1670\" id=\"a5678\">215.361 </div><div class=\"po0 fs36 cl2 l556 t1671\" id=\"a5680\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l556 t1672\" id=\"a5690\">Construcciones </div><div class=\"po0 fs35 cl2 l667 t1672\" id=\"a5692\">(16.301) </div><div class=\"po0 fs35 cl2 l668 t1672\" id=\"a5694\">(2.100) </div><div class=\"po0 fs35 cl2 l669 t1672\" id=\"a5696\">2.127 </div><div class=\"po0 fs35 cl2 l650 t1672\" id=\"a5698\">- </div><div class=\"po0 fs35 cl2 l670 t1672\" id=\"a5700\">(441) </div><div class=\"po0 fs35 cl2 l671 t1672\" id=\"a5702\">300 </div><div class=\"po0 fs35 cl2 l657 t1672\" id=\"a5704\">2.477 </div><div class=\"po0 fs35 cl2 l672 t1672\" id=\"a5706\">(13.938) </div><div class=\"po0 fs35 cl2 l556 t1673\" id=\"a5708\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1674\" id=\"a5709\">maquinaria </div><div class=\"po0 fs35 cl2 l667 t1675\" id=\"a5711\">(82.154) </div><div class=\"po0 fs35 cl2 l668 t1675\" id=\"a5713\">(3.166) </div><div class=\"po0 fs35 cl2 l669 t1675\" id=\"a5715\">1.901 </div><div class=\"po0 fs35 cl2 l650 t1675\" id=\"a5717\">- </div><div class=\"po0 fs35 cl2 l673 t1675\" id=\"a5719\">(2.483) </div><div class=\"po0 fs35 cl2 l671 t1675\" id=\"a5721\">936 </div><div class=\"po0 fs35 cl2 l674 t1675\" id=\"a5723\">217 </div><div class=\"po0 fs35 cl2 l672 t1675\" id=\"a5725\">(84.749) </div><div class=\"po0 fs35 cl2 l556 t1676\" id=\"a5727\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l667 t1676\" id=\"a5729\">(67.434) </div><div class=\"po0 fs35 cl2 l675 t1676\" id=\"a5731\">(29.851) </div><div class=\"po0 fs35 cl2 l676 t1676\" id=\"a5733\">31.472 </div><div class=\"po0 fs35 cl2 l677 t1676\" id=\"a5735\">(1) </div><div class=\"po0 fs35 cl2 l673 t1676\" id=\"a5737\">(7.509) </div><div class=\"po0 fs35 cl2 l678 t1676\" id=\"a5739\">2.737 </div><div class=\"po0 fs35 cl2 l674 t1676\" id=\"a5741\">921 </div><div class=\"po0 fs35 cl2 l672 t1676\" id=\"a5743\">(69.665) </div><div class=\"po0 fs36 cl2 l556 t1677\" id=\"a5745\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l679 t1677\" id=\"a5747\">(165.889) </div><div class=\"po0 fs36 cl2 l675 t1677\" id=\"a5749\">(35.117) </div><div class=\"po0 fs36 cl2 l676 t1677\" id=\"a5751\">35.500 </div><div class=\"po0 fs36 cl2 l677 t1677\" id=\"a5753\">(1) </div><div class=\"po0 fs36 cl2 l680 t1677\" id=\"a5755\">(10.433) </div><div class=\"po0 fs36 cl2 l678 t1677\" id=\"a5757\">3.973 </div><div class=\"po0 fs36 cl2 l657 t1677\" id=\"a5759\">3.615 </div><div class=\"po0 fs36 cl2 l681 t1677\" id=\"a5761\">(168.352) </div><div class=\"po0 fs36 cl2 l556 t1678\" id=\"a5763\">Deterioro: </div><div class=\"po0 fs35 cl2 l556 t1679\" id=\"a5773\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l583 t1679\" id=\"a5775\">(7.293) </div><div class=\"po0 fs35 cl2 l584 t1679\" id=\"a5777\">- </div><div class=\"po0 fs35 cl2 l606 t1679\" id=\"a5779\">- </div><div class=\"po0 fs35 cl2 l650 t1679\" id=\"a5781\">- </div><div class=\"po0 fs35 cl2 l682 t1679\" id=\"a5783\">53 </div><div class=\"po0 fs35 cl2 l683 t1679\" id=\"a5785\">23 </div><div class=\"po0 fs35 cl2 l684 t1679\" id=\"a5787\">- </div><div class=\"po0 fs35 cl2 l685 t1679\" id=\"a5789\">(7.217) </div><div class=\"po0 fs35 cl2 l556 t1680\" id=\"a5791\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1681\" id=\"a5792\">maquinaria </div><div class=\"po0 fs35 cl2 l424 t1682\" id=\"a5794\">(297) </div><div class=\"po0 fs35 cl2 l584 t1682\" id=\"a5796\">- </div><div class=\"po0 fs35 cl2 l606 t1682\" id=\"a5798\">- </div><div class=\"po0 fs35 cl2 l650 t1682\" id=\"a5800\">- </div><div class=\"po0 fs35 cl2 l592 t1682\" id=\"a5802\">- </div><div class=\"po0 fs35 cl2 l671 t1682\" id=\"a5804\">193 </div><div class=\"po0 fs35 cl2 l684 t1682\" id=\"a5806\">- </div><div class=\"po0 fs35 cl2 l686 t1682\" id=\"a5808\">(104) </div><div class=\"po0 fs35 cl2 l556 t1683\" id=\"a5810\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l424 t1683\" id=\"a5812\">(535) </div><div class=\"po0 fs35 cl2 l584 t1683\" id=\"a5814\">- </div><div class=\"po0 fs35 cl2 l687 t1683\" id=\"a5816\">(43) </div><div class=\"po0 fs35 cl2 l650 t1683\" id=\"a5818\">- </div><div class=\"po0 fs35 cl2 l682 t1683\" id=\"a5820\">95 </div><div class=\"po0 fs35 cl2 l688 t1683\" id=\"a5822\">- </div><div class=\"po0 fs35 cl2 l684 t1683\" id=\"a5824\">- </div><div class=\"po0 fs35 cl2 l686 t1683\" id=\"a5826\">(483) </div><div class=\"po0 fs36 cl2 l556 t1684\" id=\"a5828\">Total deterioro </div><div class=\"po0 fs36 cl2 l583 t1684\" id=\"a5831\">(8.125) </div><div class=\"po0 fs36 cl2 l584 t1684\" id=\"a5833\">- </div><div class=\"po0 fs36 cl2 l687 t1684\" id=\"a5835\">(43) </div><div class=\"po0 fs36 cl2 l650 t1684\" id=\"a5837\">- </div><div class=\"po0 fs36 cl2 l651 t1684\" id=\"a5839\">148 </div><div class=\"po0 fs36 cl2 l671 t1684\" id=\"a5841\">216 </div><div class=\"po0 fs36 cl2 l684 t1684\" id=\"a5843\">- </div><div class=\"po0 fs36 cl2 l685 t1684\" id=\"a5845\">(7.804) </div><div class=\"po0 fs36 cl2 l556 t1685\" id=\"a5847\">Inmovilizado material neto </div><div class=\"po0 fs36 cl2 l580 t1685\" id=\"a5849\">43.169 </div><div class=\"po0 fs36 cl2 l648 t1685\" id=\"a5851\">2.717 </div><div class=\"po0 fs36 cl2 l649 t1685\" id=\"a5853\">(763) </div><div class=\"po0 fs36 cl2 l650 t1685\" id=\"a5855\">- </div><div class=\"po0 fs36 cl2 l673 t1685\" id=\"a5857\">(2.656) </div><div class=\"po0 fs36 cl2 l652 t1685\" id=\"a5859\">(1.429) </div><div class=\"po0 fs36 cl2 l653 t1685\" id=\"a5861\">(1.833) </div><div class=\"po0 fs36 cl2 l654 t1685\" id=\"a5863\">39.205 </div><div class=\"po0 fs36 cl2 l556 t1686\" id=\"a5865\">Coste inmovilizado en<div class=\"d0 w788\">\u00a0</div></div><div class=\"po0 fs36 cl2 l556 t1687\" id=\"a5867\">arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1593\" id=\"a5877\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l580 t1593\" id=\"a5879\">82.436 </div><div class=\"po0 fs35 cl2 l658 t1593\" id=\"a5881\">10.870 </div><div class=\"po0 fs35 cl2 l659 t1593\" id=\"a5883\">(10.409) </div><div class=\"po0 fs35 cl2 l650 t1593\" id=\"a5885\">- </div><div class=\"po0 fs35 cl2 l656 t1593\" id=\"a5887\">8.321 </div><div class=\"po0 fs35 cl2 l652 t1593\" id=\"a5889\">(4.302) </div><div class=\"po0 fs35 cl2 l684 t1593\" id=\"a5891\">- </div><div class=\"po0 fs35 cl2 l654 t1593\" id=\"a5893\">86.916 </div><div class=\"po0 fs35 cl2 l556 t1594\" id=\"a5895\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l580 t1594\" id=\"a5898\">35.354 </div><div class=\"po0 fs35 cl2 l584 t1594\" id=\"a5900\">- </div><div class=\"po0 fs35 cl2 l669 t1594\" id=\"a5902\">2.364 </div><div class=\"po0 fs35 cl2 l650 t1594\" id=\"a5904\">- </div><div class=\"po0 fs35 cl2 l656 t1594\" id=\"a5906\">6.095 </div><div class=\"po0 fs35 cl2 l652 t1594\" id=\"a5908\">(4.862) </div><div class=\"po0 fs35 cl2 l689 t1594\" id=\"a5910\">7 </div><div class=\"po0 fs35 cl2 l654 t1594\" id=\"a5912\">38.958 </div><div class=\"po0 fs36 cl2 l556 t1688\" id=\"a5914\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l556 t1689\" id=\"a5915\">arrendamiento </div><div class=\"po0 fs36 cl2 l665 t1690\" id=\"a5917\">117.790 </div><div class=\"po0 fs36 cl2 l658 t1690\" id=\"a5919\">10.870 </div><div class=\"po0 fs36 cl2 l655 t1690\" id=\"a5921\">(8.045) </div><div class=\"po0 fs36 cl2 l650 t1690\" id=\"a5923\">- </div><div class=\"po0 fs36 cl2 l690 t1690\" id=\"a5925\">14.416 </div><div class=\"po0 fs36 cl2 l652 t1690\" id=\"a5927\">(9.164) </div><div class=\"po0 fs36 cl2 l689 t1690\" id=\"a5929\">7 </div><div class=\"po0 fs36 cl2 l666 t1690\" id=\"a5931\">125.874 </div><div class=\"po0 fs36 cl2 l556 t1691\" id=\"a5933\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1692\" id=\"a5934\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1693\" id=\"a5944\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l667 t1693\" id=\"a5947\">(34.996) </div><div class=\"po0 fs35 cl2 l668 t1693\" id=\"a5949\">(9.084) </div><div class=\"po0 fs35 cl2 l676 t1693\" id=\"a5951\">10.409 </div><div class=\"po0 fs35 cl2 l650 t1693\" id=\"a5953\">- </div><div class=\"po0 fs35 cl2 l680 t1693\" id=\"a5955\">(14.969) </div><div class=\"po0 fs35 cl2 l678 t1693\" id=\"a5957\">3.474 </div><div class=\"po0 fs35 cl2 l691 t1693\" id=\"a5959\">(80) </div><div class=\"po0 fs35 cl2 l672 t1693\" id=\"a5961\">(45.246) </div><div class=\"po0 fs35 cl2 l556 t1694\" id=\"a5963\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l667 t1694\" id=\"a5965\">(22.669) </div><div class=\"po0 fs35 cl2 l584 t1694\" id=\"a5967\">- </div><div class=\"po0 fs35 cl2 l655 t1694\" id=\"a5969\">(1.121) </div><div class=\"po0 fs35 cl2 l650 t1694\" id=\"a5971\">- </div><div class=\"po0 fs35 cl2 l673 t1694\" id=\"a5973\">(4.999) </div><div class=\"po0 fs35 cl2 l678 t1694\" id=\"a5975\">4.312 </div><div class=\"po0 fs35 cl2 l692 t1694\" id=\"a5977\">(892) </div><div class=\"po0 fs35 cl2 l672 t1694\" id=\"a5979\">(25.369) </div><div class=\"po0 fs36 cl2 l556 t1695\" id=\"a5981\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1696\" id=\"a5982\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l667 t1136\" id=\"a5984\">(57.665) </div><div class=\"po0 fs36 cl2 l668 t1136\" id=\"a5986\">(9.084) </div><div class=\"po0 fs36 cl2 l669 t1136\" id=\"a5988\">9.288 </div><div class=\"po0 fs36 cl2 l650 t1136\" id=\"a5990\">- </div><div class=\"po0 fs36 cl2 l680 t1136\" id=\"a5992\">(19.968) </div><div class=\"po0 fs36 cl2 l678 t1136\" id=\"a5994\">7.786 </div><div class=\"po0 fs36 cl2 l692 t1136\" id=\"a5996\">(972) </div><div class=\"po0 fs36 cl2 l672 t1136\" id=\"a5998\">(70.615) </div><div class=\"po0 fs36 cl2 l556 t1697\" id=\"a6000\">Inmovilizado material neto en </div><div class=\"po0 fs36 cl2 l556 t1698\" id=\"a6001\">arrendamiento </div><div class=\"po0 fs36 cl2 l580 t1699\" id=\"a6003\">60.125 </div><div class=\"po0 fs36 cl2 l648 t1699\" id=\"a6005\">1.786 </div><div class=\"po0 fs36 cl2 l669 t1699\" id=\"a6007\">1.243 </div><div class=\"po0 fs36 cl2 l650 t1699\" id=\"a6009\">- </div><div class=\"po0 fs36 cl2 l673 t1699\" id=\"a6011\">(5.552) </div><div class=\"po0 fs36 cl2 l652 t1699\" id=\"a6013\">(1.378) </div><div class=\"po0 fs36 cl2 l692 t1699\" id=\"a6015\">(965) </div><div class=\"po0 fs36 cl2 l654 t1699\" id=\"a6017\">55.259 </div><div class=\"po0 fs36 cl2 l556 t1700\" id=\"a6019\">TOTAL INMOVILIZADO </div><div class=\"po0 fs36 cl2 l556 t1701\" id=\"a6020\">MATERIAL NETO </div><div class=\"po0 fs36 cl2 l665 t1702\" id=\"a6022\">103.294 </div><div class=\"po0 fs36 cl2 l648 t1702\" id=\"a6024\">4.503 </div><div class=\"po0 fs36 cl2 l693 t1702\" id=\"a6026\">480 </div><div class=\"po0 fs36 cl2 l650 t1702\" id=\"a6028\">- </div><div class=\"po0 fs36 cl2 l673 t1702\" id=\"a6030\">(8.208) </div><div class=\"po0 fs36 cl2 l652 t1702\" id=\"a6032\">(2.807) </div><div class=\"po0 fs36 cl2 l653 t1702\" id=\"a6034\">(2.798) </div><div class=\"po0 fs36 cl2 l654 t1702\" id=\"a6036\">94.464 </div><div class=\"po0 fs37 cl4 l341 t1703\" id=\"a6039\">.</div></div></div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2052\"><div class=\"po0 fs26 cl2 l540 t1704\" id=\"a6041\">Correcci\u00f3n monetaria y ajustes por conversi\u00f3n- </div><div class=\"po0 fs14 cl2 l540 t1705\" id=\"a6046\">La columna \u201c</div><div class=\"po0 fs26 cl2 l694 t1706\" id=\"a6047\">Correcci\u00f3n monetaria</div><div class=\"po0 fs14 cl2 l695 t1705\" id=\"a6048\">\u201d recoge el efecto de<div class=\"d0 w22\">\u00a0</div>la hiperinflaci\u00f3n en Argentina en 2024 y </div><div class=\"po0 fs14 cl2 l540 t1707\" id=\"a6051\">en<div class=\"d0 w448\">\u00a0</div>2023.<div class=\"d0 w222\">\u00a0</div>Por<div class=\"d0 w500\">\u00a0</div>otro<div class=\"d0 w222\">\u00a0</div>lado,<div class=\"d0 w335\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>columna<div class=\"d0 w468\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l696 t1708\" id=\"a6053\">Ajustes<div class=\"d0 w233\">\u00a0</div>por<div class=\"d0 w501\">\u00a0</div>conversi\u00f3n</div><div class=\"po0 fs14 cl2 l697 t1707\" id=\"a6054\">\u201d<div class=\"d0 w119\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>incluye<div class=\"d0 w477\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>impacto<div class=\"d0 w404\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la </div></div></div><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2058\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2058\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a6064\">variaci\u00f3n de los tipos de cambio en<div class=\"d0 w9\">\u00a0</div>Latinoam\u00e9rica, destacando principalmente la contribuci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a6070\">en el<div class=\"d0 w23\">\u00a0</div>ejercicio 2024 del<div class=\"d0 w295\">\u00a0</div>efecto negativo<div class=\"d0 w47\">\u00a0</div>de Brasil y<div class=\"d0 w295\">\u00a0</div>M\u00e9xico por la<div class=\"d0 w239\">\u00a0</div>devaluaci\u00f3n de sus<div class=\"d0 w366\">\u00a0</div>monedas </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a6080\">(contribuci\u00f3n negativa de<div class=\"d0 w479\">\u00a0</div>Argentina y, en<div class=\"d0 w332\">\u00a0</div>menor medida, el<div class=\"d0 w125\">\u00a0</div>efecto positivo de<div class=\"d0 w331\">\u00a0</div>Colombia, Brasil </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a6082\">y M\u00e9xico en 2023).</div></div></div><div class=\"po1 w681 h145 lh0\" id=\"TextBlockContainer2093\"><div class=\"w89 po0 h12 l712 t1753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l712 t1753 bgc0\">\u00a0</div>\n<div class=\"w805 po0 h12 l713 t1753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l714 t1753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l714 t1753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l712 t1754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l714 t1754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l712 t1755 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l713 t1755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l715 t1755 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l716 t1755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l717 t1755 bgc0\">\u00a0</div>\n<div class=\"w808 po0 h12 l718 t1755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l719 t1755 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l720 t1755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 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class=\"w89 po0 h12 l717 t1766 bgc0\">\u00a0</div>\n<div class=\"w808 po0 h12 l718 t1766 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l719 t1763 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l719 t1766 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l720 t1766 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l714 t1763 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l714 t1766 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l714 t1766 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l731 t1767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l731 t1767 bgc0\">\u00a0</div>\n<div class=\"w819 po0 h12 l732 t1767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l731 t1768 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l733 t1768 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l731 t1769 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l732 t1769 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l734 t1769 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l735 t1769 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l736 t1769 bgc0\">\u00a0</div>\n<div class=\"w808 po0 h12 l737 t1769 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l738 t1769 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l739 t1769 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1769 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h142 l731 t1770 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h142 l734 t1770 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h142 l736 t1770 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h142 l738 t1770 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h142 l733 t1770 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l740 t1771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l740 t1771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l741 t1771 bgc0\">\u00a0</div>\n<div class=\"w820 po0 h12 l742 t1771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l731 t1771 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l732 t1771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l734 t1771 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l735 t1771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l736 t1771 bgc0\">\u00a0</div>\n<div class=\"w808 po0 h12 l737 t1771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l738 t1771 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l739 t1771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l740 t1772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l731 t1772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l734 t1772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l736 t1772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l738 t1772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l733 t1772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l740 t1773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l731 t1773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l734 t1773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l736 t1773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l738 t1773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l733 t1773 bgc0\">\u00a0</div>\n<div class=\"w821 po0 h143 l741 t1774 bgc3\">\u00a0</div>\n<div class=\"w822 po0 h33 l743 t1775 bgc3\">\u00a0</div>\n<div class=\"w814 po0 h143 l744 t1774 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l745 t1775 bgc3\">\u00a0</div>\n<div class=\"w814 po0 h143 l735 t1774 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l746 t1775 bgc3\">\u00a0</div>\n<div class=\"w816 po0 h143 l737 t1774 bgc3\">\u00a0</div>\n<div class=\"w817 po0 h33 l747 t1775 bgc3\">\u00a0</div>\n<div class=\"w814 po0 h143 l748 t1774 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h33 l749 t1775 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l740 t1776 bgc0\">\u00a0</div>\n<div class=\"w823 po0 h12 l741 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l731 t1776 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l732 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l734 t1776 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l735 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l736 t1776 bgc0\">\u00a0</div>\n<div class=\"w808 po0 h12 l737 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l738 t1776 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l739 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l740 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l740 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l740 t1777 bgc0\">\u00a0</div>\n<div class=\"w823 po0 h12 l741 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l731 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l731 t1777 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l732 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l734 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l734 t1777 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l735 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l736 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l736 t1777 bgc0\">\u00a0</div>\n<div class=\"w808 po0 h12 l737 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l738 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l738 t1777 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l739 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l733 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1777 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2093\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a6365\">(6)<div class=\"d0 w138\">\u00a0</div>FONDO DE COMERCIO </div><div class=\"po0 fs25 cl2 l451 t1778\" id=\"a6369\">Ejercicio 2024- </div><div class=\"po0 fs14 cl2 l451 t1779\" id=\"a6372\">La composici\u00f3n y<div class=\"d0 w148\">\u00a0</div>movimiento del<div class=\"d0 w392\">\u00a0</div>fondo de comercio<div class=\"d0 w824\">\u00a0</div>del Grupo de<div class=\"d0 w488\">\u00a0</div>las sociedades consolidadas </div><div class=\"po0 fs14 cl2 l451 t1780\" id=\"a6373\">por el m\u00e9todo de integraci\u00f3n global durante el ejercicio<div class=\"d0 w354\">\u00a0</div>2024 han sido los siguientes: </div><div class=\"po0 fs38 cl2 l750 t1781\" id=\"a6379\">Miles de euros </div><div class=\"po0 fs38 cl2 l751 t1782\" id=\"a6381\">Saldo al </div><div class=\"po0 fs38 cl2 l752 t1783\" id=\"a6382\">31.12.2023 </div><div class=\"po0 fs38 cl2 l753 t1782\" id=\"a6384\">Ajustes por </div><div class=\"po0 fs38 cl2 l754 t1783\" id=\"a6385\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l755 t1784\" id=\"a6387\">Alta </div><div class=\"po0 fs38 cl2 l756 t1782\" id=\"a6389\">Saldo al </div><div class=\"po0 fs38 cl2 l757 t1783\" id=\"a6390\">31.12.2024 </div><div class=\"po0 fs38 cl2 l758 t1785\" id=\"a6392\">Editora Moderna, Ltda. </div><div class=\"po0 fs38 cl2 l759 t1785\" id=\"a6394\">15.227 </div><div class=\"po0 fs38 cl2 l760 t1785\" id=\"a6396\">(2.521) </div><div class=\"po0 fs39 cl2 l761 t1786\" id=\"a6398\">- </div><div class=\"po0 fs38 cl2 l762 t1785\" id=\"a6400\">12.706 </div><div class=\"po0 fs38 cl2 l758 t1787\" id=\"a6402\">Santillana Educa\u00e7ao Ltda. </div><div class=\"po0 fs38 cl2 l759 t1787\" id=\"a6404\">25.992 </div><div class=\"po0 fs38 cl2 l760 t1787\" id=\"a6406\">(4.302) </div><div class=\"po0 fs39 cl2 l761 t1788\" id=\"a6408\">- </div><div class=\"po0 fs38 cl2 l762 t1787\" id=\"a6410\">21.690 </div><div class=\"po0 fs38 cl2 l758 t1789\" id=\"a6412\">Grupo Latino de Radiodifusi\u00f3n Chile,<div class=\"d0 w29\">\u00a0</div>Ltda. </div><div class=\"po0 fs38 cl2 l759 t1790\" id=\"a6414\">26.803 </div><div class=\"po0 fs38 cl2 l760 t1789\" id=\"a6416\">(1.404) </div><div class=\"po0 fs39 cl2 l761 t1791\" id=\"a6418\">- </div><div class=\"po0 fs38 cl2 l762 t1790\" id=\"a6420\">25.399 </div><div class=\"po0 fs38 cl2 l758 t1792\" id=\"a6422\">Propulsora Monta\u00f1esa, S.A. </div><div class=\"po0 fs38 cl2 l763 t1793\" id=\"a6424\">8.608 </div><div class=\"po0 fs39 cl2 l764 t1794\" id=\"a6426\">- </div><div class=\"po0 fs39 cl2 l761 t1794\" id=\"a6428\">- </div><div class=\"po0 fs38 cl2 l765 t1793\" id=\"a6430\">8.608 </div><div class=\"po0 fs38 cl2 l758 t1795\" id=\"a6432\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n,<div class=\"d0 w16\">\u00a0</div>S.L.U. </div><div class=\"po0 fs38 cl2 l759 t1796\" id=\"a6435\">27.217 </div><div class=\"po0 fs39 cl2 l764 t1797\" id=\"a6437\">- </div><div class=\"po0 fs39 cl2 l761 t1797\" id=\"a6439\">- </div><div class=\"po0 fs38 cl2 l762 t1796\" id=\"a6441\">27.217 </div><div class=\"po0 fs38 cl2 l758 t1798\" id=\"a6443\">Otras sociedades </div><div class=\"po0 fs38 cl2 l759 t507\" id=\"a6445\">13.807 </div><div class=\"po0 fs38 cl2 l766 t1798\" id=\"a6447\">(29) </div><div class=\"po0 fs38 cl2 l767 t1798\" id=\"a6449\">689 </div><div class=\"po0 fs38 cl2 l762 t507\" id=\"a6451\">14.467 </div><div class=\"po0 fs39 cl2 l758 t1799\" id=\"a6453\">Total </div><div class=\"po0 fs39 cl2 l768 t1799\" id=\"a6455\">117.654 </div><div class=\"po0 fs39 cl2 l760 t1799\" id=\"a6457\">(8.256) </div><div class=\"po0 fs39 cl2 l767 t1799\" id=\"a6459\">689 </div><div class=\"po0 fs39 cl2 l769 t1799\" id=\"a6461\">110.087 </div><div class=\"po0 fs14 cl2 l451 t1800\" id=\"a6465\">En el<div class=\"d0 w171\">\u00a0</div>ejercicio 2024,<div class=\"d0 w23\">\u00a0</div>la adici\u00f3n<div class=\"d0 w32\">\u00a0</div>en </div><div class=\"po0 fs26 cl2 l770 t1801\" id=\"a6468\">\u201cOtras sociedades\u201d </div><div class=\"po0 fs14 cl2 l771 t1800\" id=\"a6471\">se debe<div class=\"d0 w200\">\u00a0</div>al alta<div class=\"d0 w58\">\u00a0</div>del fondo de<div class=\"d0 w238\">\u00a0</div>comercio por </div><div class=\"po0 fs14 cl2 l451 t1802\" id=\"a6476\">importe de 689<div class=\"d0 w584\">\u00a0</div>miles de euros<div class=\"d0 w489\">\u00a0</div>surgido en la<div class=\"d0 w354\">\u00a0</div>adquisici\u00f3n del<div class=\"d0 w144\">\u00a0</div>64% de Radio<div class=\"d0 w268\">\u00a0</div>Ja\u00e9n S.L.U. </div><div class=\"po0 fs26 cl2 l772 t1803\" id=\"a6480\">(v\u00e9ase nota </div><div class=\"po0 fs26 cl2 l451 t1804\" id=\"a6481\">3)</div><div class=\"po0 fs14 cl2 l773 t1805\" id=\"a6482\">. </div><div class=\"po0 fs14 cl2 l451 t1806\" id=\"a6485\">A continuaci\u00f3n,<div class=\"d0 w738\">\u00a0</div>se presenta la<div class=\"d0 w333\">\u00a0</div>composici\u00f3n y el movimiento<div class=\"d0 w63\">\u00a0</div>de los fondos<div class=\"d0 w295\">\u00a0</div>de comercio de las </div><div class=\"po0 fs14 cl2 l451 t1807\" id=\"a6490\">sociedades consolidadas<div class=\"d0 w473\">\u00a0</div>por el<div class=\"d0 w411\">\u00a0</div>m\u00e9todo de<div class=\"d0 w558\">\u00a0</div>integraci\u00f3n<div class=\"d0 w556\">\u00a0</div>global del<div class=\"d0 w626\">\u00a0</div>Grupo durante<div class=\"d0 w584\">\u00a0</div>el ejercicio<div class=\"d0 w825\">\u00a0</div>2024 </div><div class=\"po0 fs14 cl2 l451 t1808\" id=\"a6495\">por segmentos de negocio: </div><div class=\"po0 fs38 cl2 l774 t1809\" id=\"a6499\">Miles de euros </div><div class=\"po0 fs38 cl2 l775 t1810\" id=\"a6501\">Saldo al </div><div class=\"po0 fs38 cl2 l776 t1811\" id=\"a6502\">31.12.2023 </div><div class=\"po0 fs38 cl2 l777 t1810\" id=\"a6504\">Ajuste por </div><div class=\"po0 fs38 cl2 l778 t1811\" id=\"a6505\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l562 t1812\" id=\"a6507\">Altas </div><div class=\"po0 fs38 cl2 l779 t1810\" id=\"a6509\">Saldo al </div><div class=\"po0 fs38 cl2 l780 t1811\" id=\"a6510\">31.12.2024 </div><div class=\"po0 fs38 cl2 l781 t1813\" id=\"a6512\">Media </div><div class=\"po0 fs38 cl2 l782 t1813\" id=\"a6514\">74.715 </div><div class=\"po0 fs38 cl2 l783 t1813\" id=\"a6516\">(1.404) </div><div class=\"po0 fs38 cl2 ls9 l784 t1813\" id=\"a6518\">689<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs38 cl2 l785 t1813\" id=\"a6520\">74.000 </div><div class=\"po0 fs38 cl2 l781 t1814\" id=\"a6522\">Educaci\u00f3n </div><div class=\"po0 fs38 cl2 l782 t1814\" id=\"a6524\">42.939 </div><div class=\"po0 fs38 cl2 l783 t1814\" id=\"a6526\">(6.852) </div><div class=\"po0 fs38 cl2 l786 t1814\" id=\"a6528\">- </div><div class=\"po0 fs38 cl2 l785 t1814\" id=\"a6530\">36.087 </div><div class=\"po0 fs39 cl2 l781 t1815\" id=\"a6532\">Total </div><div class=\"po0 fs39 cl2 l787 t1815\" id=\"a6534\">117.654 </div><div class=\"po0 fs39 cl2 l783 t1815\" id=\"a6536\">(8.256) </div><div class=\"po0 fs39 cl2 l788 t1815\" id=\"a6538\">689 </div><div class=\"po0 fs39 cl2 l789 t1815\" id=\"a6540\">110.087 </div></div></div><div class=\"po1 w198 h148 lh0\" id=\"TextBlockContainer2102\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZk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class=\"w807 po0 h12 l807 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l802 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t690 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l729 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l804 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l804 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l804 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1826 bgc0\">\u00a0</div>\n<div class=\"w827 po0 h12 l791 t1826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l797 t1827 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l69 t1827 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1828 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l791 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t1828 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l629 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l799 t1828 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l793 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l800 t1828 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l794 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l801 t1828 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l802 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l797 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l798 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l799 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l800 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l801 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l69 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l796 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l796 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l790 t1830 bgc0\">\u00a0</div>\n<div class=\"w820 po0 h12 l817 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1830 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l791 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t1830 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l629 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l799 t1830 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l793 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l800 t1830 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l794 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l801 t1830 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l802 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l796 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l797 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l798 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l799 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l800 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l801 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l69 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l796 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l797 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l798 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l799 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l800 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l801 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l69 t1832 bgc0\">\u00a0</div>\n<div class=\"w822 po0 h33 l818 t1833 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l819 t1833 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l820 t1833 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l821 t1833 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l822 t1833 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l823 t1833 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l796 t1834 bgc0\">\u00a0</div>\n<div class=\"w826 po0 h12 l790 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1834 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l791 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t1834 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l629 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l799 t1834 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l793 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l800 t1834 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l794 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l801 t1834 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l802 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1834 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2102\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a6553\">Ejercicio 2023- </div><div class=\"po0 fs14 cl2 l340 t1658\" id=\"a6556\">La composici\u00f3n y<div class=\"d0 w148\">\u00a0</div>movimiento del<div class=\"d0 w392\">\u00a0</div>fondo de comercio<div class=\"d0 w824\">\u00a0</div>del Grupo de<div class=\"d0 w488\">\u00a0</div>las sociedades consolidadas </div><div class=\"po0 fs14 cl2 l340 t1659\" id=\"a6557\">por el m\u00e9todo de integraci\u00f3n global durante el ejercicio<div class=\"d0 w354\">\u00a0</div>2023 fueron los siguientes: </div><div class=\"po0 fs38 cl2 l824 t1835\" id=\"a6563\">Miles de euros </div><div class=\"po0 fs38 cl2 l825 t1836\" id=\"a6565\">Saldo al </div><div class=\"po0 fs38 cl2 l826 t1837\" id=\"a6566\">31.12.2022 </div><div class=\"po0 fs38 cl2 l827 t1836\" id=\"a6568\">Ajustes por </div><div class=\"po0 fs38 cl2 l828 t1837\" id=\"a6569\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l829 t1838\" id=\"a6571\">Alta </div><div class=\"po0 fs38 cl2 l830 t1838\" id=\"a6573\">Deterioro </div><div class=\"po0 fs38 cl2 l831 t1836\" id=\"a6575\">Saldo al </div><div class=\"po0 fs38 cl2 l832 t1837\" id=\"a6576\">31.12.2023 </div><div class=\"po0 fs38 cl2 l833 t1839\" id=\"a6578\">Editora Moderna, Ltda. </div><div class=\"po0 fs38 cl2 l834 t1839\" id=\"a6580\">14.394 </div><div class=\"po0 fs38 cl2 l835 t1839\" id=\"a6582\">833 </div><div class=\"po0 fs39 cl2 l836 t1840\" id=\"a6584\">- </div><div class=\"po0 fs39 cl2 l837 t1840\" id=\"a6586\">- </div><div class=\"po0 fs38 cl2 l838 t1839\" id=\"a6588\">15.227 </div><div class=\"po0 fs38 cl2 l833 t1841\" id=\"a6590\">Santillana Educa\u00e7ao Ltda. </div><div class=\"po0 fs38 cl2 l834 t1841\" id=\"a6592\">24.571 </div><div class=\"po0 fs38 cl2 l839 t1841\" id=\"a6594\">1.421 </div><div class=\"po0 fs39 cl2 l836 t1842\" id=\"a6596\">- </div><div class=\"po0 fs39 cl2 l837 t1842\" id=\"a6598\">- </div><div class=\"po0 fs38 cl2 l838 t1841\" id=\"a6600\">25.992 </div><div class=\"po0 fs38 cl2 l833 t1843\" id=\"a6602\">Grupo Latino de Radiodifusi\u00f3n Chile,<div class=\"d0 w29\">\u00a0</div>Ltda. </div><div class=\"po0 fs38 cl2 l834 t1844\" id=\"a6604\">28.633 </div><div class=\"po0 fs38 cl2 l840 t1843\" id=\"a6606\">(1.830) </div><div class=\"po0 fs39 cl2 l836 t1845\" id=\"a6608\">- </div><div class=\"po0 fs39 cl2 l837 t1845\" id=\"a6610\">- </div><div class=\"po0 fs38 cl2 l838 t1844\" id=\"a6612\">26.803 </div><div class=\"po0 fs38 cl2 l833 t1846\" id=\"a6614\">Propulsora Monta\u00f1esa, S.A. </div><div class=\"po0 fs38 cl2 l841 t499\" id=\"a6616\">8.608 </div><div class=\"po0 fs39 cl2 l842 t1847\" id=\"a6618\">- </div><div class=\"po0 fs39 cl2 l836 t1847\" id=\"a6620\">- </div><div class=\"po0 fs39 cl2 l837 t1847\" id=\"a6622\">- </div><div class=\"po0 fs38 cl2 l843 t499\" id=\"a6624\">8.608 </div><div class=\"po0 fs38 cl2 l833 t1848\" id=\"a6626\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n,<div class=\"d0 w828\">\u00a0</div>S.L.U. </div><div class=\"po0 fs38 cl2 l834 t1849\" id=\"a6628\">27.217 </div><div class=\"po0 fs39 cl2 l842 t1850\" id=\"a6630\">- </div><div class=\"po0 fs39 cl2 l836 t1850\" id=\"a6632\">- </div><div class=\"po0 fs39 cl2 l837 t1850\" id=\"a6634\">- </div><div class=\"po0 fs38 cl2 l838 t1849\" id=\"a6636\">27.217 </div><div class=\"po0 fs38 cl2 l833 t504\" id=\"a6638\">Otras sociedades </div><div class=\"po0 fs38 cl2 l834 t1851\" id=\"a6640\">13.797 </div><div class=\"po0 fs38 cl2 l586 t504\" id=\"a6642\">10 </div><div class=\"po0 fs38 cl2 l844 t504\" id=\"a6644\">155 </div><div class=\"po0 fs38 cl2 l845 t504\" id=\"a6646\">(155) </div><div class=\"po0 fs38 cl2 l838 t1851\" id=\"a6648\">13.807 </div><div class=\"po0 fs39 cl2 l833 t1852\" id=\"a6650\">Total </div><div class=\"po0 fs39 cl2 l846 t1852\" id=\"a6652\">117.220 </div><div class=\"po0 fs39 cl2 l835 t1852\" id=\"a6654\">434 </div><div class=\"po0 fs39 cl2 l844 t1852\" id=\"a6656\">155 </div><div class=\"po0 fs39 cl2 l845 t1852\" id=\"a6658\">(155) </div><div class=\"po0 fs39 cl2 l847 t1852\" id=\"a6660\">117.654 </div><div class=\"po0 fs14 cl2 l340 t1853\" id=\"a6664\">A continuaci\u00f3n, se<div class=\"d0 w23\">\u00a0</div>presenta la composici\u00f3n y<div class=\"d0 w164\">\u00a0</div>el movimiento de<div class=\"d0 w38\">\u00a0</div>los fondos de<div class=\"d0 w34\">\u00a0</div>comercio de las </div><div class=\"po0 fs14 cl2 l340 t1854\" id=\"a6666\">sociedades consolidadas<div class=\"d0 w473\">\u00a0</div>por el<div class=\"d0 w411\">\u00a0</div>m\u00e9todo de<div class=\"d0 w558\">\u00a0</div>integraci\u00f3n<div class=\"d0 w556\">\u00a0</div>global del<div class=\"d0 w626\">\u00a0</div>Grupo durante<div class=\"d0 w584\">\u00a0</div>el ejercicio<div class=\"d0 w825\">\u00a0</div>2023 </div><div class=\"po0 fs14 cl2 l340 t1855\" id=\"a6671\">por segmentos de negocio: </div><div class=\"po0 fs38 cl2 l848 t1856\" id=\"a6675\">Miles de euros </div><div class=\"po0 fs38 cl2 l641 t1857\" id=\"a6677\">Saldo al </div><div class=\"po0 fs38 cl2 l849 t1858\" id=\"a6678\">31.12.2022 </div><div class=\"po0 fs38 cl2 l850 t1857\" id=\"a6680\">Ajuste por </div><div class=\"po0 fs38 cl2 l851 t1858\" id=\"a6681\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l852 t1859\" id=\"a6683\">Altas </div><div class=\"po0 fs38 cl2 l853 t1859\" id=\"a6685\">Deterioro </div><div class=\"po0 fs38 cl2 l756 t1857\" id=\"a6687\">Saldo al </div><div class=\"po0 fs38 cl2 l757 t1858\" id=\"a6688\">31.12.2023 </div><div class=\"po0 fs38 cl2 l854 t1860\" id=\"a6690\">Media </div><div class=\"po0 fs38 cl2 l855 t1860\" id=\"a6692\">76.545 </div><div class=\"po0 fs38 cl2 l856 t1860\" id=\"a6694\">(1.830) </div><div class=\"po0 fs38 cl2 ls9 l857 t1860\" id=\"a6696\">155<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs38 cl2 l858 t1860\" id=\"a6698\">(155) </div><div class=\"po0 fs38 cl2 l762 t1860\" id=\"a6700\">74.715 </div><div class=\"po0 fs38 cl2 l854 t1861\" id=\"a6702\">Educaci\u00f3n </div><div class=\"po0 fs38 cl2 l855 t1861\" id=\"a6704\">40.675 </div><div class=\"po0 fs38 cl2 l859 t1861\" id=\"a6706\">2.264<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l860 t1861\" id=\"a6708\">- </div><div class=\"po0 fs38 cl2 l861 t1861\" id=\"a6710\">- </div><div class=\"po0 fs38 cl2 l762 t1861\" id=\"a6712\">42.939 </div><div class=\"po0 fs39 cl2 l854 t451\" id=\"a6714\">Total </div><div class=\"po0 fs39 cl2 l862 t451\" id=\"a6716\">117.220 </div><div class=\"po0 fs39 cl2 ls9 l863 t451\" id=\"a6718\">434<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs39 cl2 ls9 l857 t451\" id=\"a6720\">155<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs39 cl2 l858 t451\" id=\"a6722\">(155) </div><div class=\"po0 fs39 cl2 l864 t452\" id=\"a6724\">117.654</div></div></div><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2151\"><div class=\"po1 w198 z0\" id=\"TextContainer2151\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a7349\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a7350\">ha sido el siguiente:</div></div></div><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2171\"><div class=\"po1 w198 z0\" id=\"TextContainer2171\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a7795\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a7796\">fue el siguiente:</div></div></div><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer2181\"><div class=\"po1 w198 z0\" id=\"TextContainer2181\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a8228\">Correcci\u00f3n monetaria y ajustes por conversi\u00f3n- </div><div class=\"po0 fs14 cl2 l340 t2179\" id=\"a8232\">La columna \u201c</div><div class=\"po0 fs26 cl2 l1025 t2180\" id=\"a8233\">Correcci\u00f3n monetaria</div><div class=\"po0 fs14 cl2 l1026 t2179\" id=\"a8234\">\u201d recoge el efecto de<div class=\"d0 w22\">\u00a0</div>la hiperinflaci\u00f3n en Argentina en 2024 y </div><div class=\"po0 fs14 cl2 l340 t1153\" id=\"a8237\">en<div class=\"d0 w448\">\u00a0</div>2023.<div class=\"d0 w222\">\u00a0</div>Por<div class=\"d0 w500\">\u00a0</div>otro<div class=\"d0 w222\">\u00a0</div>lado,<div class=\"d0 w335\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>columna<div class=\"d0 w468\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1027 t2181\" id=\"a8239\">Ajustes<div class=\"d0 w233\">\u00a0</div>por<div class=\"d0 w501\">\u00a0</div>conversi\u00f3n</div><div class=\"po0 fs14 cl2 l587 t1153\" id=\"a8240\">\u201d<div class=\"d0 w119\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>incluye<div class=\"d0 w477\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>impacto<div class=\"d0 w404\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t861\" id=\"a8241\">variaci\u00f3n de los tipos de cambio en<div class=\"d0 w21\">\u00a0</div>Latinoam\u00e9rica, destacando principalmente la contribuci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t862\" id=\"a8243\">en el<div class=\"d0 w395\">\u00a0</div>ejercicio 2024 del<div class=\"d0 w58\">\u00a0</div>efecto negativo<div class=\"d0 w47\">\u00a0</div>de Brasil y<div class=\"d0 w295\">\u00a0</div>M\u00e9xico por la<div class=\"d0 w239\">\u00a0</div>devaluaci\u00f3n de sus<div class=\"d0 w366\">\u00a0</div>monedas </div></div></div><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer2191\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2191\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8265\">(efecto negativo de<div class=\"d0 w473\">\u00a0</div>Argentina, y<div class=\"d0 w584\">\u00a0</div>en menor<div class=\"d0 w330\">\u00a0</div>medida, efecto<div class=\"d0 w532\">\u00a0</div>positivo de<div class=\"d0 w375\">\u00a0</div>Colombia, Brasil<div class=\"d0 w472\">\u00a0</div>y M\u00e9xico </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a8268\">en 2023).</div></div></div><div class=\"po1 w681 h166 lh0\" id=\"TextBlockContainer2235\"><div class=\"po1 w681 z0\" id=\"TextContainer2235\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a8469\">(8)<div class=\"d0 w138\">\u00a0</div>INVERSIONES CONTABILIZADAS POR EL M\u00c9TODO DE LA PARTICIPACI\u00d3N </div><div class=\"po0 fs25 cl2 l451 t2204\" id=\"a8473\">Ejercicio 2024- </div></div><div class=\"po0 l450 t2234 f0\" id=\"div_2232_XBRL_TS_c862db5990654761ac5abd394161f3fb\"><div class=\"po1 w198 h165 lh0\" id=\"TextBlockContainer2233\"><div class=\"w89 po0 h12 l1035 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t2205 bgc0\">\u00a0</div>\n<div class=\"w868 po0 h12 l1036 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1035 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1037 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t2207 bgc0\">\u00a0</div>\n<div class=\"w869 po0 h12 l1036 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1038 t2207 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1039 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t2207 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1041 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1042 t2207 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1043 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t2207 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1045 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t2207 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1047 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1035 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1038 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1040 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1042 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1044 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1046 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1037 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t2208 bgc0\">\u00a0</div>\n<div class=\"w872 po0 h12 l530 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t2208 bgc0\">\u00a0</div>\n<div class=\"w869 po0 h12 l1036 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1038 t2208 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1039 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t2208 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1041 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1042 t2208 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1043 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t2208 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1045 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t2208 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1047 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1035 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1038 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1042 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1044 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1046 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1037 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1035 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1038 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1040 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1042 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1044 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1046 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1037 t2210 bgc0\">\u00a0</div>\n<div class=\"w873 po0 h41 l529 t2211 bgc3\">\u00a0</div>\n<div class=\"w874 po0 h126 l531 t2212 bgc3\">\u00a0</div>\n<div class=\"w869 po0 h41 l1036 t2211 bgc3\">\u00a0</div>\n<div class=\"w875 po0 h126 l1048 t2212 bgc3\">\u00a0</div>\n<div class=\"w876 po0 h41 l1049 t2211 bgc3\">\u00a0</div>\n<div class=\"w877 po0 h126 l1050 t2212 bgc3\">\u00a0</div>\n<div class=\"w852 po0 h41 l1041 t2211 bgc3\">\u00a0</div>\n<div class=\"w855 po0 h126 l1051 t2212 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h41 l1043 t2211 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l1052 t2212 bgc3\">\u00a0</div>\n<div class=\"w878 po0 h41 l1045 t2211 bgc3\">\u00a0</div>\n<div class=\"w879 po0 h126 l1053 t2212 bgc3\">\u00a0</div>\n<div class=\"w876 po0 h41 l1054 t2211 bgc3\">\u00a0</div>\n<div class=\"w877 po0 h126 l1055 t2212 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2213 bgc0\">\u00a0</div>\n<div class=\"w873 po0 h12 l529 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t2213 bgc0\">\u00a0</div>\n<div class=\"w869 po0 h12 l1036 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1038 t2213 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1039 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t2213 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1041 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1042 t2213 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1043 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t2213 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1045 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t2213 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1047 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1243 bgc0\">\u00a0</div>\n<div class=\"w873 po0 h12 l529 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1035 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t1243 bgc0\">\u00a0</div>\n<div class=\"w869 po0 h12 l1036 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1038 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1038 t1243 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1039 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t1243 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1041 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1042 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1042 t1243 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1043 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1044 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t1243 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1045 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1046 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t1243 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1047 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1037 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t1243 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2233\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a8476\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l540 t2214\" id=\"a8477\">ha sido el siguiente: </div><div class=\"po0 fs35 cl2 l931 t2215\" id=\"a8481\">Miles de euros </div><div class=\"po0 fs35 cl2 l900 t2216\" id=\"a8483\">Saldo al </div><div class=\"po0 fs35 cl2 l1056 t2217\" id=\"a8484\">31.12.2023 </div><div class=\"po0 fs35 cl2 l1057 t2216\" id=\"a8486\">Ajustes por </div><div class=\"po0 fs35 cl2 l1058 t2217\" id=\"a8487\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l547 t2218\" id=\"a8489\">Cambios en </div><div class=\"po0 fs35 cl2 l565 t2219\" id=\"a8490\">el </div><div class=\"po0 fs35 cl2 l1059 t2220\" id=\"a8491\">porcentaje </div><div class=\"po0 fs35 cl2 l1060 t2219\" id=\"a8493\">Dividendos </div><div class=\"po0 fs35 cl2 l1061 t2216\" id=\"a8495\">Participaci\u00f3n </div><div class=\"po0 fs35 cl2 l1062 t2217\" id=\"a8497\"><div class=\"d0 w113\">\u00a0</div>en resultados </div><div class=\"po0 fs35 cl2 l1063 t2216\" id=\"a8500\">Saldo al </div><div class=\"po0 fs35 cl2 l1064 t2217\" id=\"a8501\">31.12.2024 </div><div class=\"po0 fs35 cl2 l556 t2221\" id=\"a8503\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w880\">\u00a0</div></div><div class=\"po0 fs35 cl2 l1065 t2221\" id=\"a8505\">44.409 </div><div class=\"po0 fs35 cl2 l1066 t2221\" id=\"a8507\">(6.244) </div><div class=\"po0 fs35 cl2 l1067 t2221\" id=\"a8509\">- </div><div class=\"po0 fs35 cl2 l1019 t2221\" id=\"a8511\">(745) </div><div class=\"po0 fs35 cl2 l1068 t2221\" id=\"a8513\">2.898 </div><div class=\"po0 fs35 cl2 l1069 t2221\" id=\"a8515\">40.318 </div><div class=\"po0 fs35 cl2 l556 t2222\" id=\"a8517\">Otras sociedades </div><div class=\"po0 fs35 cl2 l990 t2222\" id=\"a8519\">652 </div><div class=\"po0 fs35 cl2 l1070 t2222\" id=\"a8521\">(2) </div><div class=\"po0 fs35 cl2 l1071 t2222\" id=\"a8523\">(124) </div><div class=\"po0 fs35 cl2 l1019 t2222\" id=\"a8525\">(291) </div><div class=\"po0 fs35 cl2 l1072 t2222\" id=\"a8527\">281 </div><div class=\"po0 fs35 cl2 l692 t2222\" id=\"a8529\">516 </div><div class=\"po0 fs36 cl2 l556 t2223\" id=\"a8531\">Total </div><div class=\"po0 fs36 cl2 l1065 t2223\" id=\"a8533\">45.061 </div><div class=\"po0 fs36 cl2 l1066 t2223\" id=\"a8535\">(6.246) </div><div class=\"po0 fs36 cl2 l1071 t2223\" id=\"a8537\">(124) </div><div class=\"po0 fs36 cl2 l1073 t2223\" id=\"a8539\">(1.036) </div><div class=\"po0 fs36 cl2 l1068 t2223\" id=\"a8541\">3.179 </div><div class=\"po0 fs36 cl2 l1069 t2223\" id=\"a8543\">40.834 </div><div class=\"po0 fs14 cl2 l540 t2224\" id=\"a8547\">Durante el ejercicio 2024, la variaci\u00f3n en el ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l1074 t2225\" id=\"a8549\">Inversiones contabilizadas por el m\u00e9todo de la </div><div class=\"po0 fs26 cl2 l540 t2226\" id=\"a8550\">participaci\u00f3n</div><div class=\"po0 fs14 cl2 l1075 t2227\" id=\"a8551\">\u201d del balance de<div class=\"d0 w472\">\u00a0</div>situaci\u00f3n consolidado adjunto<div class=\"d0 w354\">\u00a0</div>se produce, fundamentalmente,<div class=\"d0 w341\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l540 t2228\" id=\"a8552\">la participaci\u00f3n en el resultado de Sistema Radi\u00f3polis, S.A. de C.V. por<div class=\"d0 w63\">\u00a0</div>importe de 2.898 miles </div><div class=\"po0 fs14 cl2 l540 t2229\" id=\"a8553\">de<div class=\"d0 w246\">\u00a0</div>euros, minorado<div class=\"d0 w369\">\u00a0</div>por el<div class=\"d0 w247\">\u00a0</div>efecto del<div class=\"d0 w345\">\u00a0</div>dividendo repartido<div class=\"d0 w333\">\u00a0</div>por Radi\u00f3polis<div class=\"d0 w338\">\u00a0</div>por importe<div class=\"d0 w223\">\u00a0</div>de 745 </div><div class=\"po0 fs14 cl2 l540 t2230\" id=\"a8559\">miles de euros y el efecto negativo del tipo de cambio. </div><div class=\"po0 fs14 cl2 l540 t2231\" id=\"a8564\">La<div class=\"d0 w164\">\u00a0</div>participaci\u00f3n<div class=\"d0 w165\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>Radi\u00f3polis<div class=\"d0 w418\">\u00a0</div>a<div class=\"d0 w248\">\u00a0</div>31<div class=\"d0 w293\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>diciembre<div class=\"d0 w420\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2024<div class=\"d0 w247\">\u00a0</div>incluye<div class=\"d0 w264\">\u00a0</div>23.112<div class=\"d0 w343\">\u00a0</div>miles<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros<div class=\"d0 w484\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l540 t2232\" id=\"a8570\">inversi\u00f3n que el Grupo PRISA<div class=\"d0 w406\">\u00a0</div>registra por encima<div class=\"d0 w113\">\u00a0</div>del valor de la participaci\u00f3n<div class=\"d0 w387\">\u00a0</div>del Grupo en el </div><div class=\"po0 fs14 cl2 l341 t2233\" id=\"a8571\">patrimonio neto consolidado en Radi\u00f3polis.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2236\"><div class=\"po0 fs14 cl2 l1076 t2235\" id=\"a8571_42_3\"><div class=\"d0 w739\">\u00a0</div></div></div></div><div class=\"po1 w198 h168 lh0\" id=\"TextBlockContainer2245\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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l1044 t2241 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1045 t2241 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1054 t2241 bgc0\">\u00a0</div>\n<div class=\"w124 po0 h12 l1082 t2241 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t2241 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l528 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2242 bgc0\">\u00a0</div>\n<div class=\"w885 po0 h12 l529 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1077 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1077 t2242 bgc0\">\u00a0</div>\n<div class=\"w882 po0 h12 l1078 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l514 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t2242 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l515 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1079 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1079 t2242 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l1080 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1081 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1081 t2242 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l207 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1044 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t2242 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1045 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1054 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1054 t2242 bgc0\">\u00a0</div>\n<div class=\"w124 po0 h12 l1082 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l625 t2240 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t2242 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t2242 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2245\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a8583\">Ejercicio 2023- </div><div class=\"po0 fs14 cl2 l540 t1658\" id=\"a8586\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs14 cl2 l540 t1659\" id=\"a8587\">fue el siguiente: </div><div class=\"po0 fs35 cl2 l1088 t2137\" id=\"a8591\">Miles de euros </div><div class=\"po0 fs35 cl2 l1089 t2243\" id=\"a8593\">Saldo al </div><div class=\"po0 fs35 cl2 l1090 t2244\" id=\"a8594\">31.12.2022 </div><div class=\"po0 fs35 cl2 l1091 t2243\" id=\"a8596\">Ajustes por </div><div class=\"po0 fs35 cl2 l544 t2244\" id=\"a8597\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l1092 t2245\" id=\"a8599\">Variaci\u00f3n </div><div class=\"po0 fs35 cl2 l1093 t490\" id=\"a8600\">del </div><div class=\"po0 fs35 cl2 l1094 t2246\" id=\"a8601\">per\u00edmetro </div><div class=\"po0 fs35 cl2 l1095 t490\" id=\"a8603\">Dividendos </div><div class=\"po0 fs35 cl2 l656 t2245\" id=\"a8605\">Participaci\u00f3n </div><div class=\"po0 fs35 cl2 l1096 t490\" id=\"a8607\"><div class=\"d0 w113\">\u00a0</div>en resultados/ </div><div class=\"po0 fs35 cl2 l1097 t2246\" id=\"a8610\">reversi\u00f3n </div><div class=\"po0 fs35 cl2 l645 t2243\" id=\"a8612\">Saldo al </div><div class=\"po0 fs35 cl2 l1098 t2244\" id=\"a8613\">31.12.2023 </div><div class=\"po0 fs35 cl2 l556 t2247\" id=\"a8615\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w880\">\u00a0</div></div><div class=\"po0 fs35 cl2 l557 t2247\" id=\"a8617\">32.406 </div><div class=\"po0 fs35 cl2 l1099 t2247\" id=\"a8619\">3.678 </div><div class=\"po0 fs35 cl2 l1100 t2247\" id=\"a8621\">- </div><div class=\"po0 fs35 cl2 l1101 t2247\" id=\"a8623\">(4.937) </div><div class=\"po0 fs35 cl2 l1102 t2247\" id=\"a8625\">13.262 </div><div class=\"po0 fs35 cl2 l1103 t2247\" id=\"a8627\">44.409 </div><div class=\"po0 fs35 cl2 l556 t2248\" id=\"a8629\">Otras sociedades </div><div class=\"po0 fs35 cl2 l573 t2248\" id=\"a8631\">717 </div><div class=\"po0 fs35 cl2 l996 t2248\" id=\"a8633\">5 </div><div class=\"po0 fs35 cl2 l1104 t2248\" id=\"a8635\">(219) </div><div class=\"po0 fs35 cl2 l650 t2248\" id=\"a8637\">(248) </div><div class=\"po0 fs35 cl2 l1105 t2248\" id=\"a8639\">397 </div><div class=\"po0 fs35 cl2 l674 t2248\" id=\"a8641\">652 </div><div class=\"po0 fs36 cl2 l556 t2249\" id=\"a8643\">Total </div><div class=\"po0 fs36 cl2 l557 t2249\" id=\"a8645\">33.123 </div><div class=\"po0 fs36 cl2 l1099 t2249\" id=\"a8647\">3.683 </div><div class=\"po0 fs36 cl2 l1104 t2249\" id=\"a8649\">(219) </div><div class=\"po0 fs36 cl2 l1101 t2249\" id=\"a8651\">(5.185) </div><div class=\"po0 fs36 cl2 l1102 t2249\" id=\"a8653\">13.659 </div><div class=\"po0 fs36 cl2 l1103 t2249\" id=\"a8655\">45.061 </div><div class=\"po0 fs14 cl2 l540 t2250\" id=\"a8659\">Durante el ejercicio 2023, la variaci\u00f3n en el ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l1106 t2251\" id=\"a8661\">\u201cInversiones contabilizadas por el m\u00e9todo de la </div><div class=\"po0 fs26 cl2 l540 t2252\" id=\"a8663\">participaci\u00f3n\u201d</div><div class=\"po0 fs14 cl2 l1107 t2253\" id=\"a8664\"><div class=\"d0 w613\">\u00a0</div>del balance de situaci\u00f3n consolidado<div class=\"d0 w392\">\u00a0</div>adjunto se produjo, fundamentalmente, por </div><div class=\"po0 fs14 cl2 l540 t2254\" id=\"a8666\">la participaci\u00f3n en el resultado de Sistema Radi\u00f3polis, S.A. de C.V. por<div class=\"d0 w63\">\u00a0</div>importe de 3.387 miles </div><div class=\"po0 fs14 cl2 l540 t2255\" id=\"a8667\">de euros,<div class=\"d0 w402\">\u00a0</div>la reversi\u00f3n<div class=\"d0 w473\">\u00a0</div>del deterioro<div class=\"d0 w148\">\u00a0</div>registrado en<div class=\"d0 w567\">\u00a0</div>ejercicios anteriores<div class=\"d0 w697\">\u00a0</div>por importe<div class=\"d0 w557\">\u00a0</div>de 9.875<div class=\"d0 w414\">\u00a0</div>miles </div><div class=\"po0 fs14 cl2 l540 t611\" id=\"a8669\">de euros y el<div class=\"d0 w342\">\u00a0</div>efecto positivo del<div class=\"d0 w300\">\u00a0</div>tipo de cambio,<div class=\"d0 w375\">\u00a0</div>minorado por el efecto<div class=\"d0 w387\">\u00a0</div>del dividendo repartido </div><div class=\"po0 fs14 cl2 l540 t2256\" id=\"a8670\">por dicha sociedad en 2023 por importe de 4.937 miles de euros. </div><div class=\"po0 fs14 cl2 l540 t2257\" id=\"a8673\">La<div class=\"d0 w485\">\u00a0</div>participaci\u00f3n<div class=\"d0 w165\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>Radi\u00f3polis<div class=\"d0 w165\">\u00a0</div>a<div class=\"d0 w517\">\u00a0</div>31<div class=\"d0 w119\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>diciembre<div class=\"d0 w420\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2023<div class=\"d0 w224\">\u00a0</div>inclu\u00eda<div class=\"d0 w539\">\u00a0</div>26.602<div class=\"d0 w111\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l540 t2258\" id=\"a8677\">inversi\u00f3n que el Grupo PRISA<div class=\"d0 w406\">\u00a0</div>registra por encima<div class=\"d0 w113\">\u00a0</div>del valor de la participaci\u00f3n<div class=\"d0 w387\">\u00a0</div>del Grupo en el </div><div class=\"po0 fs14 cl2 l341 t2259\" id=\"a8678\">patrimonio neto consolidado en Radi\u00f3polis.</div></div></div><div class=\"po1 w374 h206 lh0\" id=\"TextBlockContainer2426\"><div class=\"w89 po0 h12 l1498 t2722 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1498 t2722 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l631 t2722 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l91 t2722 bgc0\">\u00a0</div>\n<div class=\"w917 po0 h12 l1499 t2722 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1500 t2722 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1500 t2722 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1498 t2723 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l91 t2723 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1500 t2723 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1501 t2724 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1501 t2724 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1502 t2724 bgc0\">\u00a0</div>\n<div class=\"w992 po0 h12 l1503 t2724 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1498 t2724 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l631 t2724 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l91 t2724 bgc0\">\u00a0</div>\n<div class=\"w917 po0 h12 l1499 t2724 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1500 t2724 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1501 t2725 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1498 t2725 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l91 t2725 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1500 t2725 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1501 t2726 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1498 t2726 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l91 t2726 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1500 t2726 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1501 t2727 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1498 t2727 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l91 t2727 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1500 t2727 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1501 t2728 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1498 t2728 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l91 t2728 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1500 t2728 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1501 t2729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1498 t2729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l91 t2729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1500 t2729 bgc0\">\u00a0</div>\n<div class=\"w993 po0 h41 l1502 t2730 bgc3\">\u00a0</div>\n<div class=\"w994 po0 h33 l1504 t2026 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h41 l1505 t2730 bgc3\">\u00a0</div>\n<div class=\"w924 po0 h33 l1506 t2026 bgc3\">\u00a0</div>\n<div class=\"w917 po0 h41 l1499 t2730 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h33 l1507 t2026 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1501 t1066 bgc0\">\u00a0</div>\n<div class=\"w995 po0 h12 l1502 t1066 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1498 t1066 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l631 t1066 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l91 t1066 bgc0\">\u00a0</div>\n<div class=\"w917 po0 h12 l1499 t1066 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1500 t1066 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1501 t2730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1501 t2731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1501 t2731 bgc0\">\u00a0</div>\n<div class=\"w995 po0 h12 l1502 t2731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1498 t2730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1498 t2731 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l631 t2731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l91 t2730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l91 t2731 bgc0\">\u00a0</div>\n<div class=\"w917 po0 h12 l1499 t2731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1500 t2730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1500 t2731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1500 t2731 bgc0\">\u00a0</div>\n<div class=\"po1 w374 z0\" id=\"TextContainer2426\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a10575\">Diferencias de conversi\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1048\" id=\"a10577\">La diferencia entre<div class=\"d0 w480\">\u00a0</div>el importe de<div class=\"d0 w129\">\u00a0</div>los fondos propios convertidos<div class=\"d0 w48\">\u00a0</div>al tipo de<div class=\"d0 w200\">\u00a0</div>cambio hist\u00f3rico y </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a10578\">la situaci\u00f3n patrimonial<div class=\"d0 w234\">\u00a0</div>neta que resulta<div class=\"d0 w20\">\u00a0</div>de la<div class=\"d0 w34\">\u00a0</div>conversi\u00f3n de las<div class=\"d0 w18\">\u00a0</div>partidas de balance<div class=\"d0 w63\">\u00a0</div>a tipo de </div><div class=\"po0 fs14 cl2 l345 t770\" id=\"a10579\">cambio de la fecha de cierre y de las partidas<div class=\"d0 w20\">\u00a0</div>de resultados a tipo de cambio medio, se incluye </div><div class=\"po0 fs14 cl2 l345 t771\" id=\"a10581\">en el<div class=\"d0 w245\">\u00a0</div>ep\u00edgrafe \"</div><div class=\"po0 fs26 cl2 l1508 t2732\" id=\"a10582\">Patrimonio neto-<div class=\"d0 w231\">\u00a0</div>Diferencias de<div class=\"d0 w361\">\u00a0</div>conversi\u00f3n</div><div class=\"po0 fs14 cl2 l1509 t771\" id=\"a10586\">\" del<div class=\"d0 w164\">\u00a0</div>balance de<div class=\"d0 w543\">\u00a0</div>situaci\u00f3n consolidado </div><div class=\"po0 fs14 cl2 l345 t1017\" id=\"a10587\">adjunto (</div><div class=\"po0 fs26 cl2 l1510 t2733\" id=\"a10588\">v\u00e9ase nota 2d</div><div class=\"po0 fs14 cl2 l1511 t1017\" id=\"a10589\">). </div><div class=\"po0 fs14 cl2 l345 t773\" id=\"a10592\">Las<div class=\"d0 w420\">\u00a0</div>diferencias<div class=\"d0 w246\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>conversi\u00f3n son<div class=\"d0 w448\">\u00a0</div>incluidas en<div class=\"d0 w291\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>Estado<div class=\"d0 w22\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>Resultado Global<div class=\"d0 w3\">\u00a0</div>Consolidado, </div><div class=\"po0 fs14 cl2 l345 t1190\" id=\"a10594\">dentro del ep\u00edgrafe de \u201c</div><div class=\"po0 fs26 cl2 l1512 t2475\" id=\"a10595\">Diferencias de conversi\u00f3n</div><div class=\"po0 fs14 cl2 ls10 l1513 t1190\" id=\"a10596\">\u201d. </div><div class=\"po0 fs14 cl2 l345 t1192\" id=\"a10599\">Las diferencias de conversi\u00f3n a 31 de diciembre de 2024<div class=\"d0 w479\">\u00a0</div>presentan un saldo negativo de 74.124 </div><div class=\"po0 fs14 cl2 l345 t1193\" id=\"a10603\">miles<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>euros<div class=\"d0 w461\">\u00a0</div>(saldo<div class=\"d0 w222\">\u00a0</div>negativo<div class=\"d0 w376\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>70.729<div class=\"d0 w339\">\u00a0</div>miles<div class=\"d0 w382\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>euros<div class=\"d0 w377\">\u00a0</div>a<div class=\"d0 w25\">\u00a0</div>31<div class=\"d0 w276\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>diciembre<div class=\"d0 w288\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>2023).<div class=\"d0 w487\">\u00a0</div>Las </div><div class=\"po0 fs14 cl2 l345 t1194\" id=\"a10607\">diferencias<div class=\"d0 w271\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>conversi\u00f3n<div class=\"d0 w274\">\u00a0</div>m\u00e1s<div class=\"d0 w718\">\u00a0</div>significativas<div class=\"d0 w279\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>el<div class=\"d0 w491\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>2024<div class=\"d0 w504\">\u00a0</div>surgen<div class=\"d0 w435\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>Brasil,<div class=\"d0 w463\">\u00a0</div>Chile<div class=\"d0 w531\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l345 t1195\" id=\"a10611\">Colombia por la evoluci\u00f3n de los tipos de cambio. </div><div class=\"po0 fs14 cl2 l345 t1197\" id=\"a10614\">El detalle de las diferencias de conversi\u00f3n acumuladas<div class=\"d0 w341\">\u00a0</div>por moneda es el siguiente (en miles de </div><div class=\"po0 fs14 cl2 l345 t2734\" id=\"a10615\">euros): </div><div class=\"po0 fs38 cl2 l1514 t2735\" id=\"a10619\">31.12.2024 </div><div class=\"po0 fs38 cl2 l1515 t2735\" id=\"a10621\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1516 t2736\" id=\"a10623\">Peso mexicano </div><div class=\"po0 fs38 cl2 l1517 t2736\" id=\"a10625\">2.487 </div><div class=\"po0 fs38 cl2 l1162 t2736\" id=\"a10627\">3.435 </div><div class=\"po0 fs38 cl2 l1516 t2737\" id=\"a10629\">Peso colombiano </div><div class=\"po0 fs38 cl2 l1475 t2737\" id=\"a10631\">(17.926) </div><div class=\"po0 fs38 cl2 l1518 t2737\" id=\"a10633\">(13.882) </div><div class=\"po0 fs38 cl2 l1516 t2738\" id=\"a10635\">Real brasile\u00f1o </div><div class=\"po0 fs38 cl2 l1475 t2738\" id=\"a10637\">(31.452) </div><div class=\"po0 fs38 cl2 l1518 t2738\" id=\"a10639\">(34.235) </div><div class=\"po0 fs38 cl2 l1516 t2739\" id=\"a10641\">Peso chileno </div><div class=\"po0 fs38 cl2 l1475 t2739\" id=\"a10643\">(27.247) </div><div class=\"po0 fs38 cl2 l1518 t2739\" id=\"a10645\">(23.610) </div><div class=\"po0 fs38 cl2 l1516 t2740\" id=\"a10647\">Otras monedas </div><div class=\"po0 fs38 cl2 l1519 t2740\" id=\"a10649\">14 </div><div class=\"po0 fs38 cl2 l1520 t2740\" id=\"a10651\">(2.437) </div><div class=\"po0 fs39 cl2 l1516 t2741\" id=\"a10653\">Total </div><div class=\"po0 fs39 cl2 l1475 t2741\" id=\"a10655\">(74.124) </div><div class=\"po0 fs39 cl2 l1518 t2741\" id=\"a10657\">(70.729) </div><div class=\"po0 fs25 cl2 l345 t2742\" id=\"a10661\">i)</div><div class=\"po0 fs25 cl2 l434 t2742\" id=\"a10663\">Diferencias de conversi\u00f3n en resultados acumulados de ejercicios<div class=\"d0 w251\">\u00a0</div>anteriores </div><div class=\"po0 fs14 cl2 l345 t2743\" id=\"a10670\">En los<div class=\"d0 w141\">\u00a0</div>resultados acumulados<div class=\"d0 w713\">\u00a0</div>se recoge<div class=\"d0 w498\">\u00a0</div>el efecto<div class=\"d0 w478\">\u00a0</div>del tipo<div class=\"d0 w148\">\u00a0</div>de cambio<div class=\"d0 w499\">\u00a0</div>en las<div class=\"d0 w342\">\u00a0</div>eliminaciones<div class=\"d0 w406\">\u00a0</div>propias </div><div class=\"po0 fs14 cl2 l345 t2744\" id=\"a10676\">del proceso de<div class=\"d0 w49\">\u00a0</div>consolidaci\u00f3n de las sociedades en<div class=\"d0 w55\">\u00a0</div>las que su moneda<div class=\"d0 w57\">\u00a0</div>funcional es distinta del </div><div class=\"po0 fs14 cl2 l345 t2745\" id=\"a10677\">euro. Estas<div class=\"d0 w38\">\u00a0</div>diferencias se incluyen en<div class=\"d0 w26\">\u00a0</div>el Estado del<div class=\"d0 w236\">\u00a0</div>Resultado Global Consolidado, dentro<div class=\"d0 w231\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l345 t2746\" id=\"a10679\">ep\u00edgrafe de \u201c</div><div class=\"po0 fs26 cl2 l1521 t2747\" id=\"a10680\">Diferencias de conversi\u00f3n</div><div class=\"po0 fs14 cl2 ls10 l1302 t2746\" id=\"a10681\">\u201d. </div></div></div><div class=\"po1 w198 h207 lh0\" id=\"TextBlockContainer2432\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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PvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l258 t1618 bgc0\">\u00a0</div>\n<div class=\"w993 po0 h143 l1526 t2757 bgc3\">\u00a0</div>\n<div class=\"w994 po0 h33 l1528 t562 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h143 l1529 t2757 bgc3\">\u00a0</div>\n<div class=\"w924 po0 h33 l1530 t562 bgc3\">\u00a0</div>\n<div class=\"w917 po0 h143 l1524 t2757 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h33 l1531 t562 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1525 t2758 bgc0\">\u00a0</div>\n<div class=\"w995 po0 h12 l1526 t2758 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1522 t2758 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1523 t2758 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l211 t2758 bgc0\">\u00a0</div>\n<div class=\"w917 po0 h12 l1524 t2758 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l258 t2758 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1525 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1525 t2720 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1525 t2720 bgc0\">\u00a0</div>\n<div class=\"w995 po0 h12 l1526 t2720 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1522 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1522 t2720 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1523 t2720 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l211 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l211 t2720 bgc0\">\u00a0</div>\n<div class=\"w917 po0 h12 l1524 t2720 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l258 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l258 t2720 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l258 t2720 bgc0\">\u00a0</div>\n<div class=\"w996 po0 h12 l1532 t374 bgc1\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2432\"><div class=\"po0 fs14 cl2 l340 t816\" id=\"a10693\">El detalle<div class=\"d0 w626\">\u00a0</div>de las<div class=\"d0 w558\">\u00a0</div>diferencias de<div class=\"d0 w490\">\u00a0</div>conversi\u00f3n en<div class=\"d0 w555\">\u00a0</div>resultados acumulados<div class=\"d0 w713\">\u00a0</div>por moneda<div class=\"d0 w473\">\u00a0</div>es el<div class=\"d0 w713\">\u00a0</div>siguiente: </div><div class=\"po0 fs38 cl2 l1533 t2759\" id=\"a10702\">Miles de euros </div><div class=\"po0 fs38 cl2 l1534 t2760\" id=\"a10704\">31.12.2024 </div><div class=\"po0 fs38 cl2 l1535 t2760\" id=\"a10706\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1536 t2761\" id=\"a10708\">Bolivar venezolano/ d\u00f3lar </div><div class=\"po0 fs38 cl2 l1537 t2761\" id=\"a10710\">(49.487) </div><div class=\"po0 fs38 cl2 l1538 t2761\" id=\"a10712\">(49.487) </div><div class=\"po0 fs38 cl2 l1536 t2762\" id=\"a10714\">Peso mexicano </div><div class=\"po0 fs38 cl2 l1537 t2762\" id=\"a10716\">(28.840) </div><div class=\"po0 fs38 cl2 l1538 t2762\" id=\"a10718\">(18.844) </div><div class=\"po0 fs38 cl2 l1536 t2763\" id=\"a10720\">Peso argentino </div><div class=\"po0 fs38 cl2 l1537 t2763\" id=\"a10722\">(39.292) </div><div class=\"po0 fs38 cl2 l1538 t2763\" id=\"a10724\">(36.608) </div><div class=\"po0 fs38 cl2 l1536 t2764\" id=\"a10726\">Peso colombiano </div><div class=\"po0 fs38 cl2 l1539 t2764\" id=\"a10728\">5.920 </div><div class=\"po0 fs38 cl2 l940 t2764\" id=\"a10730\">4.601 </div><div class=\"po0 fs38 cl2 l1536 t2765\" id=\"a10732\">Real brasile\u00f1o </div><div class=\"po0 fs38 cl2 l1537 t2765\" id=\"a10734\">(25.557) </div><div class=\"po0 fs38 cl2 l948 t2765\" id=\"a10736\">(4.213) </div><div class=\"po0 fs38 cl2 l1536 t2766\" id=\"a10738\">Peso chileno </div><div class=\"po0 fs38 cl2 l1540 t2766\" id=\"a10740\">(1.427) </div><div class=\"po0 fs38 cl2 l948 t2766\" id=\"a10742\">(2.044) </div><div class=\"po0 fs38 cl2 l1536 t2767\" id=\"a10744\">Otros </div><div class=\"po0 fs38 cl2 l1023 t2767\" id=\"a10746\">380 </div><div class=\"po0 fs38 cl2 l1541 t2767\" id=\"a10748\">(623) </div><div class=\"po0 fs39 cl2 l1536 t2768\" id=\"a10750\">Total </div><div class=\"po0 fs39 cl2 l1542 t2768\" id=\"a10752\">(138.303) </div><div class=\"po0 fs39 cl2 l837 t2768\" id=\"a10754\">(107.218) </div><div class=\"po0 fs37 cl4 l1543 t2769\" id=\"a10756\">.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfEffectOfChangesInForeignExchangeRatesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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class=\"w89 po0 h41 l518 t1547 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l520 t1547 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l522 t1547 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l524 t1547 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l526 t1547 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l513 t1547 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1548 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1548 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1548 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l512 t1548 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t1548 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l515 t1548 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l516 t1548 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l517 t1548 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1548 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l519 t1548 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t1548 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l521 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bgc0\">\u00a0</div>\n<div class=\"w785 po0 h130 l529 t1550 bgc3\">\u00a0</div>\n<div class=\"w786 po0 h126 l531 t1551 bgc3\">\u00a0</div>\n<div class=\"w786 po0 h131 l531 t1552 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l512 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l532 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l515 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l533 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l517 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l534 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l519 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l535 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l521 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l536 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l523 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l537 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l525 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l538 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l527 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l539 t1553 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1554 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l512 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l515 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l516 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l517 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l519 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l521 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l522 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l523 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l524 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l525 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l526 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l527 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l528 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l511 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l514 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l516 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l518 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l520 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l522 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l524 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l526 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l513 t1550 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h132 l529 t1555 bgc3\">\u00a0</div>\n<div class=\"w786 po0 h126 l531 t1556 bgc3\">\u00a0</div>\n<div class=\"w786 po0 h126 l531 t1557 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l512 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l532 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l515 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l533 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l517 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l534 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l519 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l535 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l521 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l536 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l523 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l537 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l525 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l538 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l527 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l539 t1558 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1559 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l512 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l515 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l516 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l517 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l519 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l521 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l522 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l523 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l524 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l525 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l526 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l527 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l528 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1560 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l511 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l512 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l514 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l515 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l516 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l516 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l517 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l518 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l519 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l520 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l521 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l522 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l522 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l523 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l524 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l524 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l525 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l526 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l526 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l527 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l513 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1560 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2030\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a5043\">Ejercicio 2024- </div><div class=\"po0 fs14 cl2 l540 t1561\" id=\"a5047\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l540 t1562\" id=\"a5048\">ha sido el siguiente: </div><div class=\"po0 fs35 cl2 l541 t1563\" id=\"a5052\">Miles de euros </div><div class=\"po0 fs35 cl2 l542 t1564\" id=\"a5054\">Saldo al </div><div class=\"po0 fs35 cl2 l543 t1565\" id=\"a5055\">31.12.2023 </div><div class=\"po0 fs35 cl2 l544 t1564\" id=\"a5057\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l545 t1565\" id=\"a5058\">monetaria </div><div class=\"po0 fs35 cl2 l546 t1564\" id=\"a5060\">Ajuste por </div><div class=\"po0 fs35 cl2 l547 t1565\" id=\"a5061\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l548 t1566\" id=\"a5063\">Variaci\u00f3n </div><div class=\"po0 fs35 cl2 l549 t1567\" id=\"a5064\">del </div><div class=\"po0 fs35 cl2 l550 t1568\" id=\"a5065\">per\u00edmetro </div><div class=\"po0 fs35 cl2 l551 t1567\" id=\"a5067\">Adiciones </div><div class=\"po0 fs35 cl2 l552 t1567\" id=\"a5069\">Retiros </div><div class=\"po0 fs35 cl2 l553 t1567\" id=\"a5071\">Traspasos </div><div class=\"po0 fs35 cl2 l554 t1564\" id=\"a5073\">Saldo al </div><div class=\"po0 fs35 cl2 l555 t1565\" id=\"a5074\">31.12.2024 </div><div class=\"po0 fs36 cl2 l556 t1569\" id=\"a5076\">Coste: </div><div class=\"po0 fs35 cl2 l556 t1570\" id=\"a5086\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l557 t1570\" id=\"a5088\">40.833 </div><div class=\"po0 fs35 cl2 l558 t1570\" id=\"a5090\">1 </div><div class=\"po0 fs35 cl2 l559 t1570\" id=\"a5092\">(41) </div><div class=\"po0 fs35 cl2 l560 t1570\" id=\"a5094\">417 </div><div class=\"po0 fs35 cl2 l561 t1570\" id=\"a5096\">93 </div><div class=\"po0 fs35 cl2 l562 t1570\" id=\"a5098\">(13.250) </div><div class=\"po0 fs35 cl2 l563 t1570\" id=\"a5100\">18 </div><div class=\"po0 fs35 cl2 l351 t1570\" id=\"a5102\">28.071 </div><div class=\"po0 fs35 cl2 l556 t1571\" id=\"a5104\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1572\" id=\"a5105\">maquinaria </div><div class=\"po0 fs35 cl2 l557 t1573\" id=\"a5107\">95.669 </div><div class=\"po0 fs35 cl2 l564 t1573\" id=\"a5109\">1.228 </div><div class=\"po0 fs35 cl2 l565 t1573\" id=\"a5111\">(2.211) </div><div class=\"po0 fs35 cl2 l566 t1573\" id=\"a5113\">46 </div><div class=\"po0 fs35 cl2 l567 t1573\" id=\"a5115\">1.477 </div><div class=\"po0 fs35 cl2 l568 t1573\" id=\"a5117\">(777) </div><div class=\"po0 fs35 cl2 l569 t1573\" id=\"a5119\">519 </div><div class=\"po0 fs35 cl2 l351 t1573\" id=\"a5121\">95.951 </div><div class=\"po0 fs35 cl2 l556 t1450\" id=\"a5123\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l557 t1450\" id=\"a5125\">78.592 </div><div class=\"po0 fs35 cl2 l570 t1450\" id=\"a5127\">11.528 </div><div class=\"po0 fs35 cl2 l565 t1450\" id=\"a5129\">(6.586) </div><div class=\"po0 fs35 cl2 l566 t1450\" id=\"a5131\">41 </div><div class=\"po0 fs35 cl2 l567 t1450\" id=\"a5133\">6.976 </div><div class=\"po0 fs35 cl2 l571 t1450\" id=\"a5135\">(1.692) </div><div class=\"po0 fs35 cl2 l572 t1450\" id=\"a5137\">(120) </div><div class=\"po0 fs35 cl2 l351 t1450\" id=\"a5139\">88.739 </div><div class=\"po0 fs35 cl2 l556 t1574\" id=\"a5141\">Anticipos e inmovilizado en curso </div><div class=\"po0 fs35 cl2 l573 t1574\" id=\"a5143\">267 </div><div class=\"po0 fs35 cl2 l574 t1574\" id=\"a5145\">- </div><div class=\"po0 fs35 cl2 l575 t1574\" id=\"a5147\">(7) </div><div class=\"po0 fs35 cl2 l576 t1574\" id=\"a5149\">- </div><div class=\"po0 fs35 cl2 l577 t1574\" id=\"a5151\">634 </div><div class=\"po0 fs35 cl2 l578 t1574\" id=\"a5153\">(21) </div><div class=\"po0 fs35 cl2 l572 t1574\" id=\"a5155\">(417) </div><div class=\"po0 fs35 cl2 l579 t1574\" id=\"a5157\">456 </div><div class=\"po0 fs36 cl2 l556 t1575\" id=\"a5159\">Total coste </div><div class=\"po0 fs36 cl2 l580 t1575\" id=\"a5161\">215.361 </div><div class=\"po0 fs36 cl2 l570 t1575\" id=\"a5163\">12.757 </div><div class=\"po0 fs36 cl2 l565 t1575\" id=\"a5165\">(8.845) </div><div class=\"po0 fs36 cl2 l560 t1575\" id=\"a5167\">504 </div><div class=\"po0 fs36 cl2 l567 t1575\" id=\"a5169\">9.180 </div><div class=\"po0 fs36 cl2 l562 t1575\" id=\"a5171\">(15.740) </div><div class=\"po0 fs36 cl2 l581 t1575\" id=\"a5173\">- </div><div class=\"po0 fs36 cl2 l582 t1575\" id=\"a5175\">213.217 </div><div class=\"po0 fs36 cl2 l556 t1576\" id=\"a5177\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l556 t1577\" id=\"a5187\">Construcciones </div><div class=\"po0 fs35 cl2 l583 t1577\" id=\"a5189\">(13.938) </div><div class=\"po0 fs35 cl2 l584 t1577\" id=\"a5191\">(1) </div><div class=\"po0 fs35 cl2 l585 t1577\" id=\"a5193\">(373) </div><div class=\"po0 fs35 cl2 l586 t1577\" id=\"a5195\">(46) </div><div class=\"po0 fs35 cl2 l587 t1577\" id=\"a5197\">(454) </div><div class=\"po0 fs35 cl2 l588 t1577\" id=\"a5199\">5.434 </div><div class=\"po0 fs35 cl2 l581 t1577\" id=\"a5201\">- </div><div class=\"po0 fs35 cl2 l589 t1577\" id=\"a5203\">(9.378) </div><div class=\"po0 fs35 cl2 l556 t1578\" id=\"a5205\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1579\" id=\"a5206\">maquinaria </div><div class=\"po0 fs35 cl2 l583 t1580\" id=\"a5208\">(84.749) </div><div class=\"po0 fs35 cl2 l590 t1580\" id=\"a5210\">(1.125) </div><div class=\"po0 fs35 cl2 l591 t1580\" id=\"a5212\">1.894 </div><div class=\"po0 fs35 cl2 l586 t1580\" id=\"a5214\">(26) </div><div class=\"po0 fs35 cl2 l592 t1580\" id=\"a5216\">(2.592) </div><div class=\"po0 fs35 cl2 l593 t1580\" id=\"a5218\">749 </div><div class=\"po0 fs35 cl2 l594 t1580\" id=\"a5220\">(29) </div><div class=\"po0 fs35 cl2 l595 t1580\" id=\"a5222\">(85.878) </div><div class=\"po0 fs35 cl2 l556 t1581\" id=\"a5224\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l583 t1581\" id=\"a5226\">(69.665) </div><div class=\"po0 fs35 cl2 l596 t1581\" id=\"a5228\">(10.622) </div><div class=\"po0 fs35 cl2 l591 t1581\" id=\"a5230\">5.913 </div><div class=\"po0 fs35 cl2 l586 t1581\" id=\"a5232\">(29) </div><div class=\"po0 fs35 cl2 l592 t1581\" id=\"a5234\">(5.900) </div><div class=\"po0 fs35 cl2 l588 t1581\" id=\"a5236\">1.585 </div><div class=\"po0 fs35 cl2 l569 t1581\" id=\"a5238\">508 </div><div class=\"po0 fs35 cl2 l595 t1581\" id=\"a5240\">(78.210) </div><div class=\"po0 fs36 cl2 l556 t1582\" id=\"a5242\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l597 t1582\" id=\"a5245\">(168.352) </div><div class=\"po0 fs36 cl2 l596 t1582\" id=\"a5247\">(11.748) </div><div class=\"po0 fs36 cl2 l591 t1582\" id=\"a5249\">7.434 </div><div class=\"po0 fs36 cl2 l598 t1582\" id=\"a5251\">(101) </div><div class=\"po0 fs36 cl2 l592 t1582\" id=\"a5253\">(8.946) </div><div class=\"po0 fs36 cl2 l588 t1582\" id=\"a5255\">7.768 </div><div class=\"po0 fs36 cl2 l569 t1582\" id=\"a5257\">479 </div><div class=\"po0 fs36 cl2 l599 t1582\" id=\"a5259\">(173.466) </div><div class=\"po0 fs36 cl2 l556 t1583\" id=\"a5261\">Deterioro: </div><div class=\"po0 fs35 cl2 l556 t1584\" id=\"a5271\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l600 t1584\" id=\"a5273\">(7.217) </div><div class=\"po0 fs35 cl2 l574 t1584\" id=\"a5275\">- </div><div class=\"po0 fs35 cl2 l601 t1584\" id=\"a5277\">- </div><div class=\"po0 fs35 cl2 l586 t1584\" id=\"a5279\">(68) </div><div class=\"po0 fs35 cl2 l587 t1584\" id=\"a5281\">(276) </div><div class=\"po0 fs35 cl2 l588 t1584\" id=\"a5283\">5.674 </div><div class=\"po0 fs35 cl2 l581 t1584\" id=\"a5285\">- </div><div class=\"po0 fs35 cl2 l589 t1584\" id=\"a5287\">(1.887) </div><div class=\"po0 fs35 cl2 l556 t1585\" id=\"a5289\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1586\" id=\"a5290\">maquinaria </div><div class=\"po0 fs35 cl2 l602 t1587\" id=\"a5292\">(104) </div><div class=\"po0 fs35 cl2 l574 t1587\" id=\"a5294\">- </div><div class=\"po0 fs35 cl2 l601 t1587\" id=\"a5296\">- </div><div class=\"po0 fs35 cl2 l576 t1587\" id=\"a5298\">- </div><div class=\"po0 fs35 cl2 l603 t1587\" id=\"a5300\">- </div><div class=\"po0 fs35 cl2 l604 t1587\" id=\"a5302\">- </div><div class=\"po0 fs35 cl2 l581 t1587\" id=\"a5304\">- </div><div class=\"po0 fs35 cl2 l605 t1587\" id=\"a5306\">(104) </div><div class=\"po0 fs35 cl2 l556 t1588\" id=\"a5308\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l602 t1588\" id=\"a5311\">(483) </div><div class=\"po0 fs35 cl2 l574 t1588\" id=\"a5313\">- </div><div class=\"po0 fs35 cl2 l606 t1588\" id=\"a5315\">158 </div><div class=\"po0 fs35 cl2 l576 t1588\" id=\"a5317\">- </div><div class=\"po0 fs35 cl2 l587 t1588\" id=\"a5319\">(341) </div><div class=\"po0 fs35 cl2 l593 t1588\" id=\"a5321\">163 </div><div class=\"po0 fs35 cl2 l581 t1588\" id=\"a5323\">- </div><div class=\"po0 fs35 cl2 l605 t1588\" id=\"a5325\">(503) </div><div class=\"po0 fs36 cl2 l556 t1589\" id=\"a5327\">Total deterioro </div><div class=\"po0 fs36 cl2 l600 t1589\" id=\"a5329\">(7.804) </div><div class=\"po0 fs36 cl2 l574 t1589\" id=\"a5331\">- </div><div class=\"po0 fs36 cl2 l606 t1589\" id=\"a5333\">158 </div><div class=\"po0 fs36 cl2 l586 t1589\" id=\"a5335\">(68) </div><div class=\"po0 fs36 cl2 l587 t1589\" id=\"a5337\">(617) </div><div class=\"po0 fs36 cl2 l588 t1589\" id=\"a5339\">5.837 </div><div class=\"po0 fs36 cl2 l581 t1589\" id=\"a5341\">- </div><div class=\"po0 fs36 cl2 l589 t1589\" id=\"a5343\">(2.494) </div><div class=\"po0 fs36 cl2 l556 t1590\" id=\"a5345\">Inmovilizado material neto </div><div class=\"po0 fs36 cl2 l557 t1590\" id=\"a5347\">39.205 </div><div class=\"po0 fs36 cl2 l564 t1590\" id=\"a5349\">1.009 </div><div class=\"po0 fs36 cl2 l565 t1590\" id=\"a5351\">(1.253) </div><div class=\"po0 fs36 cl2 l560 t1590\" id=\"a5353\">335 </div><div class=\"po0 fs36 cl2 l587 t1590\" id=\"a5355\">(383) </div><div class=\"po0 fs36 cl2 l571 t1590\" id=\"a5357\">(2.135) </div><div class=\"po0 fs36 cl2 l569 t1590\" id=\"a5359\">479 </div><div class=\"po0 fs36 cl2 l351 t1590\" id=\"a5361\">37.257 </div><div class=\"po0 fs36 cl2 l556 t1591\" id=\"a5363\">Coste inmovilizado en<div class=\"d0 w788\">\u00a0</div></div><div class=\"po0 fs36 cl2 l556 t1592\" id=\"a5365\">arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1593\" id=\"a5375\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l557 t1593\" id=\"a5378\">86.916 </div><div class=\"po0 fs35 cl2 l574 t1593\" id=\"a5380\">- </div><div class=\"po0 fs35 cl2 l565 t1593\" id=\"a5382\">(4.013) </div><div class=\"po0 fs35 cl2 l576 t1593\" id=\"a5384\">- </div><div class=\"po0 fs35 cl2 l607 t1593\" id=\"a5386\">10.055 </div><div class=\"po0 fs35 cl2 l571 t1593\" id=\"a5388\">(6.995) </div><div class=\"po0 fs35 cl2 l608 t1593\" id=\"a5390\">(9) </div><div class=\"po0 fs35 cl2 l351 t1593\" id=\"a5392\">85.954 </div><div class=\"po0 fs35 cl2 l556 t1594\" id=\"a5394\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l557 t1594\" id=\"a5396\">38.958 </div><div class=\"po0 fs35 cl2 l574 t1594\" id=\"a5398\">- </div><div class=\"po0 fs35 cl2 l565 t1594\" id=\"a5400\">(5.870) </div><div class=\"po0 fs35 cl2 l576 t1594\" id=\"a5402\">- </div><div class=\"po0 fs35 cl2 l567 t1594\" id=\"a5404\">4.373 </div><div class=\"po0 fs35 cl2 l571 t1594\" id=\"a5406\">(4.807) </div><div class=\"po0 fs35 cl2 l609 t1594\" id=\"a5408\">9 </div><div class=\"po0 fs35 cl2 l351 t1594\" id=\"a5410\">32.663 </div><div class=\"po0 fs36 cl2 l556 t1595\" id=\"a5412\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l556 t1596\" id=\"a5413\">arrendamiento </div><div class=\"po0 fs36 cl2 l580 t38\" id=\"a5415\">125.874 </div><div class=\"po0 fs36 cl2 l574 t38\" id=\"a5417\">- </div><div class=\"po0 fs36 cl2 l565 t38\" id=\"a5419\">(9.883) </div><div class=\"po0 fs36 cl2 l576 t38\" id=\"a5421\">- </div><div class=\"po0 fs36 cl2 l607 t38\" id=\"a5423\">14.428 </div><div class=\"po0 fs36 cl2 l562 t38\" id=\"a5425\">(11.802) </div><div class=\"po0 fs36 cl2 l581 t38\" id=\"a5427\">- </div><div class=\"po0 fs36 cl2 l582 t38\" id=\"a5429\">118.617 </div><div class=\"po0 fs36 cl2 l556 t1597\" id=\"a5431\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1598\" id=\"a5432\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1599\" id=\"a5442\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l583 t1599\" id=\"a5444\">(45.246) </div><div class=\"po0 fs35 cl2 l574 t1599\" id=\"a5446\">- </div><div class=\"po0 fs35 cl2 l591 t1599\" id=\"a5448\">2.528 </div><div class=\"po0 fs35 cl2 l576 t1599\" id=\"a5450\">- </div><div class=\"po0 fs35 cl2 l610 t1599\" id=\"a5452\">(15.452) </div><div class=\"po0 fs35 cl2 l588 t1599\" id=\"a5454\">6.460 </div><div class=\"po0 fs35 cl2 l608 t1599\" id=\"a5456\">(8) </div><div class=\"po0 fs35 cl2 l595 t1599\" id=\"a5458\">(51.718) </div><div class=\"po0 fs35 cl2 l556 t1600\" id=\"a5460\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l583 t1600\" id=\"a5462\">(25.369) </div><div class=\"po0 fs35 cl2 l574 t1600\" id=\"a5464\">- </div><div class=\"po0 fs35 cl2 l591 t1600\" id=\"a5466\">4.763 </div><div class=\"po0 fs35 cl2 l576 t1600\" id=\"a5468\">- </div><div class=\"po0 fs35 cl2 l592 t1600\" id=\"a5470\">(6.581) </div><div class=\"po0 fs35 cl2 l588 t1600\" id=\"a5472\">4.772 </div><div class=\"po0 fs35 cl2 l572 t1600\" id=\"a5474\">(471) </div><div class=\"po0 fs35 cl2 l595 t1600\" id=\"a5476\">(22.886) </div><div class=\"po0 fs36 cl2 l556 t1601\" id=\"a5478\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1602\" id=\"a5479\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l583 t1603\" id=\"a5482\">(70.615) </div><div class=\"po0 fs36 cl2 l574 t1603\" id=\"a5484\">- </div><div class=\"po0 fs36 cl2 l591 t1603\" id=\"a5486\">7.291 </div><div class=\"po0 fs36 cl2 l576 t1603\" id=\"a5488\">- </div><div class=\"po0 fs36 cl2 l610 t1603\" id=\"a5490\">(22.033) </div><div class=\"po0 fs36 cl2 l611 t1603\" id=\"a5492\">11.232 </div><div class=\"po0 fs36 cl2 l572 t1603\" id=\"a5494\">(479) </div><div class=\"po0 fs36 cl2 l595 t1603\" id=\"a5496\">(74.604) </div><div class=\"po0 fs36 cl2 l556 t1604\" id=\"a5498\">Inmovilizado material neto en </div><div class=\"po0 fs36 cl2 l556 t1605\" id=\"a5499\">arrendamiento </div><div class=\"po0 fs36 cl2 l557 t1606\" id=\"a5501\">55.259 </div><div class=\"po0 fs36 cl2 l574 t1606\" id=\"a5503\">- </div><div class=\"po0 fs36 cl2 l565 t1606\" id=\"a5505\">(2.592) </div><div class=\"po0 fs36 cl2 l576 t1606\" id=\"a5507\">- </div><div class=\"po0 fs36 cl2 l592 t1606\" id=\"a5509\">(7.605) </div><div class=\"po0 fs36 cl2 l568 t1606\" id=\"a5511\">(570) </div><div class=\"po0 fs36 cl2 l572 t1606\" id=\"a5513\">(479) </div><div class=\"po0 fs36 cl2 l351 t1606\" id=\"a5515\">44.013 </div><div class=\"po0 fs36 cl2 l556 t1607\" id=\"a5517\">TOTAL INMOVILIZADO </div><div class=\"po0 fs36 cl2 l556 t1608\" id=\"a5518\">MATERIAL NETO </div><div class=\"po0 fs36 cl2 l557 t1609\" id=\"a5520\">94.464 </div><div class=\"po0 fs36 cl2 l564 t1609\" id=\"a5522\">1.009 </div><div class=\"po0 fs36 cl2 l565 t1609\" id=\"a5524\">(3.845) </div><div class=\"po0 fs36 cl2 l560 t1609\" id=\"a5526\">335 </div><div class=\"po0 fs36 cl2 l592 t1609\" id=\"a5528\">(7.988) </div><div class=\"po0 fs36 cl2 l571 t1609\" id=\"a5530\">(2.705) </div><div class=\"po0 fs36 cl2 l581 t1609\" id=\"a5532\">- </div><div class=\"po0 fs36 cl2 l351 t1609\" id=\"a5534\">81.270 </div></div></div></div></div></div></div><div class=\"po1 w198 h135 lh0\" id=\"TextBlockContainer2046\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l617 t1656 bgc0\">\u00a0</div>\n<div class=\"w793 po0 h12 l618 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l619 t1656 bgc0\">\u00a0</div>\n<div class=\"w794 po0 h12 l620 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l621 t1656 bgc0\">\u00a0</div>\n<div class=\"w795 po0 h12 l622 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l623 t1656 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l624 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t1656 bgc0\">\u00a0</div>\n<div class=\"w790 po0 h12 l626 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l612 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l528 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1657 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l511 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1657 bgc0\">\u00a0</div>\n<div class=\"w790 po0 h12 l512 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l613 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l613 t1657 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l614 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l615 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l615 t1657 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l616 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l617 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l617 t1657 bgc0\">\u00a0</div>\n<div class=\"w793 po0 h12 l618 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l619 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l619 t1657 bgc0\">\u00a0</div>\n<div class=\"w794 po0 h12 l620 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l621 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l621 t1657 bgc0\">\u00a0</div>\n<div class=\"w795 po0 h12 l622 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l623 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l623 t1657 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l624 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l625 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t1657 bgc0\">\u00a0</div>\n<div class=\"w790 po0 h12 l626 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l612 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l612 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l612 t1657 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2046\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a5547\">Ejercicio 2023- </div><div class=\"po0 fs14 cl2 l540 t1658\" id=\"a5550\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs14 cl2 l540 t1659\" id=\"a5551\">fue el siguiente: </div><div class=\"po0 fs35 cl2 l635 t1660\" id=\"a5555\">Miles de euros </div><div class=\"po0 fs35 cl2 l636 t1661\" id=\"a5557\">Saldo al </div><div class=\"po0 fs35 cl2 l637 t1662\" id=\"a5558\">31.12.2022 </div><div class=\"po0 fs35 cl2 l638 t1661\" id=\"a5560\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l639 t1662\" id=\"a5561\">monetaria </div><div class=\"po0 fs35 cl2 l640 t1661\" id=\"a5563\">Ajuste por </div><div class=\"po0 fs35 cl2 l641 t1662\" id=\"a5564\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l642 t1663\" id=\"a5566\">Variaci\u00f3n </div><div class=\"po0 fs35 cl2 l548 t1664\" id=\"a5567\">del </div><div class=\"po0 fs35 cl2 l601 t1665\" id=\"a5568\">per\u00edmetro </div><div class=\"po0 fs35 cl2 l643 t1664\" id=\"a5570\">Adiciones </div><div class=\"po0 fs35 cl2 l644 t1664\" id=\"a5572\">Retiros </div><div class=\"po0 fs35 cl2 l645 t1664\" id=\"a5574\">Traspasos </div><div class=\"po0 fs35 cl2 l646 t1661\" id=\"a5576\">Saldo al </div><div class=\"po0 fs35 cl2 l647 t1662\" id=\"a5577\">31.12.2023 </div><div class=\"po0 fs36 cl2 l556 t1666\" id=\"a5579\">Coste: </div><div class=\"po0 fs35 cl2 l556 t1667\" id=\"a5589\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l580 t1667\" id=\"a5591\">46.200 </div><div class=\"po0 fs35 cl2 l648 t1667\" id=\"a5593\">2.100 </div><div class=\"po0 fs35 cl2 l649 t1667\" id=\"a5595\">(900) </div><div class=\"po0 fs35 cl2 l650 t1667\" id=\"a5597\">- </div><div class=\"po0 fs35 cl2 l651 t1667\" id=\"a5599\">147 </div><div class=\"po0 fs35 cl2 l652 t1667\" id=\"a5601\">(1.389) </div><div class=\"po0 fs35 cl2 l653 t1667\" id=\"a5603\">(5.325) </div><div class=\"po0 fs35 cl2 l654 t1667\" id=\"a5605\">40.833 </div><div class=\"po0 fs35 cl2 l556 t1668\" id=\"a5607\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1449\" id=\"a5608\">maquinaria </div><div class=\"po0 fs35 cl2 l580 t1669\" id=\"a5610\">92.709 </div><div class=\"po0 fs35 cl2 l648 t1669\" id=\"a5612\">3.469 </div><div class=\"po0 fs35 cl2 l655 t1669\" id=\"a5614\">(1.881) </div><div class=\"po0 fs35 cl2 l650 t1669\" id=\"a5616\">- </div><div class=\"po0 fs35 cl2 l656 t1669\" id=\"a5618\">1.176 </div><div class=\"po0 fs35 cl2 l652 t1669\" id=\"a5620\">(1.114) </div><div class=\"po0 fs35 cl2 l657 t1669\" id=\"a5622\">1.310 </div><div class=\"po0 fs35 cl2 l654 t1669\" id=\"a5624\">95.669 </div><div class=\"po0 fs35 cl2 l556 t1450\" id=\"a5626\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l580 t1450\" id=\"a5628\">77.198 </div><div class=\"po0 fs35 cl2 l658 t1450\" id=\"a5630\">32.265 </div><div class=\"po0 fs35 cl2 l659 t1450\" id=\"a5632\">(33.441) </div><div class=\"po0 fs35 cl2 l660 t1450\" id=\"a5634\">1 </div><div class=\"po0 fs35 cl2 l656 t1450\" id=\"a5636\">5.465 </div><div class=\"po0 fs35 cl2 l652 t1450\" id=\"a5638\">(2.915) </div><div class=\"po0 fs35 cl2 l661 t1450\" id=\"a5640\">19 </div><div class=\"po0 fs35 cl2 l654 t1450\" id=\"a5642\">78.592 </div><div class=\"po0 fs35 cl2 l556 t1574\" id=\"a5644\">Anticipos e inmovilizado en curso </div><div class=\"po0 fs35 cl2 l662 t1574\" id=\"a5646\">1.076 </div><div class=\"po0 fs35 cl2 l584 t1574\" id=\"a5648\">- </div><div class=\"po0 fs35 cl2 l559 t1574\" id=\"a5650\">2 </div><div class=\"po0 fs35 cl2 l650 t1574\" id=\"a5652\">- </div><div class=\"po0 fs35 cl2 l651 t1574\" id=\"a5654\">841 </div><div class=\"po0 fs35 cl2 l663 t1574\" id=\"a5656\">(200) </div><div class=\"po0 fs35 cl2 l653 t1574\" id=\"a5658\">(1.452) </div><div class=\"po0 fs35 cl2 l664 t1574\" id=\"a5660\">267 </div><div class=\"po0 fs36 cl2 l556 t1670\" id=\"a5662\">Total coste </div><div class=\"po0 fs36 cl2 l665 t1670\" id=\"a5664\">217.183 </div><div class=\"po0 fs36 cl2 l658 t1670\" id=\"a5666\">37.834 </div><div class=\"po0 fs36 cl2 l659 t1670\" id=\"a5668\">(36.220) </div><div class=\"po0 fs36 cl2 l660 t1670\" id=\"a5670\">1 </div><div class=\"po0 fs36 cl2 l656 t1670\" id=\"a5672\">7.629 </div><div class=\"po0 fs36 cl2 l652 t1670\" id=\"a5674\">(5.618) </div><div class=\"po0 fs36 cl2 l653 t1670\" id=\"a5676\">(5.448) </div><div class=\"po0 fs36 cl2 l666 t1670\" id=\"a5678\">215.361 </div><div class=\"po0 fs36 cl2 l556 t1671\" id=\"a5680\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l556 t1672\" id=\"a5690\">Construcciones </div><div class=\"po0 fs35 cl2 l667 t1672\" id=\"a5692\">(16.301) </div><div class=\"po0 fs35 cl2 l668 t1672\" id=\"a5694\">(2.100) </div><div class=\"po0 fs35 cl2 l669 t1672\" id=\"a5696\">2.127 </div><div class=\"po0 fs35 cl2 l650 t1672\" id=\"a5698\">- </div><div class=\"po0 fs35 cl2 l670 t1672\" id=\"a5700\">(441) </div><div class=\"po0 fs35 cl2 l671 t1672\" id=\"a5702\">300 </div><div class=\"po0 fs35 cl2 l657 t1672\" id=\"a5704\">2.477 </div><div class=\"po0 fs35 cl2 l672 t1672\" id=\"a5706\">(13.938) </div><div class=\"po0 fs35 cl2 l556 t1673\" id=\"a5708\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1674\" id=\"a5709\">maquinaria </div><div class=\"po0 fs35 cl2 l667 t1675\" id=\"a5711\">(82.154) </div><div class=\"po0 fs35 cl2 l668 t1675\" id=\"a5713\">(3.166) </div><div class=\"po0 fs35 cl2 l669 t1675\" id=\"a5715\">1.901 </div><div class=\"po0 fs35 cl2 l650 t1675\" id=\"a5717\">- </div><div class=\"po0 fs35 cl2 l673 t1675\" id=\"a5719\">(2.483) </div><div class=\"po0 fs35 cl2 l671 t1675\" id=\"a5721\">936 </div><div class=\"po0 fs35 cl2 l674 t1675\" id=\"a5723\">217 </div><div class=\"po0 fs35 cl2 l672 t1675\" id=\"a5725\">(84.749) </div><div class=\"po0 fs35 cl2 l556 t1676\" id=\"a5727\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l667 t1676\" id=\"a5729\">(67.434) </div><div class=\"po0 fs35 cl2 l675 t1676\" id=\"a5731\">(29.851) </div><div class=\"po0 fs35 cl2 l676 t1676\" id=\"a5733\">31.472 </div><div class=\"po0 fs35 cl2 l677 t1676\" id=\"a5735\">(1) </div><div class=\"po0 fs35 cl2 l673 t1676\" id=\"a5737\">(7.509) </div><div class=\"po0 fs35 cl2 l678 t1676\" id=\"a5739\">2.737 </div><div class=\"po0 fs35 cl2 l674 t1676\" id=\"a5741\">921 </div><div class=\"po0 fs35 cl2 l672 t1676\" id=\"a5743\">(69.665) </div><div class=\"po0 fs36 cl2 l556 t1677\" id=\"a5745\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l679 t1677\" id=\"a5747\">(165.889) </div><div class=\"po0 fs36 cl2 l675 t1677\" id=\"a5749\">(35.117) </div><div class=\"po0 fs36 cl2 l676 t1677\" id=\"a5751\">35.500 </div><div class=\"po0 fs36 cl2 l677 t1677\" id=\"a5753\">(1) </div><div class=\"po0 fs36 cl2 l680 t1677\" id=\"a5755\">(10.433) </div><div class=\"po0 fs36 cl2 l678 t1677\" id=\"a5757\">3.973 </div><div class=\"po0 fs36 cl2 l657 t1677\" id=\"a5759\">3.615 </div><div class=\"po0 fs36 cl2 l681 t1677\" id=\"a5761\">(168.352) </div><div class=\"po0 fs36 cl2 l556 t1678\" id=\"a5763\">Deterioro: </div><div class=\"po0 fs35 cl2 l556 t1679\" id=\"a5773\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l583 t1679\" id=\"a5775\">(7.293) </div><div class=\"po0 fs35 cl2 l584 t1679\" id=\"a5777\">- </div><div class=\"po0 fs35 cl2 l606 t1679\" id=\"a5779\">- </div><div class=\"po0 fs35 cl2 l650 t1679\" id=\"a5781\">- </div><div class=\"po0 fs35 cl2 l682 t1679\" id=\"a5783\">53 </div><div class=\"po0 fs35 cl2 l683 t1679\" id=\"a5785\">23 </div><div class=\"po0 fs35 cl2 l684 t1679\" id=\"a5787\">- </div><div class=\"po0 fs35 cl2 l685 t1679\" id=\"a5789\">(7.217) </div><div class=\"po0 fs35 cl2 l556 t1680\" id=\"a5791\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1681\" id=\"a5792\">maquinaria </div><div class=\"po0 fs35 cl2 l424 t1682\" id=\"a5794\">(297) </div><div class=\"po0 fs35 cl2 l584 t1682\" id=\"a5796\">- </div><div class=\"po0 fs35 cl2 l606 t1682\" id=\"a5798\">- </div><div class=\"po0 fs35 cl2 l650 t1682\" id=\"a5800\">- </div><div class=\"po0 fs35 cl2 l592 t1682\" id=\"a5802\">- </div><div class=\"po0 fs35 cl2 l671 t1682\" id=\"a5804\">193 </div><div class=\"po0 fs35 cl2 l684 t1682\" id=\"a5806\">- </div><div class=\"po0 fs35 cl2 l686 t1682\" id=\"a5808\">(104) </div><div class=\"po0 fs35 cl2 l556 t1683\" id=\"a5810\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l424 t1683\" id=\"a5812\">(535) </div><div class=\"po0 fs35 cl2 l584 t1683\" id=\"a5814\">- </div><div class=\"po0 fs35 cl2 l687 t1683\" id=\"a5816\">(43) </div><div class=\"po0 fs35 cl2 l650 t1683\" id=\"a5818\">- </div><div class=\"po0 fs35 cl2 l682 t1683\" id=\"a5820\">95 </div><div class=\"po0 fs35 cl2 l688 t1683\" id=\"a5822\">- </div><div class=\"po0 fs35 cl2 l684 t1683\" id=\"a5824\">- </div><div class=\"po0 fs35 cl2 l686 t1683\" id=\"a5826\">(483) </div><div class=\"po0 fs36 cl2 l556 t1684\" id=\"a5828\">Total deterioro </div><div class=\"po0 fs36 cl2 l583 t1684\" id=\"a5831\">(8.125) </div><div class=\"po0 fs36 cl2 l584 t1684\" id=\"a5833\">- </div><div class=\"po0 fs36 cl2 l687 t1684\" id=\"a5835\">(43) </div><div class=\"po0 fs36 cl2 l650 t1684\" id=\"a5837\">- </div><div class=\"po0 fs36 cl2 l651 t1684\" id=\"a5839\">148 </div><div class=\"po0 fs36 cl2 l671 t1684\" id=\"a5841\">216 </div><div class=\"po0 fs36 cl2 l684 t1684\" id=\"a5843\">- </div><div class=\"po0 fs36 cl2 l685 t1684\" id=\"a5845\">(7.804) </div><div class=\"po0 fs36 cl2 l556 t1685\" id=\"a5847\">Inmovilizado material neto </div><div class=\"po0 fs36 cl2 l580 t1685\" id=\"a5849\">43.169 </div><div class=\"po0 fs36 cl2 l648 t1685\" id=\"a5851\">2.717 </div><div class=\"po0 fs36 cl2 l649 t1685\" id=\"a5853\">(763) </div><div class=\"po0 fs36 cl2 l650 t1685\" id=\"a5855\">- </div><div class=\"po0 fs36 cl2 l673 t1685\" id=\"a5857\">(2.656) </div><div class=\"po0 fs36 cl2 l652 t1685\" id=\"a5859\">(1.429) </div><div class=\"po0 fs36 cl2 l653 t1685\" id=\"a5861\">(1.833) </div><div class=\"po0 fs36 cl2 l654 t1685\" id=\"a5863\">39.205 </div><div class=\"po0 fs36 cl2 l556 t1686\" id=\"a5865\">Coste inmovilizado en<div class=\"d0 w788\">\u00a0</div></div><div class=\"po0 fs36 cl2 l556 t1687\" id=\"a5867\">arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1593\" id=\"a5877\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l580 t1593\" id=\"a5879\">82.436 </div><div class=\"po0 fs35 cl2 l658 t1593\" id=\"a5881\">10.870 </div><div class=\"po0 fs35 cl2 l659 t1593\" id=\"a5883\">(10.409) </div><div class=\"po0 fs35 cl2 l650 t1593\" id=\"a5885\">- </div><div class=\"po0 fs35 cl2 l656 t1593\" id=\"a5887\">8.321 </div><div class=\"po0 fs35 cl2 l652 t1593\" id=\"a5889\">(4.302) </div><div class=\"po0 fs35 cl2 l684 t1593\" id=\"a5891\">- </div><div class=\"po0 fs35 cl2 l654 t1593\" id=\"a5893\">86.916 </div><div class=\"po0 fs35 cl2 l556 t1594\" id=\"a5895\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l580 t1594\" id=\"a5898\">35.354 </div><div class=\"po0 fs35 cl2 l584 t1594\" id=\"a5900\">- </div><div class=\"po0 fs35 cl2 l669 t1594\" id=\"a5902\">2.364 </div><div class=\"po0 fs35 cl2 l650 t1594\" id=\"a5904\">- </div><div class=\"po0 fs35 cl2 l656 t1594\" id=\"a5906\">6.095 </div><div class=\"po0 fs35 cl2 l652 t1594\" id=\"a5908\">(4.862) </div><div class=\"po0 fs35 cl2 l689 t1594\" id=\"a5910\">7 </div><div class=\"po0 fs35 cl2 l654 t1594\" id=\"a5912\">38.958 </div><div class=\"po0 fs36 cl2 l556 t1688\" id=\"a5914\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l556 t1689\" id=\"a5915\">arrendamiento </div><div class=\"po0 fs36 cl2 l665 t1690\" id=\"a5917\">117.790 </div><div class=\"po0 fs36 cl2 l658 t1690\" id=\"a5919\">10.870 </div><div class=\"po0 fs36 cl2 l655 t1690\" id=\"a5921\">(8.045) </div><div class=\"po0 fs36 cl2 l650 t1690\" id=\"a5923\">- </div><div class=\"po0 fs36 cl2 l690 t1690\" id=\"a5925\">14.416 </div><div class=\"po0 fs36 cl2 l652 t1690\" id=\"a5927\">(9.164) </div><div class=\"po0 fs36 cl2 l689 t1690\" id=\"a5929\">7 </div><div class=\"po0 fs36 cl2 l666 t1690\" id=\"a5931\">125.874 </div><div class=\"po0 fs36 cl2 l556 t1691\" id=\"a5933\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1692\" id=\"a5934\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1693\" id=\"a5944\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l667 t1693\" id=\"a5947\">(34.996) </div><div class=\"po0 fs35 cl2 l668 t1693\" id=\"a5949\">(9.084) </div><div class=\"po0 fs35 cl2 l676 t1693\" id=\"a5951\">10.409 </div><div class=\"po0 fs35 cl2 l650 t1693\" id=\"a5953\">- </div><div class=\"po0 fs35 cl2 l680 t1693\" id=\"a5955\">(14.969) </div><div class=\"po0 fs35 cl2 l678 t1693\" id=\"a5957\">3.474 </div><div class=\"po0 fs35 cl2 l691 t1693\" id=\"a5959\">(80) </div><div class=\"po0 fs35 cl2 l672 t1693\" id=\"a5961\">(45.246) </div><div class=\"po0 fs35 cl2 l556 t1694\" id=\"a5963\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l667 t1694\" id=\"a5965\">(22.669) </div><div class=\"po0 fs35 cl2 l584 t1694\" id=\"a5967\">- </div><div class=\"po0 fs35 cl2 l655 t1694\" id=\"a5969\">(1.121) </div><div class=\"po0 fs35 cl2 l650 t1694\" id=\"a5971\">- </div><div class=\"po0 fs35 cl2 l673 t1694\" id=\"a5973\">(4.999) </div><div class=\"po0 fs35 cl2 l678 t1694\" id=\"a5975\">4.312 </div><div class=\"po0 fs35 cl2 l692 t1694\" id=\"a5977\">(892) </div><div class=\"po0 fs35 cl2 l672 t1694\" id=\"a5979\">(25.369) </div><div class=\"po0 fs36 cl2 l556 t1695\" id=\"a5981\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1696\" id=\"a5982\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l667 t1136\" id=\"a5984\">(57.665) </div><div class=\"po0 fs36 cl2 l668 t1136\" id=\"a5986\">(9.084) </div><div class=\"po0 fs36 cl2 l669 t1136\" id=\"a5988\">9.288 </div><div class=\"po0 fs36 cl2 l650 t1136\" id=\"a5990\">- </div><div class=\"po0 fs36 cl2 l680 t1136\" id=\"a5992\">(19.968) </div><div class=\"po0 fs36 cl2 l678 t1136\" id=\"a5994\">7.786 </div><div class=\"po0 fs36 cl2 l692 t1136\" id=\"a5996\">(972) </div><div class=\"po0 fs36 cl2 l672 t1136\" id=\"a5998\">(70.615) </div><div class=\"po0 fs36 cl2 l556 t1697\" id=\"a6000\">Inmovilizado material neto en </div><div class=\"po0 fs36 cl2 l556 t1698\" id=\"a6001\">arrendamiento </div><div class=\"po0 fs36 cl2 l580 t1699\" id=\"a6003\">60.125 </div><div class=\"po0 fs36 cl2 l648 t1699\" id=\"a6005\">1.786 </div><div class=\"po0 fs36 cl2 l669 t1699\" id=\"a6007\">1.243 </div><div class=\"po0 fs36 cl2 l650 t1699\" id=\"a6009\">- </div><div class=\"po0 fs36 cl2 l673 t1699\" id=\"a6011\">(5.552) </div><div class=\"po0 fs36 cl2 l652 t1699\" id=\"a6013\">(1.378) </div><div class=\"po0 fs36 cl2 l692 t1699\" id=\"a6015\">(965) </div><div class=\"po0 fs36 cl2 l654 t1699\" id=\"a6017\">55.259 </div><div class=\"po0 fs36 cl2 l556 t1700\" id=\"a6019\">TOTAL INMOVILIZADO </div><div class=\"po0 fs36 cl2 l556 t1701\" id=\"a6020\">MATERIAL NETO </div><div class=\"po0 fs36 cl2 l665 t1702\" id=\"a6022\">103.294 </div><div class=\"po0 fs36 cl2 l648 t1702\" id=\"a6024\">4.503 </div><div class=\"po0 fs36 cl2 l693 t1702\" id=\"a6026\">480 </div><div class=\"po0 fs36 cl2 l650 t1702\" id=\"a6028\">- </div><div class=\"po0 fs36 cl2 l673 t1702\" id=\"a6030\">(8.208) </div><div class=\"po0 fs36 cl2 l652 t1702\" id=\"a6032\">(2.807) </div><div class=\"po0 fs36 cl2 l653 t1702\" id=\"a6034\">(2.798) </div><div class=\"po0 fs36 cl2 l654 t1702\" id=\"a6036\">94.464 </div><div class=\"po0 fs37 cl4 l341 t1703\" id=\"a6039\">.</div></div></div><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2068\"><div class=\"po1 w198 z0\" id=\"TextContainer2068\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a6280\">P\u00e9rdida por deterioro- </div><div class=\"po0 fs14 cl2 l340 t859\" id=\"a6284\">Durante<div class=\"d0 w676\">\u00a0</div>los<div class=\"d0 w637\">\u00a0</div>ejercicios<div class=\"d0 w761\">\u00a0</div>2024<div class=\"d0 w637\">\u00a0</div>y<div class=\"d0 w154\">\u00a0</div>2023<div class=\"d0 w672\">\u00a0</div>no<div class=\"d0 w587\">\u00a0</div>se<div class=\"d0 w302\">\u00a0</div>han<div class=\"d0 w157\">\u00a0</div>registrado<div class=\"d0 w646\">\u00a0</div>deterioros<div class=\"d0 w349\">\u00a0</div>significativos<div class=\"d0 w305\">\u00a0</div>en<div class=\"d0 w310\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l341 t1164\" id=\"a6285\">inmovilizado material.</div></div></div><div class=\"po1 w198 h149 lh0\" id=\"TextBlockContainer2105\"><div class=\"po1 w198 z0\" id=\"TextContainer2105\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a6728\">Test de deterioro </div><div class=\"po0 fs14 cl2 l340 t1561\" id=\"a6730\">Al cierre de cada ejercicio o siempre que existan<div class=\"d0 w299\">\u00a0</div>indicios de p\u00e9rdida de valor el Grupo<div class=\"d0 w556\">\u00a0</div>procede </div><div class=\"po0 fs14 cl2 l340 t1562\" id=\"a6731\">a<div class=\"d0 w672\">\u00a0</div>estimar,<div class=\"d0 w153\">\u00a0</div>mediante<div class=\"d0 w749\">\u00a0</div>el<div class=\"d0 w598\">\u00a0</div>denominado<div class=\"d0 w194\">\u00a0</div>test<div class=\"d0 w157\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>deterioro,<div class=\"d0 w349\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>posible<div class=\"d0 w155\">\u00a0</div>existencia<div class=\"d0 w259\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>p\u00e9rdidas </div><div class=\"po0 fs14 cl2 l340 t1862\" id=\"a6732\">permanentes de<div class=\"d0 w472\">\u00a0</div>valor que<div class=\"d0 w386\">\u00a0</div>reduzcan el<div class=\"d0 w555\">\u00a0</div>valor recuperable<div class=\"d0 w830\">\u00a0</div>de los<div class=\"d0 w556\">\u00a0</div>fondos de<div class=\"d0 w558\">\u00a0</div>comercio a<div class=\"d0 w473\">\u00a0</div>un importe </div><div class=\"po0 fs14 cl2 l340 t1863\" id=\"a6734\">inferior al coste neto registrado. </div><div class=\"po0 fs14 cl2 l340 t1864\" id=\"a6737\">Para realizar el<div class=\"d0 w558\">\u00a0</div>mencionado test de<div class=\"d0 w330\">\u00a0</div>deterioro los fondos<div class=\"d0 w387\">\u00a0</div>de comercio<div class=\"d0 w561\">\u00a0</div>son asignados a<div class=\"d0 w325\">\u00a0</div>una o m\u00e1s </div><div class=\"po0 fs14 cl2 l340 t1865\" id=\"a6738\">unidades generadoras de efectivo. El valor recuperable de cada unidad generadora<div class=\"d0 w479\">\u00a0</div>de efectivo </div><div class=\"po0 fs14 cl2 l340 t1866\" id=\"a6739\">se determina como el mayor entre el valor en uso y el precio de venta neto que se obtendr\u00eda de </div><div class=\"po0 fs14 cl2 l340 t1867\" id=\"a6741\">los<div class=\"d0 w291\">\u00a0</div>activos<div class=\"d0 w222\">\u00a0</div>asociados<div class=\"d0 w287\">\u00a0</div>a<div class=\"d0 w337\">\u00a0</div>dicha<div class=\"d0 w161\">\u00a0</div>unidad<div class=\"d0 w485\">\u00a0</div>generadora<div class=\"d0 w227\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>efectivo.<div class=\"d0 w280\">\u00a0</div>En<div class=\"d0 w388\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>caso<div class=\"d0 w468\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>principales </div><div class=\"po0 fs14 cl2 l340 t1868\" id=\"a6745\">unidades<div class=\"d0 w279\">\u00a0</div>generadoras<div class=\"d0 w6\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>efectivo<div class=\"d0 w380\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>han<div class=\"d0 w269\">\u00a0</div>asignado<div class=\"d0 w372\">\u00a0</div>fondos<div class=\"d0 w382\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>comercio<div class=\"d0 w166\">\u00a0</div>(Editora </div><div class=\"po0 fs14 cl2 l340 t1869\" id=\"a6746\">Moderna,<div class=\"d0 w153\">\u00a0</div>Ltda.,<div class=\"d0 w194\">\u00a0</div>Santillana<div class=\"d0 w745\">\u00a0</div>Educa\u00e7ao<div class=\"d0 w551\">\u00a0</div>Ltda.,<div class=\"d0 w194\">\u00a0</div>Grupo<div class=\"d0 w195\">\u00a0</div>Latino<div class=\"d0 w193\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>Radiodifusi\u00f3n<div class=\"d0 w831\">\u00a0</div>Chile,<div class=\"d0 w649\">\u00a0</div>Ltda., </div><div class=\"po0 fs14 cl2 l340 t1870\" id=\"a6750\">Sociedad Espa\u00f1ola<div class=\"d0 w283\">\u00a0</div>de Radiodifusi\u00f3n,<div class=\"d0 w480\">\u00a0</div>S.L.U. y<div class=\"d0 w164\">\u00a0</div>Propulsora Monta\u00f1esa,<div class=\"d0 w264\">\u00a0</div>S.A. (estas<div class=\"d0 w172\">\u00a0</div>dos \u00faltimas </div><div class=\"po0 fs14 cl2 l340 t1871\" id=\"a6756\">filiales<div class=\"d0 w231\">\u00a0</div>pertenecen a<div class=\"d0 w469\">\u00a0</div>una misma<div class=\"d0 w170\">\u00a0</div>unidad<div class=\"d0 w33\">\u00a0</div>generadora<div class=\"d0 w24\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>efectivo)),<div class=\"d0 w246\">\u00a0</div>su<div class=\"d0 w50\">\u00a0</div>valor<div class=\"d0 w49\">\u00a0</div>recuperable se<div class=\"d0 w382\">\u00a0</div>ha </div><div class=\"po0 fs14 cl2 l340 t1872\" id=\"a6759\">calculado en base al valor en uso de las mismas.<div class=\"d0 w832\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1873\" id=\"a6765\">El valor en uso<div class=\"d0 w354\">\u00a0</div>se ha calculado<div class=\"d0 w251\">\u00a0</div>a partir de los<div class=\"d0 w330\">\u00a0</div>flujos futuros de efectivo<div class=\"d0 w403\">\u00a0</div>estimados a partir<div class=\"d0 w556\">\u00a0</div>de los </div><div class=\"po0 fs14 cl2 l340 t1874\" id=\"a6766\">planes de negocio<div class=\"d0 w725\">\u00a0</div>m\u00e1s recientes<div class=\"d0 w479\">\u00a0</div>elaborados por<div class=\"d0 w141\">\u00a0</div>la direcci\u00f3n<div class=\"d0 w386\">\u00a0</div>del Grupo. Estos<div class=\"d0 w330\">\u00a0</div>planes incorporan </div><div class=\"po0 fs14 cl2 l340 t1875\" id=\"a6767\">las<div class=\"d0 w376\">\u00a0</div>mejores<div class=\"d0 w2\">\u00a0</div>estimaciones<div class=\"d0 w297\">\u00a0</div>disponibles<div class=\"d0 w380\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>ingresos<div class=\"d0 w474\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>costes<div class=\"d0 w377\">\u00a0</div>de<div class=\"d0 w336\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>unidades<div class=\"d0 w249\">\u00a0</div>generadoras<div class=\"d0 w6\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1876\" id=\"a6770\">efectivo utilizando previsiones sectoriales y expectativas futuras. </div></div></div><div class=\"po1 w502 h150 lh0\" id=\"TextBlockContainer2115\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2115\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a6782\">Estas<div class=\"d0 w351\">\u00a0</div>previsiones<div class=\"d0 w242\">\u00a0</div>futuras<div class=\"d0 w401\">\u00a0</div>cubren<div class=\"d0 w400\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>pr\u00f3ximos<div class=\"d0 w397\">\u00a0</div>cinco<div class=\"d0 w706\">\u00a0</div>a\u00f1os,<div class=\"d0 w541\">\u00a0</div>incluyendo<div class=\"d0 w611\">\u00a0</div>un<div class=\"d0 w191\">\u00a0</div>valor<div class=\"d0 w417\">\u00a0</div>terminal </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a6783\">adecuado a<div class=\"d0 w31\">\u00a0</div>cada negocio,<div class=\"d0 w19\">\u00a0</div>en el<div class=\"d0 w23\">\u00a0</div>que se<div class=\"d0 w48\">\u00a0</div>aplica una tasa<div class=\"d0 w247\">\u00a0</div>de crecimiento<div class=\"d0 w24\">\u00a0</div>esperado constante que </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a6787\">var\u00eda entre el 0%y<div class=\"d0 w129\">\u00a0</div>el 2,5%, al igual que<div class=\"d0 w26\">\u00a0</div>en el ejercicio 2023. Las<div class=\"d0 w396\">\u00a0</div>tasas<div class=\"d0 w112\">\u00a0</div>de crecimiento esperadas </div><div class=\"po0 fs14 cl2 l362 t817\" id=\"a6798\">que se han utilizado para los test de deterioro m\u00e1s relevantes<div class=\"d0 w85\">\u00a0</div>son las siguientes: </div><div class=\"po0 fs14 cl2 l362 t819\" id=\"a6806\">-</div><div class=\"po0 fs14 cl2 l382 t819\" id=\"a6808\">Editora Moderna, Ltda.: entre 0% y 0,75% en 2024 y 2023. </div><div class=\"po0 fs14 cl2 l362 t1877\" id=\"a6810\">-</div><div class=\"po0 fs14 cl2 l382 t1877\" id=\"a6812\">Santillana Educa\u00e7ao Ltda.: entre 0% y 0,75% en 2024 y 2023. </div><div class=\"po0 fs14 cl2 l362 t1878\" id=\"a6816\">-</div><div class=\"po0 fs14 cl2 l382 t1878\" id=\"a6818\">Grupo Latino de Radiodifusi\u00f3n Chile, Ltda.: entre<div class=\"d0 w515\">\u00a0</div>0,75% y 1,5%<div class=\"d0 w833\">\u00a0</div>en 2024 y 2023. </div><div class=\"po0 fs14 cl2 l362 t1879\" id=\"a6822\">-</div><div class=\"po0 fs14 cl2 l382 t1879\" id=\"a6824\">Sociedad Espa\u00f1ola de Radiofusi\u00f3n, S.L.U. y Propulsora Monta\u00f1esa, S.A.: entre<div class=\"d0 w24\">\u00a0</div>0% y 0,75% </div><div class=\"po0 fs14 cl2 l382 t1880\" id=\"a6828\">en 2024 y 2023. </div><div class=\"po0 fs14 cl2 l340 t1881\" id=\"a6831\">Las tasas de crecimiento anteriores son razonables<div class=\"d0 w341\">\u00a0</div>y est\u00e1n acordes al pa\u00eds y mercado en los<div class=\"d0 w354\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t1882\" id=\"a6833\">opera<div class=\"d0 w285\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo,<div class=\"d0 w232\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>no<div class=\"d0 w475\">\u00a0</div>superan<div class=\"d0 w237\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>crecimiento<div class=\"d0 w483\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>largo<div class=\"d0 w344\">\u00a0</div>plazo<div class=\"d0 w289\">\u00a0</div>estimado<div class=\"d0 w367\">\u00a0</div>con<div class=\"d0 w389\">\u00a0</div>sus<div class=\"d0 w282\">\u00a0</div>proyecciones, </div><div class=\"po0 fs14 cl2 l340 t1883\" id=\"a6834\">considerando el grado de madurez de los negocios afectados. </div><div class=\"po0 fs14 cl2 l362 t1884\" id=\"a6837\">A efectos de calcular el valor actual de estos flujos, se descuentan<div class=\"d0 w328\">\u00a0</div>a una tasa que refleja el coste </div><div class=\"po0 fs14 cl2 l362 t1885\" id=\"a6838\">medio<div class=\"d0 w834\">\u00a0</div>ponderado<div class=\"d0 w835\">\u00a0</div>del<div class=\"d0 w301\">\u00a0</div>capital<div class=\"d0 w217\">\u00a0</div>empleado<div class=\"d0 w452\">\u00a0</div>ajustado<div class=\"d0 w836\">\u00a0</div>por<div class=\"d0 w660\">\u00a0</div>el<div class=\"d0 w657\">\u00a0</div>riesgo<div class=\"d0 w710\">\u00a0</div>pa\u00eds<div class=\"d0 w579\">\u00a0</div>y<div class=\"d0 w610\">\u00a0</div>riesgo<div class=\"d0 w710\">\u00a0</div>negocio </div><div class=\"po0 fs14 cl2 l362 t1886\" id=\"a6839\">correspondiente<div class=\"d0 w717\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>cada<div class=\"d0 w278\">\u00a0</div>unidad<div class=\"d0 w718\">\u00a0</div>generadora<div class=\"d0 w442\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>efectivo.<div class=\"d0 w435\">\u00a0</div>As\u00ed,<div class=\"d0 w442\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>ejercicio<div class=\"d0 w503\">\u00a0</div>2024<div class=\"d0 w210\">\u00a0</div>las<div class=\"d0 w504\">\u00a0</div>tasas </div><div class=\"po0 fs14 cl2 l362 t1887\" id=\"a6841\">utilizadas (excluyendo Argentina,<div class=\"d0 w837\">\u00a0</div>sin fondo de comercio<div class=\"d0 w329\">\u00a0</div>asociado)<div class=\"d0 w677\">\u00a0</div>se han situado entre el<div class=\"d0 w532\">\u00a0</div>8,0% </div><div class=\"po0 fs14 cl2 l362 t438\" id=\"a6848\">y el<div class=\"d0 w223\">\u00a0</div>27,0% (8,0%<div class=\"d0 w63\">\u00a0</div>y el<div class=\"d0 w111\">\u00a0</div>20,0% en<div class=\"d0 w47\">\u00a0</div>el ejercicio<div class=\"d0 w395\">\u00a0</div>2023) en<div class=\"d0 w286\">\u00a0</div>funci\u00f3n del negocio<div class=\"d0 w172\">\u00a0</div>objeto de<div class=\"d0 w33\">\u00a0</div>an\u00e1lisis. Las </div><div class=\"po0 fs14 cl2 l362 t1888\" id=\"a6859\">tasas<div class=\"d0 w276\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>descuento<div class=\"d0 w282\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>han<div class=\"d0 w373\">\u00a0</div>utilizado<div class=\"d0 w170\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w447\">\u00a0</div>test<div class=\"d0 w336\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>deterioro<div class=\"d0 w287\">\u00a0</div>m\u00e1s<div class=\"d0 w586\">\u00a0</div>relevantes<div class=\"d0 w288\">\u00a0</div>son<div class=\"d0 w272\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l362 t1889\" id=\"a6869\">siguientes: </div><div class=\"po0 fs14 cl2 l362 t1890\" id=\"a6872\">-</div><div class=\"po0 fs14 cl2 l382 t1890\" id=\"a6874\">Editora<div class=\"d0 w388\">\u00a0</div>Moderna,<div class=\"d0 w586\">\u00a0</div>Ltda.:<div class=\"d0 w160\">\u00a0</div>entre<div class=\"d0 w382\">\u00a0</div>18%<div class=\"d0 w377\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>19%<div class=\"d0 w279\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>2024<div class=\"d0 w382\">\u00a0</div>(entre<div class=\"d0 w294\">\u00a0</div>19%<div class=\"d0 w249\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>20%<div class=\"d0 w161\">\u00a0</div>ajustando<div class=\"d0 w285\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>tasa </div><div class=\"po0 fs14 cl2 l382 t1891\" id=\"a6887\">impositiva) y entre 14% y 15% en 2023. </div><div class=\"po0 fs14 cl2 l362 t1892\" id=\"a6890\">-</div><div class=\"po0 fs14 cl2 l382 t1892\" id=\"a6892\">Santillana<div class=\"d0 w247\">\u00a0</div>Educa\u00e7ao<div class=\"d0 w361\">\u00a0</div>Ltda:<div class=\"d0 w248\">\u00a0</div>entre<div class=\"d0 w295\">\u00a0</div>18%<div class=\"d0 w165\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>19%<div class=\"d0 w391\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>2024<div class=\"d0 w293\">\u00a0</div>(entre<div class=\"d0 w167\">\u00a0</div>19%<div class=\"d0 w286\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>20%<div class=\"d0 w484\">\u00a0</div>ajustando<div class=\"d0 w228\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>tasa </div><div class=\"po0 fs14 cl2 l382 t1893\" id=\"a6901\">impositiva) y entre 14% y 15% en 2023. </div><div class=\"po0 fs14 cl2 l362 t1894\" id=\"a6903\">-</div><div class=\"po0 fs14 cl2 l382 t1894\" id=\"a6905\">Grupo Latino de Radiodifusi\u00f3n Chile, Ltda.: entre 8,5%<div class=\"d0 w838\">\u00a0</div>y 9,5%<div class=\"d0 w839\">\u00a0</div>en 2024 (entre 9,5% y 10,5% </div><div class=\"po0 fs14 cl2 l382 t1895\" id=\"a6914\">ajustando la tasa impositiva) y entre 9% y 10% en 2023. </div><div class=\"po0 fs14 cl2 l362 t1896\" id=\"a6916\">-</div><div class=\"po0 fs14 cl2 l382 t1896\" id=\"a6918\">Sociedad Espa\u00f1ola de Radiofusi\u00f3n, S.L.U. y Propulsora Monta\u00f1esa, S.A.: entre 8% y 9%<div class=\"d0 w32\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l382 t1897\" id=\"a6926\">2024 (entre 9% y 10% ajustando la tasa impositiva) y 2023. </div><div class=\"po0 fs14 cl2 l340 t1898\" id=\"a6934\">Las tasas de<div class=\"d0 w395\">\u00a0</div>descuento a 31 de<div class=\"d0 w50\">\u00a0</div>diciembre de 2024 se<div class=\"d0 w55\">\u00a0</div>mantuvieron en l\u00ednea respecto<div class=\"d0 w27\">\u00a0</div>al ejercicio </div><div class=\"po0 fs14 cl2 l340 t1899\" id=\"a6940\">2023,<div class=\"d0 w408\">\u00a0</div>excepto<div class=\"d0 w194\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>caso<div class=\"d0 w511\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>Educaci\u00f3n<div class=\"d0 w511\">\u00a0</div>en<div class=\"d0 w601\">\u00a0</div>Brasil,<div class=\"d0 w511\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>ha<div class=\"d0 w255\">\u00a0</div>visto<div class=\"d0 w194\">\u00a0</div>incrementada,<div class=\"d0 w189\">\u00a0</div>debido </div><div class=\"po0 fs14 cl2 l340 t1900\" id=\"a6944\">principalmente al<div class=\"d0 w228\">\u00a0</div>incremento del<div class=\"d0 w201\">\u00a0</div>coste del<div class=\"d0 w63\">\u00a0</div>endeudamiento estimado<div class=\"d0 w39\">\u00a0</div>en dicho<div class=\"d0 w32\">\u00a0</div>pa\u00eds, motivado </div><div class=\"po0 fs14 cl2 l340 t1901\" id=\"a6956\">por la evoluci\u00f3n del actual entorno macroecon\u00f3mico.<div class=\"d0 w840\">\u00a0</div></div><div class=\"po0 fs26 cl2 l362 t1902\" id=\"a6959\">Hip\u00f3tesis clave- </div><div class=\"po0 fs14 cl2 l340 t1903\" id=\"a6963\">Se describe a continuaci\u00f3n<div class=\"d0 w327\">\u00a0</div>las principales palancas<div class=\"d0 w329\">\u00a0</div>de ingresos de<div class=\"d0 w140\">\u00a0</div>los negocios anteriores,<div class=\"d0 w498\">\u00a0</div>como </div><div class=\"po0 fs14 cl2 l340 t1904\" id=\"a6966\">hip\u00f3tesis clave para<div class=\"d0 w329\">\u00a0</div>la elaboraci\u00f3n<div class=\"d0 w557\">\u00a0</div>de sus proyecciones,<div class=\"d0 w300\">\u00a0</div>considerando adem\u00e1s<div class=\"d0 w299\">\u00a0</div>que es la<div class=\"d0 w488\">\u00a0</div>variable </div><div class=\"po0 fs14 cl2 l340 t1905\" id=\"a6967\">con un mayor componente de juicio para su estimaci\u00f3n:<div class=\"d0 w250\">\u00a0</div></div><div class=\"po0 fs33 cl2 l865 t1906\" id=\"a6970\">-</div><div class=\"po0 fs14 cl2 l866 t1907\" id=\"a6972\">Editora Moderna Ltda.:</div><div class=\"po0 fs26 cl2 l867 t1908\" id=\"a6975\">Evoluci\u00f3n de<div class=\"d0 w171\">\u00a0</div>los ciclos<div class=\"d0 w366\">\u00a0</div>de compra<div class=\"d0 w49\">\u00a0</div>p\u00fablica</div><div class=\"po0 fs14 cl2 l868 t1909\" id=\"a6976\"><div class=\"d0 w137\">\u00a0</div>\u2013 La<div class=\"d0 w9\">\u00a0</div>Direcci\u00f3n ha<div class=\"d0 w48\">\u00a0</div>tenido en<div class=\"d0 w369\">\u00a0</div>cuenta la<div class=\"d0 w39\">\u00a0</div>evoluci\u00f3n </div><div class=\"po0 fs14 cl2 l867 t1910\" id=\"a6980\">hist\u00f3rica<div class=\"d0 w480\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>esta<div class=\"d0 w368\">\u00a0</div>variable,<div class=\"d0 w296\">\u00a0</div>fundamentalmente<div class=\"d0 w234\">\u00a0</div>con<div class=\"d0 w264\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>pedidos<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>compra<div class=\"d0 w24\">\u00a0</div>p\u00fablica<div class=\"d0 w295\">\u00a0</div>del </div></div></div><div class=\"po1 w844 h88 lh0\" id=\"TextBlockContainer2124\"><img alt=\"doc2p9i1\" class=\"po0 l471 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l472 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w844 z0\" id=\"TextContainer2124\"><div class=\"po0 fs14 cl2 l869 t756\" id=\"a6990\">Programa<div class=\"d0 w841\">\u00a0</div>Nacional<div class=\"d0 w496\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>Libros<div class=\"d0 w432\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>Material<div class=\"d0 w398\">\u00a0</div>Did\u00e1ctico<div class=\"d0 w378\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>Brasil<div class=\"d0 w263\">\u00a0</div>\u2013<div class=\"d0 w439\">\u00a0</div>PNLD,<div class=\"d0 w460\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>cual<div class=\"d0 w467\">\u00a0</div>est\u00e1 </div><div class=\"po0 fs14 cl2 l869 t1911\" id=\"a6994\">afectado por los citados programas de compra en cada a\u00f1o.<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs14 cl2 l457 t1912\" id=\"a6997\">A efectos informativos,<div class=\"d0 w26\">\u00a0</div>el CAGR (tasa de<div class=\"d0 w33\">\u00a0</div>crecimiento anual compuesto) de los<div class=\"d0 w361\">\u00a0</div>ingresos </div><div class=\"po0 fs14 cl2 l457 t1913\" id=\"a6998\">por<div class=\"d0 w345\">\u00a0</div>venta<div class=\"d0 w229\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>libros<div class=\"d0 w31\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>periodo<div class=\"d0 w484\">\u00a0</div>considerado<div class=\"d0 w543\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>proyecciones<div class=\"d0 w518\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2024<div class=\"d0 w293\">\u00a0</div>es </div><div class=\"po0 fs14 cl2 l457 t1914\" id=\"a6999\">similar a los<div class=\"d0 w418\">\u00a0</div>utilizados en el<div class=\"d0 w39\">\u00a0</div>test de deterioro del<div class=\"d0 w22\">\u00a0</div>ejercicio 2023. A<div class=\"d0 w31\">\u00a0</div>estos efectos, se debe </div><div class=\"po0 fs14 cl2 l457 t1915\" id=\"a7004\">considerar que se trata de un negocio afectado por los ciclos educativos<div class=\"d0 w251\">\u00a0</div>de ense\u00f1anza. </div><div class=\"po0 fs33 cl2 l340 t959\" id=\"a7007\">-</div><div class=\"po0 fs14 cl2 l457 t1916\" id=\"a7009\">Santillana Educa\u00e7ao Ltda.: </div><div class=\"po0 fs26 cl2 l869 t1917\" id=\"a7013\">Evoluci\u00f3n<div class=\"d0 w223\">\u00a0</div>del<div class=\"d0 w248\">\u00a0</div>mercado<div class=\"d0 w58\">\u00a0</div>de<div class=\"d0 w539\">\u00a0</div>ense\u00f1anza<div class=\"d0 w23\">\u00a0</div>privada </div><div class=\"po0 fs14 cl2 l870 t1918\" id=\"a7014\">\u2013<div class=\"d0 w293\">\u00a0</div>La<div class=\"d0 w164\">\u00a0</div>Direcci\u00f3n<div class=\"d0 w47\">\u00a0</div>adapta<div class=\"d0 w367\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>proyecciones<div class=\"d0 w518\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l869 t1919\" id=\"a7017\">mercado<div class=\"d0 w565\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>educaci\u00f3n<div class=\"d0 w442\">\u00a0</div>a<div class=\"d0 w194\">\u00a0</div>las<div class=\"d0 w431\">\u00a0</div>circunstancias<div class=\"d0 w401\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>entorno<div class=\"d0 w442\">\u00a0</div>macroecon\u00f3mico<div class=\"d0 w204\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>Brasil </div><div class=\"po0 fs14 cl2 l869 t1920\" id=\"a7018\">(principalmente PIB<div class=\"d0 w169\">\u00a0</div>e inflaci\u00f3n)<div class=\"d0 w234\">\u00a0</div>y del<div class=\"d0 w420\">\u00a0</div>sector educativo.<div class=\"d0 w31\">\u00a0</div>En cuanto<div class=\"d0 w223\">\u00a0</div>a las<div class=\"d0 w419\">\u00a0</div>tendencias del </div><div class=\"po0 fs14 cl2 l869 t1921\" id=\"a7021\">sector<div class=\"d0 w27\">\u00a0</div>educativo, el<div class=\"d0 w404\">\u00a0</div>mercado privado<div class=\"d0 w483\">\u00a0</div>sigue manteniendo<div class=\"d0 w483\">\u00a0</div>cierto nivel<div class=\"d0 w404\">\u00a0</div>de madurez<div class=\"d0 w380\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l869 t1922\" id=\"a7022\">niveles<div class=\"d0 w741\">\u00a0</div>estables<div class=\"d0 w842\">\u00a0</div>en<div class=\"d0 w308\">\u00a0</div>las<div class=\"d0 w622\">\u00a0</div>matr\u00edculas<div class=\"d0 w220\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>alumnos<div class=\"d0 w309\">\u00a0</div>y<div class=\"d0 w836\">\u00a0</div>en<div class=\"d0 w310\">\u00a0</div>el<div class=\"d0 w629\">\u00a0</div>que<div class=\"d0 w705\">\u00a0</div>los<div class=\"d0 w358\">\u00a0</div>colegios<div class=\"d0 w302\">\u00a0</div>buscan </div><div class=\"po0 fs14 cl2 l869 t1059\" id=\"a7027\">diferenciarse.<div class=\"d0 w281\">\u00a0</div>Esto<div class=\"d0 w245\">\u00a0</div>hace<div class=\"d0 w338\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>ofertas<div class=\"d0 w287\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>servicios<div class=\"d0 w226\">\u00a0</div>educativos<div class=\"d0 w343\">\u00a0</div>h\u00edbridos<div class=\"d0 w248\">\u00a0</div>(impresos<div class=\"d0 w343\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l869 t913\" id=\"a7028\">digitales) sigan creciendo<div class=\"d0 w143\">\u00a0</div>en detrimento de<div class=\"d0 w148\">\u00a0</div>los libros<div class=\"d0 w267\">\u00a0</div>tradicionales de<div class=\"d0 w561\">\u00a0</div>texto. En conjunto, </div><div class=\"po0 fs14 cl2 l869 t1923\" id=\"a7030\">se estima<div class=\"d0 w484\">\u00a0</div>ligero crecimiento basado<div class=\"d0 w58\">\u00a0</div>principalmente en<div class=\"d0 w9\">\u00a0</div>los crecimientos de<div class=\"d0 w230\">\u00a0</div>sistemas de </div><div class=\"po0 fs14 cl2 l869 t1924\" id=\"a7031\">ense\u00f1anza.<div class=\"d0 w843\">\u00a0</div></div><div class=\"po0 fs14 cl2 l457 t1925\" id=\"a7034\">A efectos informativos, el CAGR de los ingresos por<div class=\"d0 w515\">\u00a0</div>venta de sistemas de ense\u00f1anza del </div><div class=\"po0 fs14 cl2 l457 t1926\" id=\"a7035\">periodo considerado<div class=\"d0 w367\">\u00a0</div>en las<div class=\"d0 w404\">\u00a0</div>proyecciones del<div class=\"d0 w486\">\u00a0</div>ejercicio 2024<div class=\"d0 w486\">\u00a0</div>es<div class=\"d0 w34\">\u00a0</div>tres puntos<div class=\"d0 w539\">\u00a0</div>porcentuales </div><div class=\"po0 fs14 cl2 l457 t1927\" id=\"a7039\">inferior a los utilizados en<div class=\"d0 w19\">\u00a0</div>el test de deterioro del ejercicio 2023.<div class=\"d0 w129\">\u00a0</div>A estos efectos, se debe </div><div class=\"po0 fs14 cl2 l457 t1928\" id=\"a7046\">considerar<div class=\"d0 w615\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>trata<div class=\"d0 w160\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>negocio<div class=\"d0 w222\">\u00a0</div>afectado<div class=\"d0 w228\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>novedades<div class=\"d0 w391\">\u00a0</div>curriculares<div class=\"d0 w287\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l457 t1929\" id=\"a7047\">ense\u00f1anza. </div><div class=\"po0 fs33 cl2 l340 t1930\" id=\"a7050\">-</div><div class=\"po0 fs14 cl2 l457 t1931\" id=\"a7052\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U.,<div class=\"d0 w550\">\u00a0</div>Propulsora Monta\u00f1esa, S.A y Grupo<div class=\"d0 w324\">\u00a0</div>Latino </div><div class=\"po0 fs14 cl2 l457 t1932\" id=\"a7055\">de Radiodifusi\u00f3n Chile, Ltda:<div class=\"d0 w762\">\u00a0</div></div><div class=\"po0 fs26 cl2 l457 t1933\" id=\"a7058\">Evoluci\u00f3n del mercado de publicidad</div><div class=\"po0 fs14 cl2 l871 t1934\" id=\"a7059\"><div class=\"d0 w352\">\u00a0</div>\u2013 La Direcci\u00f3n<div class=\"d0 w332\">\u00a0</div>adapta las proyecciones del<div class=\"d0 w478\">\u00a0</div>mercado de </div><div class=\"po0 fs14 cl2 l457 t1935\" id=\"a7063\">publicidad<div class=\"d0 w395\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>circunstancias<div class=\"d0 w55\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>entorno<div class=\"d0 w228\">\u00a0</div>macroecon\u00f3mico<div class=\"d0 w18\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>Espa\u00f1a<div class=\"d0 w295\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>Chile<div class=\"d0 w518\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l457 t1898\" id=\"a7064\">sector<div class=\"d0 w27\">\u00a0</div>publicitario en<div class=\"d0 w223\">\u00a0</div>particular. En<div class=\"d0 w280\">\u00a0</div>ese sentido,<div class=\"d0 w172\">\u00a0</div>se tiene<div class=\"d0 w166\">\u00a0</div>en cuenta<div class=\"d0 w232\">\u00a0</div>las estimaciones<div class=\"d0 w167\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l457 t1936\" id=\"a7065\">mercado<div class=\"d0 w239\">\u00a0</div>realizadas<div class=\"d0 w48\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>PwC<div class=\"d0 w367\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>su<div class=\"d0 w345\">\u00a0</div>informe<div class=\"d0 w223\">\u00a0</div>\u201cGlobal Entertainment<div class=\"d0 w277\">\u00a0</div>&amp;<div class=\"d0 w171\">\u00a0</div>Media<div class=\"d0 w295\">\u00a0</div>Outlook </div><div class=\"po0 fs14 cl2 l457 t1937\" id=\"a7067\">2023-2027\u201d<div class=\"d0 w344\">\u00a0</div>(que<div class=\"d0 w39\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>difieren<div class=\"d0 w333\">\u00a0</div>apenas<div class=\"d0 w361\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las<div class=\"d0 w8\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>informe<div class=\"d0 w7\">\u00a0</div>2024-2028)<div class=\"d0 w395\">\u00a0</div>e<div class=\"d0 w295\">\u00a0</div>i2P.<div class=\"d0 w200\">\u00a0</div>Asimismo,<div class=\"d0 w59\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l457 t1938\" id=\"a7084\">Grupo<div class=\"d0 w340\">\u00a0</div>tiene<div class=\"d0 w2\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>cuenta<div class=\"d0 w227\">\u00a0</div>su<div class=\"d0 w274\">\u00a0</div>experiencia<div class=\"d0 w391\">\u00a0</div>pasada<div class=\"d0 w274\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>sector<div class=\"d0 w2\">\u00a0</div>radiof\u00f3nico,<div class=\"d0 w162\">\u00a0</div>considerando </div><div class=\"po0 fs14 cl2 l457 t1939\" id=\"a7085\">adem\u00e1s<div class=\"d0 w212\">\u00a0</div>su<div class=\"d0 w717\">\u00a0</div>posicionamiento<div class=\"d0 w717\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>t\u00e9rminos<div class=\"d0 w465\">\u00a0</div>de<div class=\"d0 w544\">\u00a0</div>cuotas<div class=\"d0 w533\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>participaci\u00f3n<div class=\"d0 w715\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>mercado </div><div class=\"po0 fs14 cl2 l457 t1940\" id=\"a7088\">publicitario. </div><div class=\"po0 fs14 cl2 l457 t1941\" id=\"a7091\">Finalmente, y a<div class=\"d0 w200\">\u00a0</div>efectos informativos, el CAGR<div class=\"d0 w231\">\u00a0</div>de los ingresos<div class=\"d0 w20\">\u00a0</div>publicitarios del periodo </div><div class=\"po0 fs14 cl2 l457 t1942\" id=\"a7092\">considerado<div class=\"d0 w517\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>proyecciones<div class=\"d0 w404\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2024<div class=\"d0 w119\">\u00a0</div>es<div class=\"d0 w175\">\u00a0</div>aproximadamente<div class=\"d0 w486\">\u00a0</div>similar<div class=\"d0 w173\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l457 t1943\" id=\"a7098\">utilizados<div class=\"d0 w363\">\u00a0</div>en<div class=\"d0 w355\">\u00a0</div>el<div class=\"d0 w575\">\u00a0</div>test<div class=\"d0 w579\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>deterioro<div class=\"d0 w303\">\u00a0</div>del<div class=\"d0 w181\">\u00a0</div>ejercicio<div class=\"d0 w185\">\u00a0</div>2023<div class=\"d0 w186\">\u00a0</div>para<div class=\"d0 w355\">\u00a0</div>Sociedad<div class=\"d0 w569\">\u00a0</div>Espa\u00f1ola<div class=\"d0 w748\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l457 t1944\" id=\"a7101\">Radiodifusi\u00f3n, S.L.U. En<div class=\"d0 w147\">\u00a0</div>el caso<div class=\"d0 w251\">\u00a0</div>de Grupo<div class=\"d0 w332\">\u00a0</div>Latino de<div class=\"d0 w113\">\u00a0</div>Radiodifusi\u00f3n Chile,<div class=\"d0 w515\">\u00a0</div>Ltda., el<div class=\"d0 w414\">\u00a0</div>CAGR </div><div class=\"po0 fs14 cl2 l457 t1945\" id=\"a7109\">de<div class=\"d0 w167\">\u00a0</div>esos<div class=\"d0 w167\">\u00a0</div>mismos<div class=\"d0 w245\">\u00a0</div>ingresos<div class=\"d0 w26\">\u00a0</div>para<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>periodo<div class=\"d0 w484\">\u00a0</div>considerado<div class=\"d0 w19\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>proyecciones<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2024<div class=\"d0 w343\">\u00a0</div>es </div><div class=\"po0 fs14 cl2 l457 t1946\" id=\"a7113\">superior en aproximadamente<div class=\"d0 w96\">\u00a0</div>un punto<div class=\"d0 w299\">\u00a0</div>porcentual a<div class=\"d0 w140\">\u00a0</div>los utilizados<div class=\"d0 w268\">\u00a0</div>en el<div class=\"d0 w140\">\u00a0</div>test de deterioro </div><div class=\"po0 fs14 cl2 l457 t1947\" id=\"a7122\">del ejercicio precedente.<div class=\"d0 w57\">\u00a0</div>En ambos casos se<div class=\"d0 w333\">\u00a0</div>ha considerado el<div class=\"d0 w21\">\u00a0</div>entorno macroecon\u00f3mico </div><div class=\"po0 fs14 cl2 l457 t1948\" id=\"a7125\">y las \u00faltimas estimaciones de mercado. </div></div></div><div class=\"po1 w502 h151 lh0\" id=\"TextBlockContainer2133\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZkvN8bvxFt5K/5AdCk+g4TnQ5z8ALYEBqL9c+AHM3jgBG4mdpBR/LBb+VtqSwcwUzmCTHMXjQlEXNecYRFgXnPd4JR/nCIhB7+KODG1yRKTF1oH8UDLqLze9nz3ACbCDV1cZBkgEnAJjDo71Db2fYlpCwxZYXe9rZ8YoH8+BBwH16wNCMBMqL5LDWlDF8mqz4loMUPO6i3/d5RBn1JeZj+sV7+QFp234FNPADznTe48Dw7lgFTfby4glgEy06xpIiBcNzB3Vr1viJ/+obrGSPEOeiDAHbEEwA2qwQRnHFvuEfcobhPP1lwQ2hrflurWoyXEo6mAexxfkmABtgyr89rdi7Tui1Qn49qvn8g03sk5scL8gI169UrRTR1Q/lowAncALspYLcq6mgBe7lxWxzAXhKwGyX5mRIgeZnc/AQvgzY6n1v11RvxXQhw659rUjROvI0FcPPi/dDeDIgAtga/a+0tDbaIegM4OF6YmB7U4LU++KMB7Pl6Am4ECUBzzY3PLU3omlv10J9rboCN9kZTAWw0EtoZjR1g5W2mAewjgQxTFDMUIeFuhAQEC1lYHUcVGMxoYZ96E3MNPngE1JgKE9Bce0fgLxaHNF0z+1tPHz1wgPMeNV6SCLhPjrK3sxKNRnvzZlOlABvLAM3uwFZKPdHaVCYvMBMAXFtfV5nr3hZM51m8Q8BGaxN4Y9YBYN+4IfPe30gTC2mwnELIXtP9WfdVdAQSaTugxprh+Xmm0egzZhgANfeSp8i4T2Fx1eIe+S2K+xT37L3T1fvc34QIfqO5hW1/e0lFg5Tf3brZrNrHKw37aGXFPlKnf7R20262btlK5ZaVcrdsNLltneFdO+zfs93OPXvVvmsv4M4d2+3dtePRPetOP5Cz8aHVK/dtvfGRrdQ+EKBvCdDX5O+vubYfSJAwZw7zxBmr21ge8hUX6QqIG+kmGqlr2WAIoI3liuC/Aih3Y53iGr9O11xo55QGv07k55SOJ1Z+RJGJBDOg3WeelRvX6QoXGkSisSQI1KH54oWGq7Icqu5zM5WEObwvoPjCDgSV/Foe0sA09SAS9fY2EmlnDlr6NPNT6WH8ViwAgn7MJxNUZOntAQFACT8CXuT9avu5vXjJDwU8tKdPH/gqNB79ZFksK9GYpmLqCz8ZwGF+I3R4xRIaG3+daDxWCMKVep6d8agskXWWm9Y8QMfTX7fv3LNb8t+db96Vf3/PZyWYsSC9dedD8Qc+a8H5mPAIJ4KRk9FEFgrvl8Nfx7LgJY8nLtSufkR9c/pewU0zZ8y4U8rYK6kWy+WC3WqU7GcrVfvl2pL9enPD/kGa5f7qLduq37J68bblpnesO7orrf6BbXc+sOfnH9jjs+CX3Q9tb/ChnU7u26TwkbTRx7be/JnAfc+a5ZtWK8j3yi17ZL47KcnEZ9FLznqqyEAV8ufFs8p5wr8roQyMgNTBiimNGxAPbTDwxg6AAFsCnFfCeyjR3PalusX+qG8ccEzPmet8vF3CFkAbazBGME9l0Wi/jHP5fTDe9a0BL83lbxmVkAXglUrdr+GnfXjnOau2wnxmDTfvMh9l7Utt1E1V33qbKDOVR5tn8/loQIFCeeJLs9ab97ZjOvP02+7eS3spLf7sxSMH9JPHn0vD8yTYA3+pooNb5/HMO+WXyiWf2mOaz380QBYKGpTyPVh23hafq1wJIrlitBWQYsEAXAe0z0SkB1gu1rrDBDt58wtWj1sgEiSlYkXtMmnxvgTHmSyDAwmmbY8PoNldoM3fxstf3it9r+BOFENQpHbmc1NWmPoL/W80ytLcVfsF4N5YF7hvCtw3Z+A2u2M9gfuwd8/B/aJ9z56cBb+UJt8H3OMPZdp/ZLXKRwL3xw7ulsBdL8j3ygvcMul7LGyZ5AXyvIO7rwqxYi70CoN9VsPvTAGwpIU16DMA0HiKcVCjSTVCpq7hdIgqzAYB6dyASFXzdG6/KKqtfQnUGfOdQ4DLwS1wpYg3AzM1l3oRWAPc+Jus9+YxzPSyAs4nTuDLWuVi7Gy/dP8azcvbUX2VmYNbnMUxkuaetVENBOiA29/JJnCjUVlgArgxnx3cRxm4twF3aG8enHkscPNwyPPnj+MlDQQnpblHE2luuS2sGPOXPar+gA/NSnm8Q67dDnAPhrEKkgdesFJYEJM0900Be7a2ILEAfxONrnNYZ4BVQ4yk0SDmUPE29ruAW4Lv8NCfrjuRsEprCy7u0uX79b7p+/e5vX3RSP5r+OkfphzBtXjJIDKH1WxMm7nZzqCT6d7A16uUrS5fpiVfb5kpHPmiy9WKbTWqtlmHa7Zeq9pqpWpNdfzpIG8H3ZxM+IkEwti222Ntj+2kN5KJP7FhNsgZ/ggZlrN7rRIwrogAFD8KgKk2e1ChEO/qYlChLYheY/JhUuK/MXCiCm+oxxv2c64vw5TZC/r9HWcaYJjMRLeJIMNoHparUiZlYYr70kv1JdcldyCCa7x9Rf2SveETM3dV5rrPr3v0O/xa5trxR1kl5qu0BCjOJU/yvs2S1Vt3XKvSNsxhgmrMHcfDHWNZB/FKZt6kin/rL0D0wFsE33hxoz/QoWMRlFuW8ElvTbnmmvf27dDAuBQt+cnMONAe6oRA4TfD/O2om/G65A8++JmvukNjU0+EW3pIhPoTFMNd4ccaCGLiUlBfUvoIv5qgGSY6727Db6dfiJvQt2xzXtyruF9XOKzeRd9vQG2+TYDagT1LabRA7lthqteK8FQglWav5m2tXsjeRFqwjUZBgFaqfde073ZLPrvMel41vFwu6jq0h0B9PrZHpwP79Ghgj5U+gU8GMu1HsgJkHmoQAuyCqlDhRYfacGDz+Y53Yf565nGZ/2QXIOAVxAxUwMbAn4F7YzMGfxaJvtxrIn2NfOFQuakY0giGoYULMQB1HgOQuWuAQODOV8BJoPBebwJAvDOMc3gxYOQv1oB0P1rAYL7bV4VRX4Fvk/edy6piXpwBTJ7UmcdBCbr5oBdQY7UW89Qr/hth/Agg1/KmE6wD3o0OYFhlxrkJFAAV4YGgI2qND+3R6/UIcrEiz1ngpN94igyz+c7dWIKLtiXyTd/Sx/Q3mpo6IVRuZK90ZnEQwoB+4HzWhlMfd5u8E6JfITaJKaTYAcD3XxNV+3wqbXVNdZFW92W5GzOQE9gLNywR4yrbfL90lT++/01JAzL+0jcRrWUrWC6hM6by2WAi7SvuT+xEzvGxbOgTcUcH0bpDmbX82L2/uFACgB8FqGiMyoW3kvhzgfqz44HSvnWlqQdyrgfKfEsC4t5y0T5YKtkdMT8qcKvJDxTwaCpCBmviu98FwAYzdcLqL0xYf9OKz98yxXPkg5BBhzbCTIx3lfNTsfH88DwhdBK5C/EaobkT+5rno307zh7iSL8mioYCQDA+Z2gffuM7prX8LihNPzMcgaL4PS6CXnRL0nLM6fqcuUDLKje/Jq3llmkKMzPg7RKTRqQ8tLC/+IBlqrOlqh1/CQUWTjDTevFWFWdpeFybiCkQAGS+nWh/3QUiQgO/27Us7scknpU/UB/4k2pyAQA57aUNMV1GVHzT84t4QQbG+duv/qDHqRPPiXMvmV5Lv01GBJ7+IE/MfYRQCKotz+9CIOv/94Bu3b+r/PH9v4O8o+iqS72nb2l/GmBmXYG3K0CSngvcZ0PzlH2jDNzk0pSqh2vSvvFzvvL1lAGg/kxM2tc17mfqmi1p/A+WS863BGz/kQGZCMsSEh7xVa5XBW6IQYmJnDiWn8ZrcvFnGRA1pqSkwVg3zRw3A3Se5oENRS9dJrRK8m0BDPmziopByZQNc8GAGJMVEKRy0hSb5+H/4znvmFaTP8kKL8AqwUTemK34s2jzldWY30XD89goZfnqMJULsDDvASDLRmkfwTkXDpWaa0JMf6wa/xFDAZkHOAB0MM9hD7z/ADfWiLsNAByrQgIl8pJ14WVEH3Lv/BoJOfqb59URVLSFttIHTC9i8rsrIPOf/LyXPfXNGcUm8YPIj+WoBAPb8uHjIZSu+/xodPJPQoaU/ObBDb1vgP9w4J6ji+F5AfWZ9hD74haBcaB0IFeyp21Z1L6fKDNghfDJYbS1nyvua+A8lgn+5KTvpjj5ctswwfmR/FutsrR1/M52aH6WxoY5T+dfxQ0IbFPPWBQSPPBB5sDRAGagoaXhmRYVs3Dk7yWA5/0nngFE5eBvukZ3X5FIcWgZygptFX52IqpNXfnxA1Iiv77eWgOaRvn56u/wNwNQDGpA6m1EkFA2gBXz2uJYiFNxEGACu6Xg9xEQBhCdVVd/ZXJKxfSfCy1x3JcATAJq6kNfD6A2cQrnpn5nfp65fh78oL2xViD7zTMJBjjyDX7brY9pvHjrigtL3Uf/wUK1O/pRrHyjf7EoYp6bNwVBaUyl9H3RjwLcbyKHNgNU2/66WPbpH5oYLAvf/j0GsV+iTk2aNmdtmd2JX50NbPtcLJVfzE/910HgNTn0m3V+mbPsvyDCPt5BXhLT8d75V3ADUv2irqFR4TRYiSL7/LCbmQGwBLZvNwAu+iTKyJ6wUsf5RwfJlwUwqRwfzH5FVl6WRD3jGvIBgKQpD07k+tD8sQw2tS2uydqr9GIqMNqZpuqinCgjsf7pT/lk6Wx/Vv+oYFwbJnrUI+XtqT46O8srBEjqC8pNnPqANKoT+b6Noi6pXcqPetInDExd6j2pjJLvHtYQ4I7rU5tT+r5I9fwxgztLRclchy62oDgvKDqVPm7L/E7gPuwM7ag7VDoyueP+65vwkhxzfo6XHwEk+OaRcrH/5rbYO/+KbkC6sUGXW/A2uqqbf7nsNzcpztG/dO43KppBTkpfRXpBF4VeasfF7vnNr1C6It3/oMtXJE0IXW7TpS/fKK/Xr/l64vqUR6TU4fW+jnwj7/lj9MlV3d+3EeC+sMN+RJSafdE1b6Kv9KTv4vySfG5Z2NaUy7pezdtNbXy4UrJ7/B4YvwUmbc1vf7WksSvS1IBawt8vljz2nN+Q+0+CGGSv84yyPvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2133\"><div class=\"po0 fs14 cl2 l340 t1949\" id=\"a7137\">Para<div class=\"d0 w228\">\u00a0</div>el resto<div class=\"d0 w297\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>variables<div class=\"d0 w21\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>test de<div class=\"d0 w617\">\u00a0</div>deterioro, tales<div class=\"d0 w468\">\u00a0</div>como<div class=\"d0 w50\">\u00a0</div>inversi\u00f3n en<div class=\"d0 w469\">\u00a0</div>capital<div class=\"d0 w39\">\u00a0</div>circulante, </div><div class=\"po0 fs14 cl2 l340 t1950\" id=\"a7138\">capital<div class=\"d0 w383\">\u00a0</div>fijo,<div class=\"d0 w60\">\u00a0</div>pagos<div class=\"d0 w383\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>arrendamientos y<div class=\"d0 w492\">\u00a0</div>pagos<div class=\"d0 w39\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>impuestos,<div class=\"d0 w34\">\u00a0</div>su<div class=\"d0 w344\">\u00a0</div>estimaci\u00f3n<div class=\"d0 w201\">\u00a0</div>est\u00e1<div class=\"d0 w129\">\u00a0</div>basada<div class=\"d0 w295\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l340 t1951\" id=\"a7139\">mayor medida en la<div class=\"d0 w410\">\u00a0</div>experiencia hist\u00f3rica<div class=\"d0 w251\">\u00a0</div>y actual o en<div class=\"d0 w300\">\u00a0</div>correlaci\u00f3n con otras<div class=\"d0 w328\">\u00a0</div>variables (ingresos, </div><div class=\"po0 fs14 cl2 l340 t1952\" id=\"a7141\">resultado, etc.). </div><div class=\"po0 fs26 cl2 l362 t1953\" id=\"a7144\">Resultado de los test de deterioro- </div><div class=\"po0 fs14 cl2 l362 t1954\" id=\"a7148\">De acuerdo con las estimaciones y<div class=\"d0 w299\">\u00a0</div>proyecciones de las que disponen los<div class=\"d0 w300\">\u00a0</div>Administradores de la </div><div class=\"po0 fs14 cl2 l362 t1955\" id=\"a7149\">Sociedad, las previsiones<div class=\"d0 w342\">\u00a0</div>de los flujos<div class=\"d0 w446\">\u00a0</div>de caja atribuibles<div class=\"d0 w266\">\u00a0</div>a las unidades<div class=\"d0 w267\">\u00a0</div>generadoras de efectivo </div><div class=\"po0 fs14 cl2 l362 t1956\" id=\"a7150\">a las que se encuentran asignados los distintos<div class=\"d0 w251\">\u00a0</div>fondos de comercio permiten recuperar el valor </div><div class=\"po0 fs14 cl2 l504 t1957\" id=\"a7152\">en libros de cada uno de los fondos de comercio registrados a 31 de<div class=\"d0 w402\">\u00a0</div>diciembre de 2024.</div></div></div><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2153\"><div class=\"po0 l342 t756 f0\" id=\"div_2150_XBRL_TS_2ebfcff7d6914c25add4a113aab25768\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2151\"><div class=\"po1 w198 z0\" id=\"TextContainer2151\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a7349\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a7350\">ha sido el siguiente:</div></div></div></div></div><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2173\"><div class=\"po0 l342 t756 f0\" id=\"div_2170_XBRL_TS_7e1bb124aa1d4a2ba397ba1fb90f8eec\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2171\"><div class=\"po1 w198 z0\" id=\"TextContainer2171\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a7795\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a7796\">fue el siguiente:</div></div></div></div></div><div class=\"po1 w502 h57 lh0\" id=\"TextBlockContainer2197\"><div class=\"po1 w502 z0\" id=\"TextContainer2197\"><div class=\"po0 fs26 cl2 l362 t756\" id=\"a8361\">P\u00e9rdida por deterioro- </div><div class=\"po0 fs14 cl2 l340 t2198\" id=\"a8365\">En<div class=\"d0 w237\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>ejercicios<div class=\"d0 w486\">\u00a0</div>2024<div class=\"d0 w31\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>2023<div class=\"d0 w293\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>registraron<div class=\"d0 w296\">\u00a0</div>deterioros<div class=\"d0 w286\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>prototipos<div class=\"d0 w543\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>libros<div class=\"d0 w31\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>Santillana, </div><div class=\"po0 fs14 cl2 l340 t2199\" id=\"a8368\">fundamentalmente<div class=\"d0 w291\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>Brasil,<div class=\"d0 w468\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>importe<div class=\"d0 w285\">\u00a0</div>de<div class=\"d0 w292\">\u00a0</div>1.912<div class=\"d0 w378\">\u00a0</div>miles<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>euros<div class=\"d0 w377\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>1.348<div class=\"d0 w226\">\u00a0</div>miles<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>euros, </div><div class=\"po0 fs14 cl2 l341 t1311\" id=\"a8376\">respectivamente.</div></div></div><div class=\"po1 w198 h165 lh0\" id=\"TextBlockContainer2233\"><div class=\"w89 po0 h12 l1035 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t2205 bgc0\">\u00a0</div>\n<div class=\"w868 po0 h12 l1036 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1035 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1037 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t2207 bgc0\">\u00a0</div>\n<div class=\"w869 po0 h12 l1036 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1038 t2207 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1039 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t2207 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1041 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1042 t2207 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1043 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t2207 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1045 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t2207 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1047 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1035 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1038 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1040 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1042 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1044 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1046 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l1037 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t2208 bgc0\">\u00a0</div>\n<div class=\"w872 po0 h12 l530 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t2208 bgc0\">\u00a0</div>\n<div class=\"w869 po0 h12 l1036 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1038 t2208 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1039 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t2208 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1041 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1042 t2208 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1043 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t2208 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1045 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t2208 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1047 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1035 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1038 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1042 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1044 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1046 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1037 t2209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1035 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1038 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1040 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1042 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1044 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1046 t2210 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1037 t2210 bgc0\">\u00a0</div>\n<div class=\"w873 po0 h41 l529 t2211 bgc3\">\u00a0</div>\n<div class=\"w874 po0 h126 l531 t2212 bgc3\">\u00a0</div>\n<div class=\"w869 po0 h41 l1036 t2211 bgc3\">\u00a0</div>\n<div class=\"w875 po0 h126 l1048 t2212 bgc3\">\u00a0</div>\n<div class=\"w876 po0 h41 l1049 t2211 bgc3\">\u00a0</div>\n<div class=\"w877 po0 h126 l1050 t2212 bgc3\">\u00a0</div>\n<div class=\"w852 po0 h41 l1041 t2211 bgc3\">\u00a0</div>\n<div class=\"w855 po0 h126 l1051 t2212 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h41 l1043 t2211 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l1052 t2212 bgc3\">\u00a0</div>\n<div class=\"w878 po0 h41 l1045 t2211 bgc3\">\u00a0</div>\n<div class=\"w879 po0 h126 l1053 t2212 bgc3\">\u00a0</div>\n<div class=\"w876 po0 h41 l1054 t2211 bgc3\">\u00a0</div>\n<div class=\"w877 po0 h126 l1055 t2212 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2213 bgc0\">\u00a0</div>\n<div class=\"w873 po0 h12 l529 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t2213 bgc0\">\u00a0</div>\n<div class=\"w869 po0 h12 l1036 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1038 t2213 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1039 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t2213 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1041 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1042 t2213 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1043 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t2213 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1045 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t2213 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1047 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t2213 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1243 bgc0\">\u00a0</div>\n<div class=\"w873 po0 h12 l529 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1035 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t1243 bgc0\">\u00a0</div>\n<div class=\"w869 po0 h12 l1036 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1038 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1038 t1243 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1039 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t1243 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1041 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1042 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1042 t1243 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1043 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1044 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1044 t1243 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1045 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1046 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t1243 bgc0\">\u00a0</div>\n<div class=\"w870 po0 h12 l1047 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1037 t2211 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t1243 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1037 t1243 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2233\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a8476\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l540 t2214\" id=\"a8477\">ha sido el siguiente: </div><div class=\"po0 fs35 cl2 l931 t2215\" id=\"a8481\">Miles de euros </div><div class=\"po0 fs35 cl2 l900 t2216\" id=\"a8483\">Saldo al </div><div class=\"po0 fs35 cl2 l1056 t2217\" id=\"a8484\">31.12.2023 </div><div class=\"po0 fs35 cl2 l1057 t2216\" id=\"a8486\">Ajustes por </div><div class=\"po0 fs35 cl2 l1058 t2217\" id=\"a8487\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l547 t2218\" id=\"a8489\">Cambios en </div><div class=\"po0 fs35 cl2 l565 t2219\" id=\"a8490\">el </div><div class=\"po0 fs35 cl2 l1059 t2220\" id=\"a8491\">porcentaje </div><div class=\"po0 fs35 cl2 l1060 t2219\" id=\"a8493\">Dividendos </div><div class=\"po0 fs35 cl2 l1061 t2216\" id=\"a8495\">Participaci\u00f3n </div><div class=\"po0 fs35 cl2 l1062 t2217\" id=\"a8497\"><div class=\"d0 w113\">\u00a0</div>en resultados </div><div class=\"po0 fs35 cl2 l1063 t2216\" id=\"a8500\">Saldo al </div><div class=\"po0 fs35 cl2 l1064 t2217\" id=\"a8501\">31.12.2024 </div><div class=\"po0 fs35 cl2 l556 t2221\" id=\"a8503\">Sistema Radi\u00f3polis, S.A. de C.V.<div class=\"d0 w880\">\u00a0</div></div><div class=\"po0 fs35 cl2 l1065 t2221\" id=\"a8505\">44.409 </div><div class=\"po0 fs35 cl2 l1066 t2221\" id=\"a8507\">(6.244) </div><div class=\"po0 fs35 cl2 l1067 t2221\" id=\"a8509\">- </div><div class=\"po0 fs35 cl2 l1019 t2221\" id=\"a8511\">(745) </div><div class=\"po0 fs35 cl2 l1068 t2221\" id=\"a8513\">2.898 </div><div class=\"po0 fs35 cl2 l1069 t2221\" id=\"a8515\">40.318 </div><div class=\"po0 fs35 cl2 l556 t2222\" id=\"a8517\">Otras sociedades </div><div class=\"po0 fs35 cl2 l990 t2222\" id=\"a8519\">652 </div><div class=\"po0 fs35 cl2 l1070 t2222\" id=\"a8521\">(2) </div><div class=\"po0 fs35 cl2 l1071 t2222\" id=\"a8523\">(124) </div><div class=\"po0 fs35 cl2 l1019 t2222\" id=\"a8525\">(291) </div><div class=\"po0 fs35 cl2 l1072 t2222\" id=\"a8527\">281 </div><div class=\"po0 fs35 cl2 l692 t2222\" id=\"a8529\">516 </div><div class=\"po0 fs36 cl2 l556 t2223\" id=\"a8531\">Total </div><div class=\"po0 fs36 cl2 l1065 t2223\" id=\"a8533\">45.061 </div><div class=\"po0 fs36 cl2 l1066 t2223\" id=\"a8535\">(6.246) </div><div class=\"po0 fs36 cl2 l1071 t2223\" id=\"a8537\">(124) </div><div class=\"po0 fs36 cl2 l1073 t2223\" id=\"a8539\">(1.036) </div><div class=\"po0 fs36 cl2 l1068 t2223\" id=\"a8541\">3.179 </div><div class=\"po0 fs36 cl2 l1069 t2223\" id=\"a8543\">40.834 </div><div class=\"po0 fs14 cl2 l540 t2224\" id=\"a8547\">Durante el ejercicio 2024, la variaci\u00f3n en el ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l1074 t2225\" id=\"a8549\">Inversiones contabilizadas por el m\u00e9todo de la </div><div class=\"po0 fs26 cl2 l540 t2226\" id=\"a8550\">participaci\u00f3n</div><div class=\"po0 fs14 cl2 l1075 t2227\" id=\"a8551\">\u201d del balance de<div class=\"d0 w472\">\u00a0</div>situaci\u00f3n consolidado adjunto<div class=\"d0 w354\">\u00a0</div>se produce, fundamentalmente,<div class=\"d0 w341\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l540 t2228\" id=\"a8552\">la participaci\u00f3n en el resultado de Sistema Radi\u00f3polis, S.A. de C.V. por<div class=\"d0 w63\">\u00a0</div>importe de 2.898 miles </div><div class=\"po0 fs14 cl2 l540 t2229\" id=\"a8553\">de<div class=\"d0 w246\">\u00a0</div>euros, minorado<div class=\"d0 w369\">\u00a0</div>por el<div class=\"d0 w247\">\u00a0</div>efecto del<div class=\"d0 w345\">\u00a0</div>dividendo repartido<div class=\"d0 w333\">\u00a0</div>por Radi\u00f3polis<div class=\"d0 w338\">\u00a0</div>por importe<div class=\"d0 w223\">\u00a0</div>de 745 </div><div class=\"po0 fs14 cl2 l540 t2230\" id=\"a8559\">miles de euros y el efecto negativo del tipo de cambio. </div><div class=\"po0 fs14 cl2 l540 t2231\" id=\"a8564\">La<div class=\"d0 w164\">\u00a0</div>participaci\u00f3n<div class=\"d0 w165\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>Radi\u00f3polis<div class=\"d0 w418\">\u00a0</div>a<div class=\"d0 w248\">\u00a0</div>31<div class=\"d0 w293\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>diciembre<div class=\"d0 w420\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2024<div class=\"d0 w247\">\u00a0</div>incluye<div class=\"d0 w264\">\u00a0</div>23.112<div class=\"d0 w343\">\u00a0</div>miles<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros<div class=\"d0 w484\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l540 t2232\" id=\"a8570\">inversi\u00f3n que el Grupo PRISA<div class=\"d0 w406\">\u00a0</div>registra por encima<div class=\"d0 w113\">\u00a0</div>del valor de la participaci\u00f3n<div class=\"d0 w387\">\u00a0</div>del Grupo en el </div><div class=\"po0 fs14 cl2 l341 t2233\" id=\"a8571\">patrimonio neto consolidado en Radi\u00f3polis.</div></div></div><div class=\"po1 w502 h169 lh0\" id=\"TextBlockContainer2248\"><div class=\"po1 w502 z0\" id=\"TextContainer2248\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8681\">El<div class=\"d0 w110\">\u00a0</div>test<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>deterioro<div class=\"d0 w246\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>inversi\u00f3n neta<div class=\"d0 w469\">\u00a0</div>en<div class=\"d0 w231\">\u00a0</div>Sistema Radi\u00f3polis,<div class=\"d0 w468\">\u00a0</div>S.A.<div class=\"d0 w17\">\u00a0</div>de C.V.<div class=\"d0 w6\">\u00a0</div>obtiene el<div class=\"d0 w168\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a8683\">recuperable de dicha inversi\u00f3n, cuyo valor en uso<div class=\"d0 w19\">\u00a0</div>ha sido calculado a partir de las<div class=\"d0 w22\">\u00a0</div>previsiones </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a8684\">de los pr\u00f3ximos<div class=\"d0 w410\">\u00a0</div>5 a\u00f1os, incluyendo<div class=\"d0 w740\">\u00a0</div>un valor<div class=\"d0 w514\">\u00a0</div>terminal en<div class=\"d0 w402\">\u00a0</div>el que se<div class=\"d0 w550\">\u00a0</div>aplica una<div class=\"d0 w125\">\u00a0</div>tasa de crecimiento </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a8685\">esperado constante de<div class=\"d0 w560\">\u00a0</div>entre el<div class=\"d0 w557\">\u00a0</div>0,5% y el<div class=\"d0 w616\">\u00a0</div>1,5% (entre<div class=\"d0 w266\">\u00a0</div>0,5% y<div class=\"d0 w299\">\u00a0</div>el 1,5%<div class=\"d0 w516\">\u00a0</div>en 2023).<div class=\"d0 w561\">\u00a0</div>A efectos<div class=\"d0 w423\">\u00a0</div>de calcular </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a8693\">el valor actual de estos<div class=\"d0 w147\">\u00a0</div>flujos, se descuentan<div class=\"d0 w299\">\u00a0</div>a una tasa<div class=\"d0 w113\">\u00a0</div>que refleja el coste<div class=\"d0 w299\">\u00a0</div>medio ponderado del </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a8694\">capital empleado<div class=\"d0 w232\">\u00a0</div>ajustado por<div class=\"d0 w391\">\u00a0</div>el riesgo<div class=\"d0 w369\">\u00a0</div>pa\u00eds y<div class=\"d0 w469\">\u00a0</div>riesgo negocio.<div class=\"d0 w333\">\u00a0</div>As\u00ed,<div class=\"d0 w24\">\u00a0</div>en el<div class=\"d0 w245\">\u00a0</div>ejercicio 2024<div class=\"d0 w293\">\u00a0</div>la tasa </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a8701\">utilizada se ha situado entre el 11% y el 12% (entre el 12%<div class=\"d0 w265\">\u00a0</div>y 13% en 2023).<div class=\"d0 w647\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t2260\" id=\"a8717\">En el caso<div class=\"d0 w264\">\u00a0</div>de Radi\u00f3polis las proyecciones de<div class=\"d0 w19\">\u00a0</div>flujos de efectivo se<div class=\"d0 w7\">\u00a0</div>basan en un plan<div class=\"d0 w418\">\u00a0</div>de negocio </div><div class=\"po0 fs14 cl2 l340 t2261\" id=\"a8718\">actualizado<div class=\"d0 w289\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>ejercicio<div class=\"d0 w282\">\u00a0</div>2024.<div class=\"d0 w160\">\u00a0</div>A<div class=\"d0 w340\">\u00a0</div>este<div class=\"d0 w161\">\u00a0</div>respecto,<div class=\"d0 w222\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>ingresos<div class=\"d0 w474\">\u00a0</div>publicitarios<div class=\"d0 w288\">\u00a0</div>constituyen<div class=\"d0 w477\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t2262\" id=\"a8722\">principal fuente<div class=\"d0 w201\">\u00a0</div>de ingresos de<div class=\"d0 w264\">\u00a0</div>Radi\u00f3polis. Se<div class=\"d0 w129\">\u00a0</div>describe a continuaci\u00f3n<div class=\"d0 w228\">\u00a0</div>la principal palanca<div class=\"d0 w239\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t2263\" id=\"a8723\">ingresos<div class=\"d0 w526\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>este<div class=\"d0 w445\">\u00a0</div>negocio,<div class=\"d0 w151\">\u00a0</div>como<div class=\"d0 w256\">\u00a0</div>hip\u00f3tesis<div class=\"d0 w443\">\u00a0</div>clave<div class=\"d0 w211\">\u00a0</div>para<div class=\"d0 w159\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>elaboraci\u00f3n<div class=\"d0 w190\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>sus<div class=\"d0 w889\">\u00a0</div>proyecciones </div><div class=\"po0 fs14 cl2 l340 t961\" id=\"a8724\">considerando adem\u00e1s que es la variable con un mayor juicio<div class=\"d0 w479\">\u00a0</div>para su estimaci\u00f3n: </div><div class=\"po0 fs14 cl2 l1109 t1325\" id=\"a8728\">-</div><div class=\"po0 fs14 cl2 l867 t1325\" id=\"a8730\">Evoluci\u00f3n del mercado<div class=\"d0 w228\">\u00a0</div>de publicidad \u2013 La<div class=\"d0 w238\">\u00a0</div>Direcci\u00f3n ha adaptado<div class=\"d0 w34\">\u00a0</div>las proyecciones del </div><div class=\"po0 fs14 cl2 l867 t744\" id=\"a8734\">mercado de<div class=\"d0 w474\">\u00a0</div>publicidad a<div class=\"d0 w287\">\u00a0</div>las circunstancias<div class=\"d0 w475\">\u00a0</div>del entorno<div class=\"d0 w293\">\u00a0</div>macroecon\u00f3mico de<div class=\"d0 w539\">\u00a0</div>M\u00e9xico y </div><div class=\"po0 fs14 cl2 l867 t2264\" id=\"a8735\">del sector en particular. En ese sentido, teniendo en<div class=\"d0 w125\">\u00a0</div>cuenta las estimaciones de mercado </div><div class=\"po0 fs14 cl2 l867 t2265\" id=\"a8736\">realizadas por PwC en su<div class=\"d0 w47\">\u00a0</div>informe \u201cGlobal<div class=\"d0 w858\">\u00a0</div>Entertainment &amp; Media Outlook 2023-2027\u201d </div><div class=\"po0 fs14 cl2 l867 t2266\" id=\"a8744\">(que<div class=\"d0 w224\">\u00a0</div>no<div class=\"d0 w475\">\u00a0</div>difieren<div class=\"d0 w518\">\u00a0</div>apenas<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>informe<div class=\"d0 w223\">\u00a0</div>2024-2028).<div class=\"d0 w391\">\u00a0</div>Asimismo,<div class=\"d0 w419\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>tiene<div class=\"d0 w338\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l867 t2267\" id=\"a8748\">cuenta<div class=\"d0 w221\">\u00a0</div>su<div class=\"d0 w577\">\u00a0</div>experiencia<div class=\"d0 w312\">\u00a0</div>pasada<div class=\"d0 w577\">\u00a0</div>en<div class=\"d0 w308\">\u00a0</div>el<div class=\"d0 w673\">\u00a0</div>sector<div class=\"d0 w314\">\u00a0</div>radiof\u00f3nico,<div class=\"d0 w254\">\u00a0</div>considerando<div class=\"d0 w742\">\u00a0</div>adem\u00e1s<div class=\"d0 w304\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l867 t2268\" id=\"a8749\">posicionamiento<div class=\"d0 w166\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>sector<div class=\"d0 w294\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>t\u00e9rminos<div class=\"d0 w288\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>cuotas<div class=\"d0 w340\">\u00a0</div>de<div class=\"d0 w279\">\u00a0</div>participaci\u00f3n<div class=\"d0 w5\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>mercado </div><div class=\"po0 fs14 cl2 l867 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w639 z0\" id=\"TextContainer2258\"><div class=\"po0 fs14 cl2 l1110 t756\" id=\"a8763\">A<div class=\"d0 w57\">\u00a0</div>efectos informativos,<div class=\"d0 w57\">\u00a0</div>el CAGR<div class=\"d0 w394\">\u00a0</div>de los<div class=\"d0 w391\">\u00a0</div>ingresos publicitarios<div class=\"d0 w246\">\u00a0</div>del periodo<div class=\"d0 w233\">\u00a0</div>considerado </div><div class=\"po0 fs14 cl2 l1110 t1949\" id=\"a8764\">en<div class=\"d0 w281\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>proyecciones<div class=\"d0 w404\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>ejercicio<div class=\"d0 w369\">\u00a0</div>2024<div class=\"d0 w282\">\u00a0</div>es<div class=\"d0 w3\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>aproximadamente<div class=\"d0 w293\">\u00a0</div>2<div class=\"d0 w539\">\u00a0</div>puntos<div class=\"d0 w290\">\u00a0</div>porcentuales </div><div class=\"po0 fs14 cl2 l1110 t1950\" id=\"a8770\">inferior al utilizado en el test de deterioro de Radi\u00f3polis del ejercicio<div class=\"d0 w584\">\u00a0</div>2023. </div><div class=\"po0 fs14 cl2 l340 t2271\" id=\"a8773\">El resultado<div class=\"d0 w250\">\u00a0</div>del test<div class=\"d0 w484\">\u00a0</div>de deterioro<div class=\"d0 w367\">\u00a0</div>realizado sobre<div class=\"d0 w17\">\u00a0</div>la inversi\u00f3n<div class=\"d0 w119\">\u00a0</div>del Grupo<div class=\"d0 w171\">\u00a0</div>en Radi\u00f3polis<div class=\"d0 w200\">\u00a0</div>no ha </div><div class=\"po0 fs14 cl2 l340 t2272\" id=\"a8775\">puesto de<div class=\"d0 w326\">\u00a0</div>manifiesto la<div class=\"d0 w113\">\u00a0</div>existencia de<div class=\"d0 w147\">\u00a0</div>deterioro alguno<div class=\"d0 w472\">\u00a0</div>en dicho<div class=\"d0 w584\">\u00a0</div>activo a<div class=\"d0 w515\">\u00a0</div>31 de<div class=\"d0 w556\">\u00a0</div>diciembre de<div class=\"d0 w472\">\u00a0</div>2024. </div><div class=\"po0 fs14 cl2 l340 t1877\" id=\"a8779\">A este respecto, el valor recuperable de la inversi\u00f3n del Grupo<div class=\"d0 w49\">\u00a0</div>en Radi\u00f3polis en dicha fecha es<div class=\"d0 w534\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t2273\" id=\"a8784\">similar al valor en libros.<div class=\"d0 w890\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t2274\" id=\"a8787\">Adicionalmente, se incluye a continuaci\u00f3n, y a efectos<div class=\"d0 w392\">\u00a0</div>informativos, un an\u00e1lisis de sensibilidad </div><div class=\"po0 fs14 cl2 l340 t2275\" id=\"a8788\">en la recuperaci\u00f3n de la inversi\u00f3n del Grupo en Radi\u00f3polis<div class=\"d0 w402\">\u00a0</div>a 31 de diciembre de 2024: </div><div class=\"po0 fs14 cl2 l1109 t2276\" id=\"a8793\">-</div><div class=\"po0 fs14 cl2 l1111 t2276\" id=\"a8795\">Ante un incremento en un 0,5% de la tasa<div class=\"d0 w251\">\u00a0</div>de descuento el valor recuperable<div class=\"d0 w113\">\u00a0</div>ser\u00eda inferior </div><div class=\"po0 fs14 cl2 l1111 t2277\" id=\"a8796\">al valor en libros en aproximadamente 1 mill\u00f3n de euros. </div><div class=\"po0 fs14 cl2 l1109 t2278\" id=\"a8804\">-</div><div class=\"po0 fs14 cl2 l1111 t2278\" id=\"a8806\">Ante un descenso en<div class=\"d0 w725\">\u00a0</div>un 0,5% de<div class=\"d0 w406\">\u00a0</div>la tasa de<div class=\"d0 w392\">\u00a0</div>crecimiento perpetuo<div class=\"d0 w126\">\u00a0</div>el valor recuperable<div class=\"d0 w555\">\u00a0</div>ser\u00eda </div><div class=\"po0 fs14 cl2 l1111 t2279\" id=\"a8807\">inferior al valor en libros en aproximadamente 0,5 millones de euros. </div><div class=\"po0 fs14 cl2 l1109 t2280\" id=\"a8816\">-</div><div class=\"po0 fs14 cl2 l1111 t2280\" id=\"a8818\">Ante<div class=\"d0 w400\">\u00a0</div>una<div class=\"d0 w408\">\u00a0</div>reducci\u00f3n<div class=\"d0 w716\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>5%<div class=\"d0 w428\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>las<div class=\"d0 w551\">\u00a0</div>estimaciones<div class=\"d0 w544\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>crecimiento<div class=\"d0 w241\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>ingresos<div class=\"d0 w513\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l1111 t2281\" id=\"a8819\">publicidad,<div class=\"d0 w207\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>valor<div class=\"d0 w240\">\u00a0</div>recuperable<div class=\"d0 w416\">\u00a0</div>ser\u00eda<div class=\"d0 w553\">\u00a0</div>inferior<div class=\"d0 w715\">\u00a0</div>al<div class=\"d0 w433\">\u00a0</div>valor<div class=\"d0 w240\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>libros<div class=\"d0 w210\">\u00a0</div>a<div class=\"d0 w509\">\u00a0</div>ejercicio<div class=\"d0 w432\">\u00a0</div>2024<div class=\"d0 w551\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l1111 t2282\" id=\"a8823\">aproximadamente 10 millones de euros. </div><div class=\"po0 fs14 cl2 l362 t2283\" id=\"a8828\">En<div class=\"d0 w388\">\u00a0</div>relaci\u00f3n<div class=\"d0 w232\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>participaci\u00f3n<div class=\"d0 w483\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>Sistema<div class=\"d0 w248\">\u00a0</div>Radi\u00f3polis,<div class=\"d0 w224\">\u00a0</div>S.A.<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>C.V.,<div class=\"d0 w5\">\u00a0</div>no<div class=\"d0 w388\">\u00a0</div>existen<div class=\"d0 w482\">\u00a0</div>restricciones </div><div class=\"po0 fs14 cl2 l504 t1310\" id=\"a8829\">significativas a la transferencia de fondos.</div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfImpairmentOfAssetsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_315": {
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bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l512 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l532 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l515 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l533 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l517 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l534 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l519 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l535 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l521 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l536 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l523 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l537 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l525 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l538 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l527 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l539 t1553 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1554 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l512 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l515 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l516 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l517 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l519 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l521 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l522 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l523 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l524 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l525 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l526 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l527 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l528 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l511 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l514 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l516 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l518 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l520 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l522 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l524 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l526 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l513 t1550 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h132 l529 t1555 bgc3\">\u00a0</div>\n<div class=\"w786 po0 h126 l531 t1556 bgc3\">\u00a0</div>\n<div class=\"w786 po0 h126 l531 t1557 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l512 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l532 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l515 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l533 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l517 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l534 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l519 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l535 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l521 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l536 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l523 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l537 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l525 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l538 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l527 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l539 t1558 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1559 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l512 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l515 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l516 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l517 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l519 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l521 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l522 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l523 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l524 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l525 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l526 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l527 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l528 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1560 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l511 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l512 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l514 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l515 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l516 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l516 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l517 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l518 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l519 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l520 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l521 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l522 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l522 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l523 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l524 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l524 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l525 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l526 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l526 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l527 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l513 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1560 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2030\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a5043\">Ejercicio 2024- </div><div class=\"po0 fs14 cl2 l540 t1561\" id=\"a5047\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l540 t1562\" id=\"a5048\">ha sido el siguiente: </div><div class=\"po0 fs35 cl2 l541 t1563\" id=\"a5052\">Miles de euros </div><div class=\"po0 fs35 cl2 l542 t1564\" id=\"a5054\">Saldo al </div><div class=\"po0 fs35 cl2 l543 t1565\" id=\"a5055\">31.12.2023 </div><div class=\"po0 fs35 cl2 l544 t1564\" id=\"a5057\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l545 t1565\" id=\"a5058\">monetaria </div><div class=\"po0 fs35 cl2 l546 t1564\" id=\"a5060\">Ajuste por </div><div class=\"po0 fs35 cl2 l547 t1565\" id=\"a5061\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l548 t1566\" id=\"a5063\">Variaci\u00f3n </div><div class=\"po0 fs35 cl2 l549 t1567\" id=\"a5064\">del </div><div class=\"po0 fs35 cl2 l550 t1568\" id=\"a5065\">per\u00edmetro </div><div class=\"po0 fs35 cl2 l551 t1567\" id=\"a5067\">Adiciones </div><div class=\"po0 fs35 cl2 l552 t1567\" id=\"a5069\">Retiros </div><div class=\"po0 fs35 cl2 l553 t1567\" id=\"a5071\">Traspasos </div><div class=\"po0 fs35 cl2 l554 t1564\" id=\"a5073\">Saldo al </div><div class=\"po0 fs35 cl2 l555 t1565\" id=\"a5074\">31.12.2024 </div><div class=\"po0 fs36 cl2 l556 t1569\" id=\"a5076\">Coste: </div><div class=\"po0 fs35 cl2 l556 t1570\" id=\"a5086\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l557 t1570\" id=\"a5088\">40.833 </div><div class=\"po0 fs35 cl2 l558 t1570\" id=\"a5090\">1 </div><div class=\"po0 fs35 cl2 l559 t1570\" id=\"a5092\">(41) </div><div class=\"po0 fs35 cl2 l560 t1570\" id=\"a5094\">417 </div><div class=\"po0 fs35 cl2 l561 t1570\" id=\"a5096\">93 </div><div class=\"po0 fs35 cl2 l562 t1570\" id=\"a5098\">(13.250) </div><div class=\"po0 fs35 cl2 l563 t1570\" id=\"a5100\">18 </div><div class=\"po0 fs35 cl2 l351 t1570\" id=\"a5102\">28.071 </div><div class=\"po0 fs35 cl2 l556 t1571\" id=\"a5104\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1572\" id=\"a5105\">maquinaria </div><div class=\"po0 fs35 cl2 l557 t1573\" id=\"a5107\">95.669 </div><div class=\"po0 fs35 cl2 l564 t1573\" id=\"a5109\">1.228 </div><div class=\"po0 fs35 cl2 l565 t1573\" id=\"a5111\">(2.211) </div><div class=\"po0 fs35 cl2 l566 t1573\" id=\"a5113\">46 </div><div class=\"po0 fs35 cl2 l567 t1573\" id=\"a5115\">1.477 </div><div class=\"po0 fs35 cl2 l568 t1573\" id=\"a5117\">(777) </div><div class=\"po0 fs35 cl2 l569 t1573\" id=\"a5119\">519 </div><div class=\"po0 fs35 cl2 l351 t1573\" id=\"a5121\">95.951 </div><div class=\"po0 fs35 cl2 l556 t1450\" id=\"a5123\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l557 t1450\" id=\"a5125\">78.592 </div><div class=\"po0 fs35 cl2 l570 t1450\" id=\"a5127\">11.528 </div><div class=\"po0 fs35 cl2 l565 t1450\" id=\"a5129\">(6.586) </div><div class=\"po0 fs35 cl2 l566 t1450\" id=\"a5131\">41 </div><div class=\"po0 fs35 cl2 l567 t1450\" id=\"a5133\">6.976 </div><div class=\"po0 fs35 cl2 l571 t1450\" id=\"a5135\">(1.692) </div><div class=\"po0 fs35 cl2 l572 t1450\" id=\"a5137\">(120) </div><div class=\"po0 fs35 cl2 l351 t1450\" id=\"a5139\">88.739 </div><div class=\"po0 fs35 cl2 l556 t1574\" id=\"a5141\">Anticipos e inmovilizado en curso </div><div class=\"po0 fs35 cl2 l573 t1574\" id=\"a5143\">267 </div><div class=\"po0 fs35 cl2 l574 t1574\" id=\"a5145\">- </div><div class=\"po0 fs35 cl2 l575 t1574\" id=\"a5147\">(7) </div><div class=\"po0 fs35 cl2 l576 t1574\" id=\"a5149\">- </div><div class=\"po0 fs35 cl2 l577 t1574\" id=\"a5151\">634 </div><div class=\"po0 fs35 cl2 l578 t1574\" id=\"a5153\">(21) </div><div class=\"po0 fs35 cl2 l572 t1574\" id=\"a5155\">(417) </div><div class=\"po0 fs35 cl2 l579 t1574\" id=\"a5157\">456 </div><div class=\"po0 fs36 cl2 l556 t1575\" id=\"a5159\">Total coste </div><div class=\"po0 fs36 cl2 l580 t1575\" id=\"a5161\">215.361 </div><div class=\"po0 fs36 cl2 l570 t1575\" id=\"a5163\">12.757 </div><div class=\"po0 fs36 cl2 l565 t1575\" id=\"a5165\">(8.845) </div><div class=\"po0 fs36 cl2 l560 t1575\" id=\"a5167\">504 </div><div class=\"po0 fs36 cl2 l567 t1575\" id=\"a5169\">9.180 </div><div class=\"po0 fs36 cl2 l562 t1575\" id=\"a5171\">(15.740) </div><div class=\"po0 fs36 cl2 l581 t1575\" id=\"a5173\">- </div><div class=\"po0 fs36 cl2 l582 t1575\" id=\"a5175\">213.217 </div><div class=\"po0 fs36 cl2 l556 t1576\" id=\"a5177\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l556 t1577\" id=\"a5187\">Construcciones </div><div class=\"po0 fs35 cl2 l583 t1577\" id=\"a5189\">(13.938) </div><div class=\"po0 fs35 cl2 l584 t1577\" id=\"a5191\">(1) </div><div class=\"po0 fs35 cl2 l585 t1577\" id=\"a5193\">(373) </div><div class=\"po0 fs35 cl2 l586 t1577\" id=\"a5195\">(46) </div><div class=\"po0 fs35 cl2 l587 t1577\" id=\"a5197\">(454) </div><div class=\"po0 fs35 cl2 l588 t1577\" id=\"a5199\">5.434 </div><div class=\"po0 fs35 cl2 l581 t1577\" id=\"a5201\">- </div><div class=\"po0 fs35 cl2 l589 t1577\" id=\"a5203\">(9.378) </div><div class=\"po0 fs35 cl2 l556 t1578\" id=\"a5205\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1579\" id=\"a5206\">maquinaria </div><div class=\"po0 fs35 cl2 l583 t1580\" id=\"a5208\">(84.749) </div><div class=\"po0 fs35 cl2 l590 t1580\" id=\"a5210\">(1.125) </div><div class=\"po0 fs35 cl2 l591 t1580\" id=\"a5212\">1.894 </div><div class=\"po0 fs35 cl2 l586 t1580\" id=\"a5214\">(26) </div><div class=\"po0 fs35 cl2 l592 t1580\" id=\"a5216\">(2.592) </div><div class=\"po0 fs35 cl2 l593 t1580\" id=\"a5218\">749 </div><div class=\"po0 fs35 cl2 l594 t1580\" id=\"a5220\">(29) </div><div class=\"po0 fs35 cl2 l595 t1580\" id=\"a5222\">(85.878) </div><div class=\"po0 fs35 cl2 l556 t1581\" id=\"a5224\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l583 t1581\" id=\"a5226\">(69.665) </div><div class=\"po0 fs35 cl2 l596 t1581\" id=\"a5228\">(10.622) </div><div class=\"po0 fs35 cl2 l591 t1581\" id=\"a5230\">5.913 </div><div class=\"po0 fs35 cl2 l586 t1581\" id=\"a5232\">(29) </div><div class=\"po0 fs35 cl2 l592 t1581\" id=\"a5234\">(5.900) </div><div class=\"po0 fs35 cl2 l588 t1581\" id=\"a5236\">1.585 </div><div class=\"po0 fs35 cl2 l569 t1581\" id=\"a5238\">508 </div><div class=\"po0 fs35 cl2 l595 t1581\" id=\"a5240\">(78.210) </div><div class=\"po0 fs36 cl2 l556 t1582\" id=\"a5242\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l597 t1582\" id=\"a5245\">(168.352) </div><div class=\"po0 fs36 cl2 l596 t1582\" id=\"a5247\">(11.748) </div><div class=\"po0 fs36 cl2 l591 t1582\" id=\"a5249\">7.434 </div><div class=\"po0 fs36 cl2 l598 t1582\" id=\"a5251\">(101) </div><div class=\"po0 fs36 cl2 l592 t1582\" id=\"a5253\">(8.946) </div><div class=\"po0 fs36 cl2 l588 t1582\" id=\"a5255\">7.768 </div><div class=\"po0 fs36 cl2 l569 t1582\" id=\"a5257\">479 </div><div class=\"po0 fs36 cl2 l599 t1582\" id=\"a5259\">(173.466) </div><div class=\"po0 fs36 cl2 l556 t1583\" id=\"a5261\">Deterioro: </div><div class=\"po0 fs35 cl2 l556 t1584\" id=\"a5271\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l600 t1584\" id=\"a5273\">(7.217) </div><div class=\"po0 fs35 cl2 l574 t1584\" id=\"a5275\">- </div><div class=\"po0 fs35 cl2 l601 t1584\" id=\"a5277\">- </div><div class=\"po0 fs35 cl2 l586 t1584\" id=\"a5279\">(68) </div><div class=\"po0 fs35 cl2 l587 t1584\" id=\"a5281\">(276) </div><div class=\"po0 fs35 cl2 l588 t1584\" id=\"a5283\">5.674 </div><div class=\"po0 fs35 cl2 l581 t1584\" id=\"a5285\">- </div><div class=\"po0 fs35 cl2 l589 t1584\" id=\"a5287\">(1.887) </div><div class=\"po0 fs35 cl2 l556 t1585\" id=\"a5289\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1586\" id=\"a5290\">maquinaria </div><div class=\"po0 fs35 cl2 l602 t1587\" id=\"a5292\">(104) </div><div class=\"po0 fs35 cl2 l574 t1587\" id=\"a5294\">- </div><div class=\"po0 fs35 cl2 l601 t1587\" id=\"a5296\">- </div><div class=\"po0 fs35 cl2 l576 t1587\" id=\"a5298\">- </div><div class=\"po0 fs35 cl2 l603 t1587\" id=\"a5300\">- </div><div class=\"po0 fs35 cl2 l604 t1587\" id=\"a5302\">- </div><div class=\"po0 fs35 cl2 l581 t1587\" id=\"a5304\">- </div><div class=\"po0 fs35 cl2 l605 t1587\" id=\"a5306\">(104) </div><div class=\"po0 fs35 cl2 l556 t1588\" id=\"a5308\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l602 t1588\" id=\"a5311\">(483) </div><div class=\"po0 fs35 cl2 l574 t1588\" id=\"a5313\">- </div><div class=\"po0 fs35 cl2 l606 t1588\" id=\"a5315\">158 </div><div class=\"po0 fs35 cl2 l576 t1588\" id=\"a5317\">- </div><div class=\"po0 fs35 cl2 l587 t1588\" id=\"a5319\">(341) </div><div class=\"po0 fs35 cl2 l593 t1588\" id=\"a5321\">163 </div><div class=\"po0 fs35 cl2 l581 t1588\" id=\"a5323\">- </div><div class=\"po0 fs35 cl2 l605 t1588\" id=\"a5325\">(503) </div><div class=\"po0 fs36 cl2 l556 t1589\" id=\"a5327\">Total deterioro </div><div class=\"po0 fs36 cl2 l600 t1589\" id=\"a5329\">(7.804) </div><div class=\"po0 fs36 cl2 l574 t1589\" id=\"a5331\">- </div><div class=\"po0 fs36 cl2 l606 t1589\" id=\"a5333\">158 </div><div class=\"po0 fs36 cl2 l586 t1589\" id=\"a5335\">(68) </div><div class=\"po0 fs36 cl2 l587 t1589\" id=\"a5337\">(617) </div><div class=\"po0 fs36 cl2 l588 t1589\" id=\"a5339\">5.837 </div><div class=\"po0 fs36 cl2 l581 t1589\" id=\"a5341\">- </div><div class=\"po0 fs36 cl2 l589 t1589\" id=\"a5343\">(2.494) </div><div class=\"po0 fs36 cl2 l556 t1590\" id=\"a5345\">Inmovilizado material neto </div><div class=\"po0 fs36 cl2 l557 t1590\" id=\"a5347\">39.205 </div><div class=\"po0 fs36 cl2 l564 t1590\" id=\"a5349\">1.009 </div><div class=\"po0 fs36 cl2 l565 t1590\" id=\"a5351\">(1.253) </div><div class=\"po0 fs36 cl2 l560 t1590\" id=\"a5353\">335 </div><div class=\"po0 fs36 cl2 l587 t1590\" id=\"a5355\">(383) </div><div class=\"po0 fs36 cl2 l571 t1590\" id=\"a5357\">(2.135) </div><div class=\"po0 fs36 cl2 l569 t1590\" id=\"a5359\">479 </div><div class=\"po0 fs36 cl2 l351 t1590\" id=\"a5361\">37.257 </div><div class=\"po0 fs36 cl2 l556 t1591\" id=\"a5363\">Coste inmovilizado en<div class=\"d0 w788\">\u00a0</div></div><div class=\"po0 fs36 cl2 l556 t1592\" id=\"a5365\">arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1593\" id=\"a5375\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l557 t1593\" id=\"a5378\">86.916 </div><div class=\"po0 fs35 cl2 l574 t1593\" id=\"a5380\">- </div><div class=\"po0 fs35 cl2 l565 t1593\" id=\"a5382\">(4.013) </div><div class=\"po0 fs35 cl2 l576 t1593\" id=\"a5384\">- </div><div class=\"po0 fs35 cl2 l607 t1593\" id=\"a5386\">10.055 </div><div class=\"po0 fs35 cl2 l571 t1593\" id=\"a5388\">(6.995) </div><div class=\"po0 fs35 cl2 l608 t1593\" id=\"a5390\">(9) </div><div class=\"po0 fs35 cl2 l351 t1593\" id=\"a5392\">85.954 </div><div class=\"po0 fs35 cl2 l556 t1594\" id=\"a5394\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l557 t1594\" id=\"a5396\">38.958 </div><div class=\"po0 fs35 cl2 l574 t1594\" id=\"a5398\">- </div><div class=\"po0 fs35 cl2 l565 t1594\" id=\"a5400\">(5.870) </div><div class=\"po0 fs35 cl2 l576 t1594\" id=\"a5402\">- </div><div class=\"po0 fs35 cl2 l567 t1594\" id=\"a5404\">4.373 </div><div class=\"po0 fs35 cl2 l571 t1594\" id=\"a5406\">(4.807) </div><div class=\"po0 fs35 cl2 l609 t1594\" id=\"a5408\">9 </div><div class=\"po0 fs35 cl2 l351 t1594\" id=\"a5410\">32.663 </div><div class=\"po0 fs36 cl2 l556 t1595\" id=\"a5412\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l556 t1596\" id=\"a5413\">arrendamiento </div><div class=\"po0 fs36 cl2 l580 t38\" id=\"a5415\">125.874 </div><div class=\"po0 fs36 cl2 l574 t38\" id=\"a5417\">- </div><div class=\"po0 fs36 cl2 l565 t38\" id=\"a5419\">(9.883) </div><div class=\"po0 fs36 cl2 l576 t38\" id=\"a5421\">- </div><div class=\"po0 fs36 cl2 l607 t38\" id=\"a5423\">14.428 </div><div class=\"po0 fs36 cl2 l562 t38\" id=\"a5425\">(11.802) </div><div class=\"po0 fs36 cl2 l581 t38\" id=\"a5427\">- </div><div class=\"po0 fs36 cl2 l582 t38\" id=\"a5429\">118.617 </div><div class=\"po0 fs36 cl2 l556 t1597\" id=\"a5431\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1598\" id=\"a5432\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1599\" id=\"a5442\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l583 t1599\" id=\"a5444\">(45.246) </div><div class=\"po0 fs35 cl2 l574 t1599\" id=\"a5446\">- </div><div class=\"po0 fs35 cl2 l591 t1599\" id=\"a5448\">2.528 </div><div class=\"po0 fs35 cl2 l576 t1599\" id=\"a5450\">- </div><div class=\"po0 fs35 cl2 l610 t1599\" id=\"a5452\">(15.452) </div><div class=\"po0 fs35 cl2 l588 t1599\" id=\"a5454\">6.460 </div><div class=\"po0 fs35 cl2 l608 t1599\" id=\"a5456\">(8) </div><div class=\"po0 fs35 cl2 l595 t1599\" id=\"a5458\">(51.718) </div><div class=\"po0 fs35 cl2 l556 t1600\" id=\"a5460\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l583 t1600\" id=\"a5462\">(25.369) </div><div class=\"po0 fs35 cl2 l574 t1600\" id=\"a5464\">- </div><div class=\"po0 fs35 cl2 l591 t1600\" id=\"a5466\">4.763 </div><div class=\"po0 fs35 cl2 l576 t1600\" id=\"a5468\">- </div><div class=\"po0 fs35 cl2 l592 t1600\" id=\"a5470\">(6.581) </div><div class=\"po0 fs35 cl2 l588 t1600\" id=\"a5472\">4.772 </div><div class=\"po0 fs35 cl2 l572 t1600\" id=\"a5474\">(471) </div><div class=\"po0 fs35 cl2 l595 t1600\" id=\"a5476\">(22.886) </div><div class=\"po0 fs36 cl2 l556 t1601\" id=\"a5478\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1602\" id=\"a5479\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l583 t1603\" id=\"a5482\">(70.615) </div><div class=\"po0 fs36 cl2 l574 t1603\" id=\"a5484\">- </div><div class=\"po0 fs36 cl2 l591 t1603\" id=\"a5486\">7.291 </div><div class=\"po0 fs36 cl2 l576 t1603\" id=\"a5488\">- </div><div class=\"po0 fs36 cl2 l610 t1603\" id=\"a5490\">(22.033) </div><div class=\"po0 fs36 cl2 l611 t1603\" id=\"a5492\">11.232 </div><div class=\"po0 fs36 cl2 l572 t1603\" id=\"a5494\">(479) </div><div class=\"po0 fs36 cl2 l595 t1603\" id=\"a5496\">(74.604) </div><div class=\"po0 fs36 cl2 l556 t1604\" id=\"a5498\">Inmovilizado material neto en </div><div class=\"po0 fs36 cl2 l556 t1605\" id=\"a5499\">arrendamiento </div><div class=\"po0 fs36 cl2 l557 t1606\" id=\"a5501\">55.259 </div><div class=\"po0 fs36 cl2 l574 t1606\" id=\"a5503\">- </div><div class=\"po0 fs36 cl2 l565 t1606\" id=\"a5505\">(2.592) </div><div class=\"po0 fs36 cl2 l576 t1606\" id=\"a5507\">- </div><div class=\"po0 fs36 cl2 l592 t1606\" id=\"a5509\">(7.605) </div><div class=\"po0 fs36 cl2 l568 t1606\" id=\"a5511\">(570) </div><div class=\"po0 fs36 cl2 l572 t1606\" id=\"a5513\">(479) </div><div class=\"po0 fs36 cl2 l351 t1606\" id=\"a5515\">44.013 </div><div class=\"po0 fs36 cl2 l556 t1607\" id=\"a5517\">TOTAL INMOVILIZADO </div><div class=\"po0 fs36 cl2 l556 t1608\" id=\"a5518\">MATERIAL NETO </div><div class=\"po0 fs36 cl2 l557 t1609\" id=\"a5520\">94.464 </div><div class=\"po0 fs36 cl2 l564 t1609\" id=\"a5522\">1.009 </div><div class=\"po0 fs36 cl2 l565 t1609\" id=\"a5524\">(3.845) </div><div class=\"po0 fs36 cl2 l560 t1609\" id=\"a5526\">335 </div><div class=\"po0 fs36 cl2 l592 t1609\" id=\"a5528\">(7.988) </div><div class=\"po0 fs36 cl2 l571 t1609\" id=\"a5530\">(2.705) </div><div class=\"po0 fs36 cl2 l581 t1609\" id=\"a5532\">- </div><div class=\"po0 fs36 cl2 l351 t1609\" id=\"a5534\">81.270 </div></div></div></div></div><div class=\"po1 w198 h135 lh0\" id=\"TextBlockContainer2048\"><div class=\"po0 l342 t756 f0\" id=\"div_2045_XBRL_TS_869d57c02b8d4194bfb7b2d7e5978fef_1\"><div class=\"po1 w198 h135 lh0\" id=\"TextBlockContainer2046\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l617 t1656 bgc0\">\u00a0</div>\n<div class=\"w793 po0 h12 l618 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l619 t1656 bgc0\">\u00a0</div>\n<div class=\"w794 po0 h12 l620 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l621 t1656 bgc0\">\u00a0</div>\n<div class=\"w795 po0 h12 l622 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l623 t1656 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l624 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t1656 bgc0\">\u00a0</div>\n<div class=\"w790 po0 h12 l626 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l612 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l528 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1657 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l511 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1657 bgc0\">\u00a0</div>\n<div class=\"w790 po0 h12 l512 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l613 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l613 t1657 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l614 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l615 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l615 t1657 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l616 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l617 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l617 t1657 bgc0\">\u00a0</div>\n<div class=\"w793 po0 h12 l618 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l619 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l619 t1657 bgc0\">\u00a0</div>\n<div class=\"w794 po0 h12 l620 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l621 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l621 t1657 bgc0\">\u00a0</div>\n<div class=\"w795 po0 h12 l622 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l623 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l623 t1657 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l624 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l625 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t1657 bgc0\">\u00a0</div>\n<div class=\"w790 po0 h12 l626 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l612 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l612 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l612 t1657 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2046\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a5547\">Ejercicio 2023- </div><div class=\"po0 fs14 cl2 l540 t1658\" id=\"a5550\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs14 cl2 l540 t1659\" id=\"a5551\">fue el siguiente: </div><div class=\"po0 fs35 cl2 l635 t1660\" id=\"a5555\">Miles de euros </div><div class=\"po0 fs35 cl2 l636 t1661\" id=\"a5557\">Saldo al </div><div class=\"po0 fs35 cl2 l637 t1662\" id=\"a5558\">31.12.2022 </div><div class=\"po0 fs35 cl2 l638 t1661\" id=\"a5560\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l639 t1662\" id=\"a5561\">monetaria </div><div class=\"po0 fs35 cl2 l640 t1661\" id=\"a5563\">Ajuste por </div><div class=\"po0 fs35 cl2 l641 t1662\" id=\"a5564\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l642 t1663\" id=\"a5566\">Variaci\u00f3n </div><div class=\"po0 fs35 cl2 l548 t1664\" id=\"a5567\">del </div><div class=\"po0 fs35 cl2 l601 t1665\" id=\"a5568\">per\u00edmetro </div><div class=\"po0 fs35 cl2 l643 t1664\" id=\"a5570\">Adiciones </div><div class=\"po0 fs35 cl2 l644 t1664\" id=\"a5572\">Retiros </div><div class=\"po0 fs35 cl2 l645 t1664\" id=\"a5574\">Traspasos </div><div class=\"po0 fs35 cl2 l646 t1661\" id=\"a5576\">Saldo al </div><div class=\"po0 fs35 cl2 l647 t1662\" id=\"a5577\">31.12.2023 </div><div class=\"po0 fs36 cl2 l556 t1666\" id=\"a5579\">Coste: </div><div class=\"po0 fs35 cl2 l556 t1667\" id=\"a5589\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l580 t1667\" id=\"a5591\">46.200 </div><div class=\"po0 fs35 cl2 l648 t1667\" id=\"a5593\">2.100 </div><div class=\"po0 fs35 cl2 l649 t1667\" id=\"a5595\">(900) </div><div class=\"po0 fs35 cl2 l650 t1667\" id=\"a5597\">- </div><div class=\"po0 fs35 cl2 l651 t1667\" id=\"a5599\">147 </div><div class=\"po0 fs35 cl2 l652 t1667\" id=\"a5601\">(1.389) </div><div class=\"po0 fs35 cl2 l653 t1667\" id=\"a5603\">(5.325) </div><div class=\"po0 fs35 cl2 l654 t1667\" id=\"a5605\">40.833 </div><div class=\"po0 fs35 cl2 l556 t1668\" id=\"a5607\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1449\" id=\"a5608\">maquinaria </div><div class=\"po0 fs35 cl2 l580 t1669\" id=\"a5610\">92.709 </div><div class=\"po0 fs35 cl2 l648 t1669\" id=\"a5612\">3.469 </div><div class=\"po0 fs35 cl2 l655 t1669\" id=\"a5614\">(1.881) </div><div class=\"po0 fs35 cl2 l650 t1669\" id=\"a5616\">- </div><div class=\"po0 fs35 cl2 l656 t1669\" id=\"a5618\">1.176 </div><div class=\"po0 fs35 cl2 l652 t1669\" id=\"a5620\">(1.114) </div><div class=\"po0 fs35 cl2 l657 t1669\" id=\"a5622\">1.310 </div><div class=\"po0 fs35 cl2 l654 t1669\" id=\"a5624\">95.669 </div><div class=\"po0 fs35 cl2 l556 t1450\" id=\"a5626\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l580 t1450\" id=\"a5628\">77.198 </div><div class=\"po0 fs35 cl2 l658 t1450\" id=\"a5630\">32.265 </div><div class=\"po0 fs35 cl2 l659 t1450\" id=\"a5632\">(33.441) </div><div class=\"po0 fs35 cl2 l660 t1450\" id=\"a5634\">1 </div><div class=\"po0 fs35 cl2 l656 t1450\" id=\"a5636\">5.465 </div><div class=\"po0 fs35 cl2 l652 t1450\" id=\"a5638\">(2.915) </div><div class=\"po0 fs35 cl2 l661 t1450\" id=\"a5640\">19 </div><div class=\"po0 fs35 cl2 l654 t1450\" id=\"a5642\">78.592 </div><div class=\"po0 fs35 cl2 l556 t1574\" id=\"a5644\">Anticipos e inmovilizado en curso </div><div class=\"po0 fs35 cl2 l662 t1574\" id=\"a5646\">1.076 </div><div class=\"po0 fs35 cl2 l584 t1574\" id=\"a5648\">- </div><div class=\"po0 fs35 cl2 l559 t1574\" id=\"a5650\">2 </div><div class=\"po0 fs35 cl2 l650 t1574\" id=\"a5652\">- </div><div class=\"po0 fs35 cl2 l651 t1574\" id=\"a5654\">841 </div><div class=\"po0 fs35 cl2 l663 t1574\" id=\"a5656\">(200) </div><div class=\"po0 fs35 cl2 l653 t1574\" id=\"a5658\">(1.452) </div><div class=\"po0 fs35 cl2 l664 t1574\" id=\"a5660\">267 </div><div class=\"po0 fs36 cl2 l556 t1670\" id=\"a5662\">Total coste </div><div class=\"po0 fs36 cl2 l665 t1670\" id=\"a5664\">217.183 </div><div class=\"po0 fs36 cl2 l658 t1670\" id=\"a5666\">37.834 </div><div class=\"po0 fs36 cl2 l659 t1670\" id=\"a5668\">(36.220) </div><div class=\"po0 fs36 cl2 l660 t1670\" id=\"a5670\">1 </div><div class=\"po0 fs36 cl2 l656 t1670\" id=\"a5672\">7.629 </div><div class=\"po0 fs36 cl2 l652 t1670\" id=\"a5674\">(5.618) </div><div class=\"po0 fs36 cl2 l653 t1670\" id=\"a5676\">(5.448) </div><div class=\"po0 fs36 cl2 l666 t1670\" id=\"a5678\">215.361 </div><div class=\"po0 fs36 cl2 l556 t1671\" id=\"a5680\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l556 t1672\" id=\"a5690\">Construcciones </div><div class=\"po0 fs35 cl2 l667 t1672\" id=\"a5692\">(16.301) </div><div class=\"po0 fs35 cl2 l668 t1672\" id=\"a5694\">(2.100) </div><div class=\"po0 fs35 cl2 l669 t1672\" id=\"a5696\">2.127 </div><div class=\"po0 fs35 cl2 l650 t1672\" id=\"a5698\">- </div><div class=\"po0 fs35 cl2 l670 t1672\" id=\"a5700\">(441) </div><div class=\"po0 fs35 cl2 l671 t1672\" id=\"a5702\">300 </div><div class=\"po0 fs35 cl2 l657 t1672\" id=\"a5704\">2.477 </div><div class=\"po0 fs35 cl2 l672 t1672\" id=\"a5706\">(13.938) </div><div class=\"po0 fs35 cl2 l556 t1673\" id=\"a5708\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1674\" id=\"a5709\">maquinaria </div><div class=\"po0 fs35 cl2 l667 t1675\" id=\"a5711\">(82.154) </div><div class=\"po0 fs35 cl2 l668 t1675\" id=\"a5713\">(3.166) </div><div class=\"po0 fs35 cl2 l669 t1675\" id=\"a5715\">1.901 </div><div class=\"po0 fs35 cl2 l650 t1675\" id=\"a5717\">- </div><div class=\"po0 fs35 cl2 l673 t1675\" id=\"a5719\">(2.483) </div><div class=\"po0 fs35 cl2 l671 t1675\" id=\"a5721\">936 </div><div class=\"po0 fs35 cl2 l674 t1675\" id=\"a5723\">217 </div><div class=\"po0 fs35 cl2 l672 t1675\" id=\"a5725\">(84.749) </div><div class=\"po0 fs35 cl2 l556 t1676\" id=\"a5727\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l667 t1676\" id=\"a5729\">(67.434) </div><div class=\"po0 fs35 cl2 l675 t1676\" id=\"a5731\">(29.851) </div><div class=\"po0 fs35 cl2 l676 t1676\" id=\"a5733\">31.472 </div><div class=\"po0 fs35 cl2 l677 t1676\" id=\"a5735\">(1) </div><div class=\"po0 fs35 cl2 l673 t1676\" id=\"a5737\">(7.509) </div><div class=\"po0 fs35 cl2 l678 t1676\" id=\"a5739\">2.737 </div><div class=\"po0 fs35 cl2 l674 t1676\" id=\"a5741\">921 </div><div class=\"po0 fs35 cl2 l672 t1676\" id=\"a5743\">(69.665) </div><div class=\"po0 fs36 cl2 l556 t1677\" id=\"a5745\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l679 t1677\" id=\"a5747\">(165.889) </div><div class=\"po0 fs36 cl2 l675 t1677\" id=\"a5749\">(35.117) </div><div class=\"po0 fs36 cl2 l676 t1677\" id=\"a5751\">35.500 </div><div class=\"po0 fs36 cl2 l677 t1677\" id=\"a5753\">(1) </div><div class=\"po0 fs36 cl2 l680 t1677\" id=\"a5755\">(10.433) </div><div class=\"po0 fs36 cl2 l678 t1677\" id=\"a5757\">3.973 </div><div class=\"po0 fs36 cl2 l657 t1677\" id=\"a5759\">3.615 </div><div class=\"po0 fs36 cl2 l681 t1677\" id=\"a5761\">(168.352) </div><div class=\"po0 fs36 cl2 l556 t1678\" id=\"a5763\">Deterioro: </div><div class=\"po0 fs35 cl2 l556 t1679\" id=\"a5773\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l583 t1679\" id=\"a5775\">(7.293) </div><div class=\"po0 fs35 cl2 l584 t1679\" id=\"a5777\">- </div><div class=\"po0 fs35 cl2 l606 t1679\" id=\"a5779\">- </div><div class=\"po0 fs35 cl2 l650 t1679\" id=\"a5781\">- </div><div class=\"po0 fs35 cl2 l682 t1679\" id=\"a5783\">53 </div><div class=\"po0 fs35 cl2 l683 t1679\" id=\"a5785\">23 </div><div class=\"po0 fs35 cl2 l684 t1679\" id=\"a5787\">- </div><div class=\"po0 fs35 cl2 l685 t1679\" id=\"a5789\">(7.217) </div><div class=\"po0 fs35 cl2 l556 t1680\" id=\"a5791\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1681\" id=\"a5792\">maquinaria </div><div class=\"po0 fs35 cl2 l424 t1682\" id=\"a5794\">(297) </div><div class=\"po0 fs35 cl2 l584 t1682\" id=\"a5796\">- </div><div class=\"po0 fs35 cl2 l606 t1682\" id=\"a5798\">- </div><div class=\"po0 fs35 cl2 l650 t1682\" id=\"a5800\">- </div><div class=\"po0 fs35 cl2 l592 t1682\" id=\"a5802\">- </div><div class=\"po0 fs35 cl2 l671 t1682\" id=\"a5804\">193 </div><div class=\"po0 fs35 cl2 l684 t1682\" id=\"a5806\">- </div><div class=\"po0 fs35 cl2 l686 t1682\" id=\"a5808\">(104) </div><div class=\"po0 fs35 cl2 l556 t1683\" id=\"a5810\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l424 t1683\" id=\"a5812\">(535) </div><div class=\"po0 fs35 cl2 l584 t1683\" id=\"a5814\">- </div><div class=\"po0 fs35 cl2 l687 t1683\" id=\"a5816\">(43) </div><div class=\"po0 fs35 cl2 l650 t1683\" id=\"a5818\">- </div><div class=\"po0 fs35 cl2 l682 t1683\" id=\"a5820\">95 </div><div class=\"po0 fs35 cl2 l688 t1683\" id=\"a5822\">- </div><div class=\"po0 fs35 cl2 l684 t1683\" id=\"a5824\">- </div><div class=\"po0 fs35 cl2 l686 t1683\" id=\"a5826\">(483) </div><div class=\"po0 fs36 cl2 l556 t1684\" id=\"a5828\">Total deterioro </div><div class=\"po0 fs36 cl2 l583 t1684\" id=\"a5831\">(8.125) </div><div class=\"po0 fs36 cl2 l584 t1684\" id=\"a5833\">- </div><div class=\"po0 fs36 cl2 l687 t1684\" id=\"a5835\">(43) </div><div class=\"po0 fs36 cl2 l650 t1684\" id=\"a5837\">- </div><div class=\"po0 fs36 cl2 l651 t1684\" id=\"a5839\">148 </div><div class=\"po0 fs36 cl2 l671 t1684\" id=\"a5841\">216 </div><div class=\"po0 fs36 cl2 l684 t1684\" id=\"a5843\">- </div><div class=\"po0 fs36 cl2 l685 t1684\" id=\"a5845\">(7.804) </div><div class=\"po0 fs36 cl2 l556 t1685\" id=\"a5847\">Inmovilizado material neto </div><div class=\"po0 fs36 cl2 l580 t1685\" id=\"a5849\">43.169 </div><div class=\"po0 fs36 cl2 l648 t1685\" id=\"a5851\">2.717 </div><div class=\"po0 fs36 cl2 l649 t1685\" id=\"a5853\">(763) </div><div class=\"po0 fs36 cl2 l650 t1685\" id=\"a5855\">- </div><div class=\"po0 fs36 cl2 l673 t1685\" id=\"a5857\">(2.656) </div><div class=\"po0 fs36 cl2 l652 t1685\" id=\"a5859\">(1.429) </div><div class=\"po0 fs36 cl2 l653 t1685\" id=\"a5861\">(1.833) </div><div class=\"po0 fs36 cl2 l654 t1685\" id=\"a5863\">39.205 </div><div class=\"po0 fs36 cl2 l556 t1686\" id=\"a5865\">Coste inmovilizado en<div class=\"d0 w788\">\u00a0</div></div><div class=\"po0 fs36 cl2 l556 t1687\" id=\"a5867\">arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1593\" id=\"a5877\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l580 t1593\" id=\"a5879\">82.436 </div><div class=\"po0 fs35 cl2 l658 t1593\" id=\"a5881\">10.870 </div><div class=\"po0 fs35 cl2 l659 t1593\" id=\"a5883\">(10.409) </div><div class=\"po0 fs35 cl2 l650 t1593\" id=\"a5885\">- </div><div class=\"po0 fs35 cl2 l656 t1593\" id=\"a5887\">8.321 </div><div class=\"po0 fs35 cl2 l652 t1593\" id=\"a5889\">(4.302) </div><div class=\"po0 fs35 cl2 l684 t1593\" id=\"a5891\">- </div><div class=\"po0 fs35 cl2 l654 t1593\" id=\"a5893\">86.916 </div><div class=\"po0 fs35 cl2 l556 t1594\" id=\"a5895\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l580 t1594\" id=\"a5898\">35.354 </div><div class=\"po0 fs35 cl2 l584 t1594\" id=\"a5900\">- </div><div class=\"po0 fs35 cl2 l669 t1594\" id=\"a5902\">2.364 </div><div class=\"po0 fs35 cl2 l650 t1594\" id=\"a5904\">- </div><div class=\"po0 fs35 cl2 l656 t1594\" id=\"a5906\">6.095 </div><div class=\"po0 fs35 cl2 l652 t1594\" id=\"a5908\">(4.862) </div><div class=\"po0 fs35 cl2 l689 t1594\" id=\"a5910\">7 </div><div class=\"po0 fs35 cl2 l654 t1594\" id=\"a5912\">38.958 </div><div class=\"po0 fs36 cl2 l556 t1688\" id=\"a5914\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l556 t1689\" id=\"a5915\">arrendamiento </div><div class=\"po0 fs36 cl2 l665 t1690\" id=\"a5917\">117.790 </div><div class=\"po0 fs36 cl2 l658 t1690\" id=\"a5919\">10.870 </div><div class=\"po0 fs36 cl2 l655 t1690\" id=\"a5921\">(8.045) </div><div class=\"po0 fs36 cl2 l650 t1690\" id=\"a5923\">- </div><div class=\"po0 fs36 cl2 l690 t1690\" id=\"a5925\">14.416 </div><div class=\"po0 fs36 cl2 l652 t1690\" id=\"a5927\">(9.164) </div><div class=\"po0 fs36 cl2 l689 t1690\" id=\"a5929\">7 </div><div class=\"po0 fs36 cl2 l666 t1690\" id=\"a5931\">125.874 </div><div class=\"po0 fs36 cl2 l556 t1691\" id=\"a5933\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1692\" id=\"a5934\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1693\" id=\"a5944\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l667 t1693\" id=\"a5947\">(34.996) </div><div class=\"po0 fs35 cl2 l668 t1693\" id=\"a5949\">(9.084) </div><div class=\"po0 fs35 cl2 l676 t1693\" id=\"a5951\">10.409 </div><div class=\"po0 fs35 cl2 l650 t1693\" id=\"a5953\">- </div><div class=\"po0 fs35 cl2 l680 t1693\" id=\"a5955\">(14.969) </div><div class=\"po0 fs35 cl2 l678 t1693\" id=\"a5957\">3.474 </div><div class=\"po0 fs35 cl2 l691 t1693\" id=\"a5959\">(80) </div><div class=\"po0 fs35 cl2 l672 t1693\" id=\"a5961\">(45.246) </div><div class=\"po0 fs35 cl2 l556 t1694\" id=\"a5963\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l667 t1694\" id=\"a5965\">(22.669) </div><div class=\"po0 fs35 cl2 l584 t1694\" id=\"a5967\">- </div><div class=\"po0 fs35 cl2 l655 t1694\" id=\"a5969\">(1.121) </div><div class=\"po0 fs35 cl2 l650 t1694\" id=\"a5971\">- </div><div class=\"po0 fs35 cl2 l673 t1694\" id=\"a5973\">(4.999) </div><div class=\"po0 fs35 cl2 l678 t1694\" id=\"a5975\">4.312 </div><div class=\"po0 fs35 cl2 l692 t1694\" id=\"a5977\">(892) </div><div class=\"po0 fs35 cl2 l672 t1694\" id=\"a5979\">(25.369) </div><div class=\"po0 fs36 cl2 l556 t1695\" id=\"a5981\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1696\" id=\"a5982\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l667 t1136\" id=\"a5984\">(57.665) </div><div class=\"po0 fs36 cl2 l668 t1136\" id=\"a5986\">(9.084) </div><div class=\"po0 fs36 cl2 l669 t1136\" id=\"a5988\">9.288 </div><div class=\"po0 fs36 cl2 l650 t1136\" id=\"a5990\">- </div><div class=\"po0 fs36 cl2 l680 t1136\" id=\"a5992\">(19.968) </div><div class=\"po0 fs36 cl2 l678 t1136\" id=\"a5994\">7.786 </div><div class=\"po0 fs36 cl2 l692 t1136\" id=\"a5996\">(972) </div><div class=\"po0 fs36 cl2 l672 t1136\" id=\"a5998\">(70.615) </div><div class=\"po0 fs36 cl2 l556 t1697\" id=\"a6000\">Inmovilizado material neto en </div><div class=\"po0 fs36 cl2 l556 t1698\" id=\"a6001\">arrendamiento </div><div class=\"po0 fs36 cl2 l580 t1699\" id=\"a6003\">60.125 </div><div class=\"po0 fs36 cl2 l648 t1699\" id=\"a6005\">1.786 </div><div class=\"po0 fs36 cl2 l669 t1699\" id=\"a6007\">1.243 </div><div class=\"po0 fs36 cl2 l650 t1699\" id=\"a6009\">- </div><div class=\"po0 fs36 cl2 l673 t1699\" id=\"a6011\">(5.552) </div><div class=\"po0 fs36 cl2 l652 t1699\" id=\"a6013\">(1.378) </div><div class=\"po0 fs36 cl2 l692 t1699\" id=\"a6015\">(965) </div><div class=\"po0 fs36 cl2 l654 t1699\" id=\"a6017\">55.259 </div><div class=\"po0 fs36 cl2 l556 t1700\" id=\"a6019\">TOTAL INMOVILIZADO </div><div class=\"po0 fs36 cl2 l556 t1701\" id=\"a6020\">MATERIAL NETO </div><div class=\"po0 fs36 cl2 l665 t1702\" id=\"a6022\">103.294 </div><div class=\"po0 fs36 cl2 l648 t1702\" id=\"a6024\">4.503 </div><div class=\"po0 fs36 cl2 l693 t1702\" id=\"a6026\">480 </div><div class=\"po0 fs36 cl2 l650 t1702\" id=\"a6028\">- </div><div class=\"po0 fs36 cl2 l673 t1702\" id=\"a6030\">(8.208) </div><div class=\"po0 fs36 cl2 l652 t1702\" id=\"a6032\">(2.807) </div><div class=\"po0 fs36 cl2 l653 t1702\" id=\"a6034\">(2.798) </div><div class=\"po0 fs36 cl2 l654 t1702\" id=\"a6036\">94.464 </div><div class=\"po0 fs37 cl4 l341 t1703\" id=\"a6039\">.</div></div></div></div></div><div class=\"po1 w712 h137 lh0\" id=\"TextBlockContainer2061\"><div class=\"po1 w712 z0\" id=\"TextContainer2061\"><div class=\"po0 fs14 cl2 l460 t756\" id=\"a6154\">\u201c</div><div class=\"po0 fs26 cl2 l701 t756\" id=\"a6155\">Terrenos y construcciones en arrendamiento</div><div class=\"po0 fs14 cl2 l702 t756\" id=\"a6156\">\u201d por importe de 10.055 miles de<div class=\"d0 w18\">\u00a0</div>euros (8.321 </div><div class=\"po0 fs14 cl2 l460 t1298\" id=\"a6165\">miles<div class=\"d0 w553\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>euros<div class=\"d0 w545\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>ejercicio<div class=\"d0 w432\">\u00a0</div>2023),<div class=\"d0 w242\">\u00a0</div>fundamentalmente<div class=\"d0 w531\">\u00a0</div>por<div class=\"d0 w510\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>activaci\u00f3n<div class=\"d0 w563\">\u00a0</div>inicial<div class=\"d0 w464\">\u00a0</div>o </div><div class=\"po0 fs14 cl2 l460 t1288\" id=\"a6169\">renovaci\u00f3n<div class=\"d0 w464\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>contratos<div class=\"d0 w718\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>arrendamiento<div class=\"d0 w617\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>edificios<div class=\"d0 w487\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>oficinas<div class=\"d0 w504\">\u00a0</div>donde<div class=\"d0 w536\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>Grupo </div><div class=\"po0 fs14 cl2 l462 t1164\" id=\"a6170\">desarrolla su actividad.</div></div></div><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2071\"><div class=\"po1 w198 z0\" id=\"TextContainer2071\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a6293\">El saldo del inmovilizado material por arrendamiento<div class=\"d0 w392\">\u00a0</div>se corresponde, fundamentalmente, con </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a6294\">la activaci\u00f3n de los contratos<div class=\"d0 w333\">\u00a0</div>de arrendamiento de oficinas y<div class=\"d0 w21\">\u00a0</div>almacenes del Grupo cuyo saldo </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a6295\">neto a 31 de diciembre de<div class=\"d0 w7\">\u00a0</div>2024 asciende a 34.236 miles de euros<div class=\"d0 w39\">\u00a0</div>(41.670 miles de euros a 31 de </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a6301\">diciembre de 2023).<div class=\"d0 w368\">\u00a0</div>Por su<div class=\"d0 w22\">\u00a0</div>parte, Educaci\u00f3n incluye<div class=\"d0 w369\">\u00a0</div>equipamiento tecnol\u00f3gico en<div class=\"d0 w395\">\u00a0</div>r\u00e9gimen de </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a6302\">arrendamiento<div class=\"d0 w617\">\u00a0</div>para<div class=\"d0 w440\">\u00a0</div>su<div class=\"d0 w493\">\u00a0</div>utilizaci\u00f3n<div class=\"d0 w4\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>aula<div class=\"d0 w271\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>alumnos<div class=\"d0 w271\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>profesores<div class=\"d0 w277\">\u00a0</div>integrados<div class=\"d0 w470\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a6303\">sistemas<div class=\"d0 w158\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>ense\u00f1anza<div class=\"d0 w588\">\u00a0</div>por<div class=\"d0 w546\">\u00a0</div>importe<div class=\"d0 w253\">\u00a0</div>neto<div class=\"d0 w302\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>7.092<div class=\"d0 w598\">\u00a0</div>miles<div class=\"d0 w152\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>euros,<div class=\"d0 w744\">\u00a0</div>registrado<div class=\"d0 w526\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l710 t1741\" id=\"a6308\">Otro </div><div class=\"po0 fs26 cl2 l340 t1742\" id=\"a6309\">inmovilizado material\u201d </div><div class=\"po0 fs14 cl2 l711 t1312\" id=\"a6310\">(9.404 miles de euros a 31 de diciembre de 2023).</div></div></div><div class=\"po1 w198 h137 lh0\" id=\"TextBlockContainer2077\"><div class=\"po0 l342 t756 f0\" id=\"div_2074_XBRL_TS_b178d6df7e2b43c292116c60dd9a1047\"><div class=\"po1 w198 h137 lh0\" id=\"TextBlockContainer2075\"><div class=\"po1 w198 z0\" id=\"TextContainer2075\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a6315\">El gasto<div class=\"d0 w331\">\u00a0</div>por amortizaci\u00f3n<div class=\"d0 w803\">\u00a0</div>de inmovilizado<div class=\"d0 w725\">\u00a0</div>material registrado<div class=\"d0 w555\">\u00a0</div>durante el<div class=\"d0 w425\">\u00a0</div>ejercicio<div class=\"d0 w140\">\u00a0</div>2024 asciende </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a6316\">a 30.979 miles de euros (30.401 miles de euros en 2023), correspondiendo 22.033 miles<div class=\"d0 w515\">\u00a0</div>de euros </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a6325\">a la amortizaci\u00f3n<div class=\"d0 w696\">\u00a0</div>de inmovilizado<div class=\"d0 w144\">\u00a0</div>material en<div class=\"d0 w515\">\u00a0</div>r\u00e9gimen de<div class=\"d0 w472\">\u00a0</div>arrendamiento (19.968<div class=\"d0 w550\">\u00a0</div>miles de<div class=\"d0 w558\">\u00a0</div>euros </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a6330\">a 31 de diciembre de 2023).</div></div></div></div></div><div class=\"po1 w198 h158 lh0\" id=\"TextBlockContainer2157\"><div class=\"po1 w198 z0\" id=\"TextContainer2157\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a7346\">Ejercicio 2024- </div></div><div class=\"po0 l342 t2094 f0\" id=\"div_2148_XBRL_TS_0b15d17b012c4fe692ff2109ad8880c9\"><div class=\"po1 w198 h157 lh0\" id=\"TextBlockContainer2155\"><div class=\"w89 po0 h12 l877 t2000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2000 bgc0\">\u00a0</div>\n<div class=\"w847 po0 h12 l878 t2000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l877 t2001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l879 t2001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2002 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2002 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2002 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2002 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2002 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2002 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2002 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l877 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l880 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l882 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l535 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l520 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l885 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l887 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l879 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l877 t2004 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l880 t2004 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l882 t2004 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l535 t2004 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l520 t2004 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l885 t2004 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l887 t2004 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l879 t2004 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t2005 bgc0\">\u00a0</div>\n<div class=\"w848 po0 h12 l530 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2005 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2005 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2005 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2005 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2005 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2005 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2005 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l877 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l880 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l882 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l535 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l520 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l885 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l887 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l879 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l877 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l880 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l882 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l535 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l520 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l885 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l887 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l879 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l528 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l877 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l880 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l882 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l535 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l520 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l885 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l887 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l879 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l877 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l880 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l882 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l535 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l520 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l885 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l887 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l879 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l528 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l877 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l880 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l882 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l535 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l520 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l885 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l887 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l879 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2010 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2010 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2010 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2010 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2010 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2010 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2010 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2010 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2010 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bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2034 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2034 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l528 t2035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l877 t2035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l880 t2035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l882 t2035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l535 t2035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l520 t2035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l885 t2035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l887 t2035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l879 t2035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2036 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2036 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2036 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2036 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2036 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2036 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2036 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2036 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l528 t2037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l877 t2037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l880 t2037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l882 t2037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l535 t2037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l520 t2037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l885 t2037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l887 t2037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l879 t2037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l528 t2038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l877 t2038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l880 t2038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l882 t2038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l535 t2038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l520 t2038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l885 t2038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l887 t2038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l879 t2038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2039 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2039 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2039 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2039 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2039 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2039 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2039 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2039 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l528 t2040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l877 t2040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l880 t2040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l882 t2040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l535 t2040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l520 t2040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l885 t2040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l887 t2040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l879 t2040 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h153 l529 t2041 bgc3\">\u00a0</div>\n<div class=\"w850 po0 h126 l889 t2042 bgc3\">\u00a0</div>\n<div class=\"w850 po0 h126 l889 t2043 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h153 l890 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l891 t2044 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h153 l881 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l892 t2044 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h153 l893 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l894 t2044 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h153 l884 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l895 t2044 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h153 l521 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l536 t2044 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h153 l896 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l522 t2044 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h153 l888 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l897 t2044 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2045 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2045 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2045 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l528 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l877 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l880 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l882 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l535 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l520 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l885 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l887 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l879 t2041 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h156 l529 t2046 bgc3\">\u00a0</div>\n<div class=\"w850 po0 h126 l889 t2047 bgc3\">\u00a0</div>\n<div class=\"w850 po0 h126 l889 t2048 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h156 l890 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l891 t2049 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h156 l881 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l892 t2049 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h156 l893 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l894 t2049 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h156 l884 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l895 t2049 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h156 l521 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l536 t2049 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h156 l896 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l522 t2049 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h156 l888 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l897 t2049 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2050 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2050 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2050 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l528 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2051 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l877 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l880 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2051 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l882 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l535 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l520 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2051 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l885 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l887 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l879 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2051 bgc0\">\u00a0</div>\n<div class=\"po0 l342 t756 f0\" id=\"div_2149_XBRL_TS_b0d48e351cc949089483acd26deab6be\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2153\"><div class=\"po0 l342 t756 f0\" id=\"div_2150_XBRL_TS_2ebfcff7d6914c25add4a113aab25768\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2151\"><div class=\"po1 w198 z0\" id=\"TextContainer2151\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a7349\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a7350\">ha sido el siguiente:</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2155\"><div class=\"po0 fs35 cl2 l898 t2052\" id=\"a7354\">Miles de euros </div><div class=\"po0 fs35 cl2 l899 t2053\" id=\"a7356\">Saldo al </div><div class=\"po0 fs35 cl2 l900 t2054\" id=\"a7357\">31.12.2023 </div><div class=\"po0 fs35 cl2 l901 t2053\" id=\"a7359\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l902 t2054\" id=\"a7360\">monetaria </div><div class=\"po0 fs35 cl2 l903 t2053\" id=\"a7362\">Ajuste por </div><div class=\"po0 fs35 cl2 l904 t2054\" id=\"a7363\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l905 t2055\" id=\"a7365\">Adiciones </div><div class=\"po0 fs35 cl2 l906 t2055\" id=\"a7367\">Retiros </div><div class=\"po0 fs35 cl2 l907 t2055\" id=\"a7369\">Traspasos </div><div class=\"po0 fs35 cl2 l908 t2053\" id=\"a7371\">Saldo al </div><div class=\"po0 fs35 cl2 l909 t2054\" id=\"a7372\">31.12.2024 </div><div class=\"po0 fs36 cl2 l910 t2056\" id=\"a7374\">Coste</div><div class=\"po0 fs35 cl2 l911 t2057\" id=\"a7375\">:</div><div class=\"po0 fs35 cl2 l910 t2058\" id=\"a7384\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l912 t2058\" id=\"a7386\">122.893 </div><div class=\"po0 fs35 cl2 l913 t2058\" id=\"a7388\">1.742 </div><div class=\"po0 fs35 cl2 l914 t2058\" id=\"a7390\">(3.004) </div><div class=\"po0 fs35 cl2 l915 t2058\" id=\"a7392\">11.563 </div><div class=\"po0 fs35 cl2 l916 t2058\" id=\"a7394\">(3.883) </div><div class=\"po0 fs35 cl2 l917 t2058\" id=\"a7396\">- </div><div class=\"po0 fs35 cl2 l780 t2058\" id=\"a7398\">129.311 </div><div class=\"po0 fs35 cl2 l910 t2059\" id=\"a7400\">Prototipos </div><div class=\"po0 fs35 cl2 l912 t2059\" id=\"a7402\">236.766 </div><div class=\"po0 fs35 cl2 l918 t2059\" id=\"a7404\">13.977 </div><div class=\"po0 fs35 cl2 l919 t2059\" id=\"a7406\">(27.519) </div><div class=\"po0 fs35 cl2 l915 t2059\" id=\"a7408\">22.057 </div><div class=\"po0 fs35 cl2 l920 t2059\" id=\"a7410\">(14.270) </div><div class=\"po0 fs35 cl2 l921 t2059\" id=\"a7412\">102 </div><div class=\"po0 fs35 cl2 l780 t2059\" id=\"a7414\">231.113 </div><div class=\"po0 fs35 cl2 l910 t2060\" id=\"a7416\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l922 t2060\" id=\"a7419\">1.705 </div><div class=\"po0 fs35 cl2 l574 t2060\" id=\"a7421\">22 </div><div class=\"po0 fs35 cl2 l923 t2060\" id=\"a7423\">(171) </div><div class=\"po0 fs35 cl2 l924 t2060\" id=\"a7425\">321 </div><div class=\"po0 fs35 cl2 l925 t2060\" id=\"a7427\">(204) </div><div class=\"po0 fs35 cl2 l917 t2060\" id=\"a7429\">- </div><div class=\"po0 fs35 cl2 l926 t2060\" id=\"a7431\">1.673 </div><div class=\"po0 fs35 cl2 l910 t2061\" id=\"a7433\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l927 t2061\" id=\"a7435\">42.693 </div><div class=\"po0 fs35 cl2 l928 t2061\" id=\"a7437\">180 </div><div class=\"po0 fs35 cl2 l914 t2061\" id=\"a7439\">(1.415) </div><div class=\"po0 fs35 cl2 l924 t2061\" id=\"a7441\">320 </div><div class=\"po0 fs35 cl2 l929 t2061\" id=\"a7443\">(91) </div><div class=\"po0 fs35 cl2 l917 t2061\" id=\"a7445\">- </div><div class=\"po0 fs35 cl2 l832 t2061\" id=\"a7447\">41.687 </div><div class=\"po0 fs36 cl2 l910 t2062\" id=\"a7449\">Total coste </div><div class=\"po0 fs36 cl2 l912 t2062\" id=\"a7451\">404.057 </div><div class=\"po0 fs36 cl2 l918 t2062\" id=\"a7453\">15.921 </div><div class=\"po0 fs36 cl2 l919 t2062\" id=\"a7455\">(32.109) </div><div class=\"po0 fs36 cl2 l915 t2062\" id=\"a7457\">34.261 </div><div class=\"po0 fs36 cl2 l920 t2062\" id=\"a7459\">(18.448) </div><div class=\"po0 fs36 cl2 l921 t2062\" id=\"a7461\">102 </div><div class=\"po0 fs36 cl2 l780 t2062\" id=\"a7463\">403.784 </div><div class=\"po0 fs36 cl2 l910 t2063\" id=\"a7465\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l910 t2064\" id=\"a7474\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l930 t2064\" id=\"a7476\">(92.614) </div><div class=\"po0 fs35 cl2 l564 t2064\" id=\"a7478\">(1.618) </div><div class=\"po0 fs35 cl2 l931 t2064\" id=\"a7480\">1.977 </div><div class=\"po0 fs35 cl2 l549 t2064\" id=\"a7482\">(13.207) </div><div class=\"po0 fs35 cl2 l932 t2064\" id=\"a7484\">3.083 </div><div class=\"po0 fs35 cl2 l917 t2064\" id=\"a7486\">- </div><div class=\"po0 fs35 cl2 l933 t2064\" id=\"a7488\">(102.379) </div><div class=\"po0 fs35 cl2 l910 t2065\" id=\"a7490\">Prototipos </div><div class=\"po0 fs35 cl2 l600 t2065\" id=\"a7492\">(193.964) </div><div class=\"po0 fs35 cl2 l934 t2065\" id=\"a7494\">(14.026) </div><div class=\"po0 fs35 cl2 l935 t2065\" id=\"a7496\">21.934 </div><div class=\"po0 fs35 cl2 l549 t2065\" id=\"a7498\">(18.753) </div><div class=\"po0 fs35 cl2 l354 t2065\" id=\"a7500\">13.284 </div><div class=\"po0 fs35 cl2 l645 t2065\" id=\"a7502\">(102) </div><div class=\"po0 fs35 cl2 l933 t2065\" id=\"a7504\">(191.627) </div><div class=\"po0 fs35 cl2 l910 t2066\" id=\"a7506\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l936 t2066\" id=\"a7508\">(865) </div><div class=\"po0 fs35 cl2 l937 t2066\" id=\"a7510\">- </div><div class=\"po0 fs35 cl2 l575 t2066\" id=\"a7512\">119 </div><div class=\"po0 fs35 cl2 l938 t2066\" id=\"a7514\">(74) </div><div class=\"po0 fs35 cl2 l939 t2066\" id=\"a7516\">128 </div><div class=\"po0 fs35 cl2 l917 t2066\" id=\"a7518\">- </div><div class=\"po0 fs35 cl2 l940 t2066\" id=\"a7520\">(692) </div><div class=\"po0 fs35 cl2 l910 t2067\" id=\"a7522\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l930 t2067\" id=\"a7524\">(19.044) </div><div class=\"po0 fs35 cl2 l941 t2067\" id=\"a7526\">(180) </div><div class=\"po0 fs35 cl2 l575 t2067\" id=\"a7528\">826 </div><div class=\"po0 fs35 cl2 l942 t2067\" id=\"a7530\">(220) </div><div class=\"po0 fs35 cl2 l943 t2067\" id=\"a7532\">91 </div><div class=\"po0 fs35 cl2 l917 t2067\" id=\"a7534\">- </div><div class=\"po0 fs35 cl2 l944 t2067\" id=\"a7536\">(18.527) </div><div class=\"po0 fs36 cl2 l910 t2068\" id=\"a7538\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l600 t2068\" id=\"a7541\">(306.487) </div><div class=\"po0 fs36 cl2 l934 t2068\" id=\"a7543\">(15.824) </div><div class=\"po0 fs36 cl2 l935 t2068\" id=\"a7545\">24.856 </div><div class=\"po0 fs36 cl2 l549 t2068\" id=\"a7547\">(32.254) </div><div class=\"po0 fs36 cl2 l354 t2068\" id=\"a7549\">16.586 </div><div class=\"po0 fs36 cl2 l645 t2068\" id=\"a7551\">(102) </div><div class=\"po0 fs36 cl2 l933 t2068\" id=\"a7553\">(313.225) </div><div class=\"po0 fs36 cl2 l910 t2069\" id=\"a7555\">Deterioro: </div><div class=\"po0 fs35 cl2 l910 t2070\" id=\"a7564\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l936 t2070\" id=\"a7566\">(829) </div><div class=\"po0 fs35 cl2 l937 t2070\" id=\"a7568\">- </div><div class=\"po0 fs35 cl2 l945 t2070\" id=\"a7570\">- </div><div class=\"po0 fs35 cl2 l938 t2070\" id=\"a7572\">(16) </div><div class=\"po0 fs35 cl2 l939 t2070\" id=\"a7574\">781 </div><div class=\"po0 fs35 cl2 l917 t2070\" id=\"a7576\">- </div><div class=\"po0 fs35 cl2 l681 t2070\" id=\"a7578\">(64) </div><div class=\"po0 fs35 cl2 l910 t2071\" id=\"a7580\">Prototipos </div><div class=\"po0 fs35 cl2 l946 t2071\" id=\"a7582\">(3.409) </div><div class=\"po0 fs35 cl2 l574 t2071\" id=\"a7584\">25 </div><div class=\"po0 fs35 cl2 l575 t2071\" id=\"a7586\">114 </div><div class=\"po0 fs35 cl2 l947 t2071\" id=\"a7588\">(1.912) </div><div class=\"po0 fs35 cl2 l939 t2071\" id=\"a7590\">684 </div><div class=\"po0 fs35 cl2 l645 t2071\" id=\"a7592\">(684) </div><div class=\"po0 fs35 cl2 l948 t2071\" id=\"a7594\">(5.182) </div><div class=\"po0 fs35 cl2 l910 t2072\" id=\"a7596\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l936 t2072\" id=\"a7598\">(332) </div><div class=\"po0 fs35 cl2 l949 t2072\" id=\"a7600\">1 </div><div class=\"po0 fs35 cl2 l950 t2072\" id=\"a7602\">27 </div><div class=\"po0 fs35 cl2 l938 t2072\" id=\"a7604\">(60) </div><div class=\"po0 fs35 cl2 l943 t2072\" id=\"a7606\">14 </div><div class=\"po0 fs35 cl2 l917 t2072\" id=\"a7608\">- </div><div class=\"po0 fs35 cl2 l940 t2072\" id=\"a7610\">(350) </div><div class=\"po0 fs35 cl2 l910 t2073\" id=\"a7612\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l936 t2073\" id=\"a7614\">(639) </div><div class=\"po0 fs35 cl2 l937 t2073\" id=\"a7616\">- </div><div class=\"po0 fs35 cl2 l950 t2073\" id=\"a7618\">10 </div><div class=\"po0 fs35 cl2 l942 t2073\" id=\"a7620\">(682) </div><div class=\"po0 fs35 cl2 l951 t2073\" id=\"a7622\">- </div><div class=\"po0 fs35 cl2 l921 t2073\" id=\"a7624\">684 </div><div class=\"po0 fs35 cl2 l940 t2073\" id=\"a7626\">(627) </div><div class=\"po0 fs36 cl2 l910 t2074\" id=\"a7628\">Total deterioro </div><div class=\"po0 fs36 cl2 l946 t2074\" id=\"a7630\">(5.209) </div><div class=\"po0 fs36 cl2 l574 t2074\" id=\"a7632\">26 </div><div class=\"po0 fs36 cl2 l575 t2074\" id=\"a7634\">151 </div><div class=\"po0 fs36 cl2 l947 t2074\" id=\"a7636\">(2.670) </div><div class=\"po0 fs36 cl2 l932 t2074\" id=\"a7638\">1.479 </div><div class=\"po0 fs36 cl2 l917 t2074\" id=\"a7640\">- </div><div class=\"po0 fs36 cl2 l948 t2074\" id=\"a7642\">(6.223) </div><div class=\"po0 fs36 cl2 l910 t2075\" id=\"a7644\">Activo intangible neto </div><div class=\"po0 fs36 cl2 l927 t2075\" id=\"a7646\">92.361 </div><div class=\"po0 fs36 cl2 l928 t2075\" id=\"a7648\">123 </div><div class=\"po0 fs36 cl2 l914 t2075\" id=\"a7650\">(7.102) </div><div class=\"po0 fs36 cl2 l942 t2075\" id=\"a7652\">(663) </div><div class=\"po0 fs36 cl2 l925 t2075\" id=\"a7654\">(383) </div><div class=\"po0 fs36 cl2 l917 t2075\" id=\"a7656\">- </div><div class=\"po0 fs36 cl2 l832 t2075\" id=\"a7658\">84.336 </div><div class=\"po0 fs36 cl2 l910 t2076\" id=\"a7660\">Coste inmovilizado en </div><div class=\"po0 fs36 cl2 l910 t2077\" id=\"a7661\">arrendamiento: </div><div class=\"po0 fs35 cl2 l910 t2078\" id=\"a7670\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l927 t2078\" id=\"a7673\">19.630 </div><div class=\"po0 fs35 cl2 l937 t2078\" id=\"a7675\">- </div><div class=\"po0 fs35 cl2 l923 t2078\" id=\"a7677\">(766) </div><div class=\"po0 fs35 cl2 l763 t2078\" id=\"a7679\">4.099 </div><div class=\"po0 fs35 cl2 l925 t2078\" id=\"a7681\">(592) </div><div class=\"po0 fs35 cl2 l917 t2078\" id=\"a7683\">- </div><div class=\"po0 fs35 cl2 l832 t2078\" id=\"a7685\">22.371 </div><div class=\"po0 fs36 cl2 l910 t2079\" id=\"a7687\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l910 t2080\" id=\"a7688\">arrendamiento </div><div class=\"po0 fs36 cl2 l927 t2081\" id=\"a7690\">19.630 </div><div class=\"po0 fs36 cl2 l937 t2081\" id=\"a7692\">- </div><div class=\"po0 fs36 cl2 l923 t2081\" id=\"a7694\">(766) </div><div class=\"po0 fs36 cl2 l763 t2081\" id=\"a7696\">4.099 </div><div class=\"po0 fs36 cl2 l925 t2081\" id=\"a7698\">(592) </div><div class=\"po0 fs36 cl2 l917 t2081\" id=\"a7700\">- </div><div class=\"po0 fs36 cl2 l832 t2081\" id=\"a7702\">22.371 </div><div class=\"po0 fs36 cl2 l910 t2082\" id=\"a7704\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l910 t2083\" id=\"a7705\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l910 t2084\" id=\"a7714\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l946 t2084\" id=\"a7716\">(7.972) </div><div class=\"po0 fs35 cl2 l937 t2084\" id=\"a7718\">- </div><div class=\"po0 fs35 cl2 l575 t2084\" id=\"a7720\">391 </div><div class=\"po0 fs35 cl2 l947 t2084\" id=\"a7722\">(4.049) </div><div class=\"po0 fs35 cl2 l943 t2084\" id=\"a7724\">66 </div><div class=\"po0 fs35 cl2 l917 t2084\" id=\"a7726\">- </div><div class=\"po0 fs35 cl2 l944 t2084\" id=\"a7728\">(11.564) </div><div class=\"po0 fs36 cl2 l910 t2085\" id=\"a7730\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l910 t2086\" id=\"a7731\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l946 t2087\" id=\"a7733\">(7.972) </div><div class=\"po0 fs36 cl2 l937 t2087\" id=\"a7735\">- </div><div class=\"po0 fs36 cl2 l575 t2087\" id=\"a7737\">391 </div><div class=\"po0 fs36 cl2 l947 t2087\" id=\"a7739\">(4.049) </div><div class=\"po0 fs36 cl2 l943 t2087\" id=\"a7741\">66 </div><div class=\"po0 fs36 cl2 l917 t2087\" id=\"a7743\">- </div><div class=\"po0 fs36 cl2 l944 t2087\" id=\"a7745\">(11.564) </div><div class=\"po0 fs36 cl2 l910 t2088\" id=\"a7747\">Activo intangible neto en </div><div class=\"po0 fs36 cl2 l910 t2089\" id=\"a7748\">arrendamiento </div><div class=\"po0 fs36 cl2 l927 t2090\" id=\"a7750\">11.658 </div><div class=\"po0 fs36 cl2 l937 t2090\" id=\"a7752\">- </div><div class=\"po0 fs36 cl2 l923 t2090\" id=\"a7754\">(375) </div><div class=\"po0 fs36 cl2 l952 t2090\" id=\"a7756\">50 </div><div class=\"po0 fs36 cl2 l925 t2090\" id=\"a7758\">(526) </div><div class=\"po0 fs36 cl2 l917 t2090\" id=\"a7760\">- </div><div class=\"po0 fs36 cl2 l832 t2090\" id=\"a7762\">10.807 </div><div class=\"po0 fs36 cl2 l910 t2091\" id=\"a7764\">TOTAL ACTIVO INTANGIBLE </div><div class=\"po0 fs36 cl2 l910 t2092\" id=\"a7765\">NETO </div><div class=\"po0 fs36 cl2 l912 t2093\" id=\"a7767\">104.019 </div><div class=\"po0 fs36 cl2 l928 t2093\" id=\"a7769\">123 </div><div class=\"po0 fs36 cl2 l914 t2093\" id=\"a7771\">(7.477) </div><div class=\"po0 fs36 cl2 l942 t2093\" id=\"a7773\">(613) </div><div class=\"po0 fs36 cl2 l925 t2093\" id=\"a7775\">(909) </div><div class=\"po0 fs36 cl2 l917 t2093\" id=\"a7777\">- </div><div class=\"po0 fs36 cl2 l832 t2093\" id=\"a7779\">95.143 </div></div></div></div></div><div class=\"po1 w198 h161 lh0\" id=\"TextBlockContainer2175\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2136 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l877 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l878 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l954 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l954 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l955 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l956 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l956 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l957 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l958 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l958 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l959 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l960 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l960 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l333 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l961 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l961 t2136 bgc0\">\u00a0</div>\n<div class=\"w853 po0 h12 l962 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l963 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l963 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l964 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l953 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2136 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2175\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a7792\">Ejercicio 2023- </div></div><div class=\"po0 l342 t1610 f0\" id=\"div_2169_XBRL_TS_e5a5afab91524c2d915e5a50205fbea3\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2173\"><div class=\"po0 l342 t756 f0\" id=\"div_2170_XBRL_TS_7e1bb124aa1d4a2ba397ba1fb90f8eec\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2171\"><div class=\"po1 w198 z0\" id=\"TextContainer2171\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a7795\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a7796\">fue el siguiente:</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2176\"><div class=\"po0 fs35 cl2 l973 t2137\" id=\"a7800\">Miles de euros </div><div class=\"po0 fs35 cl2 l974 t2138\" id=\"a7802\">Saldo al </div><div class=\"po0 fs35 cl2 l975 t2139\" id=\"a7803\">31.12.2022 </div><div class=\"po0 fs35 cl2 l976 t2138\" id=\"a7805\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l977 t2139\" id=\"a7806\">monetaria </div><div class=\"po0 fs35 cl2 l978 t2138\" id=\"a7808\">Ajuste por </div><div class=\"po0 fs35 cl2 l979 t2139\" id=\"a7809\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l980 t2140\" id=\"a7811\">Adiciones </div><div class=\"po0 fs35 cl2 l981 t2140\" id=\"a7813\">Retiros </div><div class=\"po0 fs35 cl2 l982 t2140\" id=\"a7815\">Traspasos </div><div class=\"po0 fs35 cl2 l983 t2138\" id=\"a7817\">Saldo al </div><div class=\"po0 fs35 cl2 l944 t2139\" id=\"a7818\">31.12.2023 </div><div class=\"po0 fs36 cl2 l910 t2141\" id=\"a7820\">Coste</div><div class=\"po0 fs35 cl2 l911 t2142\" id=\"a7821\">:</div><div class=\"po0 fs35 cl2 l910 t2143\" id=\"a7830\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l984 t2143\" id=\"a7832\">111.408 </div><div class=\"po0 fs35 cl2 l584 t2143\" id=\"a7834\">5.103 </div><div class=\"po0 fs35 cl2 l931 t2143\" id=\"a7836\">(4.317) </div><div class=\"po0 fs35 cl2 l426 t2143\" id=\"a7838\">11.952 </div><div class=\"po0 fs35 cl2 l587 t2143\" id=\"a7840\">(1.266) </div><div class=\"po0 fs35 cl2 l604 t2143\" id=\"a7842\">13 </div><div class=\"po0 fs35 cl2 l985 t2143\" id=\"a7844\">122.893 </div><div class=\"po0 fs35 cl2 l910 t2144\" id=\"a7846\">Prototipos </div><div class=\"po0 fs35 cl2 l984 t2144\" id=\"a7848\">230.413 </div><div class=\"po0 fs35 cl2 l986 t2144\" id=\"a7850\">42.790 </div><div class=\"po0 fs35 cl2 l987 t2144\" id=\"a7852\">(42.069) </div><div class=\"po0 fs35 cl2 l426 t2144\" id=\"a7854\">19.169 </div><div class=\"po0 fs35 cl2 l988 t2144\" id=\"a7856\">(13.545) </div><div class=\"po0 fs35 cl2 l989 t2144\" id=\"a7858\">8 </div><div class=\"po0 fs35 cl2 l985 t2144\" id=\"a7860\">236.766 </div><div class=\"po0 fs35 cl2 l910 t2145\" id=\"a7862\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l990 t2145\" id=\"a7864\">2.210 </div><div class=\"po0 fs35 cl2 l991 t2145\" id=\"a7866\">5 </div><div class=\"po0 fs35 cl2 l992 t2145\" id=\"a7868\">139 </div><div class=\"po0 fs35 cl2 l993 t2145\" id=\"a7870\">377 </div><div class=\"po0 fs35 cl2 l994 t2145\" id=\"a7872\">(327) </div><div class=\"po0 fs35 cl2 l593 t2145\" id=\"a7874\">(699) </div><div class=\"po0 fs35 cl2 l417 t2145\" id=\"a7876\">1.705 </div><div class=\"po0 fs35 cl2 l910 t2146\" id=\"a7878\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l995 t2146\" id=\"a7881\">41.671 </div><div class=\"po0 fs35 cl2 l996 t2146\" id=\"a7883\">495 </div><div class=\"po0 fs35 cl2 l992 t2146\" id=\"a7885\">119 </div><div class=\"po0 fs35 cl2 l997 t2146\" id=\"a7887\">75 </div><div class=\"po0 fs35 cl2 l998 t2146\" id=\"a7889\">(30) </div><div class=\"po0 fs35 cl2 l999 t2146\" id=\"a7891\">363 </div><div class=\"po0 fs35 cl2 l1000 t2146\" id=\"a7893\">42.693 </div><div class=\"po0 fs36 cl2 l910 t2147\" id=\"a7895\">Total coste </div><div class=\"po0 fs36 cl2 l984 t2147\" id=\"a7897\">385.702 </div><div class=\"po0 fs36 cl2 l986 t2147\" id=\"a7899\">48.393 </div><div class=\"po0 fs36 cl2 l987 t2147\" id=\"a7901\">(46.128) </div><div class=\"po0 fs36 cl2 l426 t2147\" id=\"a7903\">31.573 </div><div class=\"po0 fs36 cl2 l988 t2147\" id=\"a7905\">(15.168) </div><div class=\"po0 fs36 cl2 l593 t2147\" id=\"a7907\">(315) </div><div class=\"po0 fs36 cl2 l985 t2147\" id=\"a7909\">404.057 </div><div class=\"po0 fs36 cl2 l910 t2148\" id=\"a7911\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l910 t2149\" id=\"a7920\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l1001 t2149\" id=\"a7922\">(82.502) </div><div class=\"po0 fs35 cl2 l1002 t2149\" id=\"a7924\">(4.595) </div><div class=\"po0 fs35 cl2 l1003 t2149\" id=\"a7926\">4.356 </div><div class=\"po0 fs35 cl2 l1004 t2149\" id=\"a7928\">(10.911) </div><div class=\"po0 fs35 cl2 l577 t2149\" id=\"a7930\">1.038 </div><div class=\"po0 fs35 cl2 l1005 t2149\" id=\"a7932\">- </div><div class=\"po0 fs35 cl2 l1006 t2149\" id=\"a7934\">(92.614) </div><div class=\"po0 fs35 cl2 l910 t2150\" id=\"a7936\">Prototipos </div><div class=\"po0 fs35 cl2 l1007 t2150\" id=\"a7938\">(182.743) </div><div class=\"po0 fs35 cl2 l1008 t2150\" id=\"a7940\">(40.852) </div><div class=\"po0 fs35 cl2 l1009 t2150\" id=\"a7942\">42.717 </div><div class=\"po0 fs35 cl2 l1004 t2150\" id=\"a7944\">(24.433) </div><div class=\"po0 fs35 cl2 l929 t2150\" id=\"a7946\">11.346 </div><div class=\"po0 fs35 cl2 l989 t2150\" id=\"a7948\">1 </div><div class=\"po0 fs35 cl2 l421 t2150\" id=\"a7950\">(193.964) </div><div class=\"po0 fs35 cl2 l910 t2151\" id=\"a7952\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l1010 t2151\" id=\"a7954\">(1.204) </div><div class=\"po0 fs35 cl2 l696 t2151\" id=\"a7956\">- </div><div class=\"po0 fs35 cl2 l575 t2151\" id=\"a7958\">(519) </div><div class=\"po0 fs35 cl2 l1011 t2151\" id=\"a7960\">(465) </div><div class=\"po0 fs35 cl2 l1012 t2151\" id=\"a7962\">633 </div><div class=\"po0 fs35 cl2 l999 t2151\" id=\"a7964\">690 </div><div class=\"po0 fs35 cl2 l685 t2151\" id=\"a7966\">(865) </div><div class=\"po0 fs35 cl2 l910 t2152\" id=\"a7968\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l1001 t2152\" id=\"a7970\">(18.903) </div><div class=\"po0 fs35 cl2 l1013 t2152\" id=\"a7972\">(495) </div><div class=\"po0 fs35 cl2 l992 t2152\" id=\"a7974\">862 </div><div class=\"po0 fs35 cl2 l1011 t2152\" id=\"a7976\">(173) </div><div class=\"po0 fs35 cl2 l1014 t2152\" id=\"a7978\">15 </div><div class=\"po0 fs35 cl2 l593 t2152\" id=\"a7980\">(350) </div><div class=\"po0 fs35 cl2 l1006 t2152\" id=\"a7982\">(19.044) </div><div class=\"po0 fs36 cl2 l910 t2153\" id=\"a7984\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l1007 t2153\" id=\"a7986\">(285.352) </div><div class=\"po0 fs36 cl2 l1008 t2153\" id=\"a7988\">(45.942) </div><div class=\"po0 fs36 cl2 l1009 t2153\" id=\"a7990\">47.416 </div><div class=\"po0 fs36 cl2 l1004 t2153\" id=\"a7992\">(35.982) </div><div class=\"po0 fs36 cl2 l929 t2153\" id=\"a7994\">13.032 </div><div class=\"po0 fs36 cl2 l999 t2153\" id=\"a7996\">341 </div><div class=\"po0 fs36 cl2 l421 t2153\" id=\"a7998\">(306.487) </div><div class=\"po0 fs36 cl2 l910 t2154\" id=\"a8000\">Deterioro: </div><div class=\"po0 fs35 cl2 l910 t2155\" id=\"a8009\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l1015 t2155\" id=\"a8011\">(855) </div><div class=\"po0 fs35 cl2 l696 t2155\" id=\"a8013\">- </div><div class=\"po0 fs35 cl2 l1016 t2155\" id=\"a8015\">- </div><div class=\"po0 fs35 cl2 l1017 t2155\" id=\"a8017\">(49) </div><div class=\"po0 fs35 cl2 l1014 t2155\" id=\"a8019\">75 </div><div class=\"po0 fs35 cl2 l1005 t2155\" id=\"a8021\">- </div><div class=\"po0 fs35 cl2 l685 t2155\" id=\"a8023\">(829) </div><div class=\"po0 fs35 cl2 l910 t2156\" id=\"a8025\">Prototipos </div><div class=\"po0 fs35 cl2 l1010 t2156\" id=\"a8027\">(3.687) </div><div class=\"po0 fs35 cl2 l696 t2156\" id=\"a8029\">- </div><div class=\"po0 fs35 cl2 l1018 t2156\" id=\"a8031\">(18) </div><div class=\"po0 fs35 cl2 l1019 t2156\" id=\"a8033\">(1.348) </div><div class=\"po0 fs35 cl2 l577 t2156\" id=\"a8035\">1.644 </div><div class=\"po0 fs35 cl2 l1005 t2156\" id=\"a8037\">- </div><div class=\"po0 fs35 cl2 l1020 t2156\" id=\"a8039\">(3.409) </div><div class=\"po0 fs35 cl2 l910 t2157\" id=\"a8041\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l1015 t2157\" id=\"a8043\">(387) </div><div class=\"po0 fs35 cl2 l1021 t2157\" id=\"a8045\">(19) </div><div class=\"po0 fs35 cl2 l1022 t2157\" id=\"a8047\">(1) </div><div class=\"po0 fs35 cl2 l997 t2157\" id=\"a8049\">69 </div><div class=\"po0 fs35 cl2 l1023 t2157\" id=\"a8051\">6 </div><div class=\"po0 fs35 cl2 l1005 t2157\" id=\"a8053\">- </div><div class=\"po0 fs35 cl2 l685 t2157\" id=\"a8055\">(332) </div><div class=\"po0 fs35 cl2 l910 t2158\" id=\"a8057\">Otro inmovilizado intangible </div><div class=\"po0 fs35 cl2 l1015 t2158\" id=\"a8059\">(610) </div><div class=\"po0 fs35 cl2 l696 t2158\" id=\"a8061\">- </div><div class=\"po0 fs35 cl2 l1018 t2158\" id=\"a8063\">(28) </div><div class=\"po0 fs35 cl2 l1011 t2158\" id=\"a8065\">(670) </div><div class=\"po0 fs35 cl2 l1012 t2158\" id=\"a8067\">669 </div><div class=\"po0 fs35 cl2 l1005 t2158\" id=\"a8069\">- </div><div class=\"po0 fs35 cl2 l685 t2158\" id=\"a8071\">(639) </div><div class=\"po0 fs36 cl2 l910 t2159\" id=\"a8073\">Total deterioro </div><div class=\"po0 fs36 cl2 l1010 t2159\" id=\"a8075\">(5.539) </div><div class=\"po0 fs36 cl2 l1021 t2159\" id=\"a8077\">(19) </div><div class=\"po0 fs36 cl2 l1018 t2159\" id=\"a8079\">(47) </div><div class=\"po0 fs36 cl2 l1019 t2159\" id=\"a8081\">(1.998) </div><div class=\"po0 fs36 cl2 l577 t2159\" id=\"a8083\">2.394 </div><div class=\"po0 fs36 cl2 l1005 t2159\" id=\"a8085\">- </div><div class=\"po0 fs36 cl2 l1020 t2159\" id=\"a8087\">(5.209) </div><div class=\"po0 fs36 cl2 l910 t2160\" id=\"a8089\">Activo intangible neto </div><div class=\"po0 fs36 cl2 l995 t2160\" id=\"a8091\">94.811 </div><div class=\"po0 fs36 cl2 l584 t2160\" id=\"a8093\">2.432 </div><div class=\"po0 fs36 cl2 l1003 t2160\" id=\"a8095\">1.241 </div><div class=\"po0 fs36 cl2 l1019 t2160\" id=\"a8097\">(6.407) </div><div class=\"po0 fs36 cl2 l1012 t2160\" id=\"a8099\">258 </div><div class=\"po0 fs36 cl2 l604 t2160\" id=\"a8101\">26 </div><div class=\"po0 fs36 cl2 l1000 t2160\" id=\"a8103\">92.361 </div><div class=\"po0 fs36 cl2 l910 t2161\" id=\"a8105\">Coste inmovilizado en </div><div class=\"po0 fs36 cl2 l910 t2162\" id=\"a8106\">arrendamiento: </div><div class=\"po0 fs35 cl2 l910 t486\" id=\"a8115\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l995 t486\" id=\"a8117\">16.546 </div><div class=\"po0 fs35 cl2 l696 t486\" id=\"a8119\">- </div><div class=\"po0 fs35 cl2 l1003 t486\" id=\"a8121\">1.719 </div><div class=\"po0 fs35 cl2 l1024 t486\" id=\"a8123\">4.976 </div><div class=\"po0 fs35 cl2 l587 t486\" id=\"a8125\">(3.611) </div><div class=\"po0 fs35 cl2 l1005 t486\" id=\"a8127\">- </div><div class=\"po0 fs35 cl2 l1000 t486\" id=\"a8129\">19.630 </div><div class=\"po0 fs36 cl2 l910 t2163\" id=\"a8131\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l910 t2164\" id=\"a8132\">arrendamiento </div><div class=\"po0 fs36 cl2 l995 t2165\" id=\"a8134\">16.546 </div><div class=\"po0 fs36 cl2 l696 t2165\" id=\"a8136\">- </div><div class=\"po0 fs36 cl2 l1003 t2165\" id=\"a8138\">1.719 </div><div class=\"po0 fs36 cl2 l1024 t2165\" id=\"a8140\">4.976 </div><div class=\"po0 fs36 cl2 l587 t2165\" id=\"a8142\">(3.611) </div><div class=\"po0 fs36 cl2 l1005 t2165\" id=\"a8144\">- </div><div class=\"po0 fs36 cl2 l1000 t2165\" id=\"a8146\">19.630 </div><div class=\"po0 fs36 cl2 l910 t2166\" id=\"a8148\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l910 t2167\" id=\"a8149\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l910 t2168\" id=\"a8158\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l1010 t2168\" id=\"a8160\">(6.414) </div><div class=\"po0 fs35 cl2 l696 t2168\" id=\"a8162\">- </div><div class=\"po0 fs35 cl2 l931 t2168\" id=\"a8164\">(1.083) </div><div class=\"po0 fs35 cl2 l1019 t2168\" id=\"a8166\">(3.899) </div><div class=\"po0 fs35 cl2 l577 t2168\" id=\"a8168\">3.424 </div><div class=\"po0 fs35 cl2 l1005 t2168\" id=\"a8170\">- </div><div class=\"po0 fs35 cl2 l1020 t2168\" id=\"a8172\">(7.972) </div><div class=\"po0 fs36 cl2 l910 t2169\" id=\"a8174\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l910 t2170\" id=\"a8176\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l1010 t2171\" id=\"a8178\">(6.414) </div><div class=\"po0 fs36 cl2 l696 t2171\" id=\"a8180\">- </div><div class=\"po0 fs36 cl2 l931 t2171\" id=\"a8182\">(1.083) </div><div class=\"po0 fs36 cl2 l1019 t2171\" id=\"a8184\">(3.899) </div><div class=\"po0 fs36 cl2 l577 t2171\" id=\"a8186\">3.424 </div><div class=\"po0 fs36 cl2 l1005 t2171\" id=\"a8188\">- </div><div class=\"po0 fs36 cl2 l1020 t2171\" id=\"a8190\">(7.972) </div><div class=\"po0 fs36 cl2 l910 t2172\" id=\"a8192\">Activo intangible neto en </div><div class=\"po0 fs36 cl2 l910 t2173\" id=\"a8193\">arrendamiento </div><div class=\"po0 fs36 cl2 l995 t2174\" id=\"a8195\">10.132 </div><div class=\"po0 fs36 cl2 l696 t2174\" id=\"a8197\">- </div><div class=\"po0 fs36 cl2 l992 t2174\" id=\"a8199\">636 </div><div class=\"po0 fs36 cl2 l1024 t2174\" id=\"a8201\">1.077 </div><div class=\"po0 fs36 cl2 l994 t2174\" id=\"a8203\">(187) </div><div class=\"po0 fs36 cl2 l1005 t2174\" id=\"a8205\">- </div><div class=\"po0 fs36 cl2 l1000 t2174\" id=\"a8207\">11.658 </div><div class=\"po0 fs36 cl2 l910 t2175\" id=\"a8209\">TOTAL ACTIVO INTANGIBLE </div><div class=\"po0 fs36 cl2 l910 t2176\" id=\"a8210\">NETO </div><div class=\"po0 fs36 cl2 l984 t2177\" id=\"a8212\">104.943 </div><div class=\"po0 fs36 cl2 l584 t2177\" id=\"a8214\">2.432 </div><div class=\"po0 fs36 cl2 l1003 t2177\" id=\"a8216\">1.877 </div><div class=\"po0 fs36 cl2 l1019 t2177\" id=\"a8218\">(5.330) </div><div class=\"po0 fs36 cl2 l1014 t2177\" id=\"a8220\">71 </div><div class=\"po0 fs36 cl2 l604 t2177\" id=\"a8222\">26 </div><div class=\"po0 fs36 cl2 l985 t2177\" id=\"a8224\">104.019 </div><div class=\"po0 fs31 cl4 l340 t2178\" id=\"a8226\">.</div></div></div><div class=\"po1 w712 h162 lh0\" id=\"TextBlockContainer2194\"><div class=\"po1 w712 z0\" id=\"TextContainer2194\"><div class=\"po0 fs14 cl2 l1031 t756\" id=\"a8310\">\u201c</div><div class=\"po0 fs26 cl2 l1032 t756\" id=\"a8311\">Otros activos<div class=\"d0 w419\">\u00a0</div>intangibles en<div class=\"d0 w283\">\u00a0</div>arrendamiento</div><div class=\"po0 fs14 cl2 l1033 t756\" id=\"a8312\">\u201d, por<div class=\"d0 w345\">\u00a0</div>importe de<div class=\"d0 w235\">\u00a0</div>4.099 miles<div class=\"d0 w296\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>(4.976 </div><div class=\"po0 fs14 cl2 l1031 t1298\" id=\"a8318\">miles de euros en el ejercicio 2023), corresponden<div class=\"d0 w325\">\u00a0</div>a la activaci\u00f3n inicial o renovaci\u00f3n de </div><div class=\"po0 fs14 cl2 l462 t762\" id=\"a8326\">contratos de arrendamiento de frecuencias de radio.</div></div></div><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer2200\"><div class=\"po1 w198 z0\" id=\"TextContainer2200\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8383\">El<div class=\"d0 w278\">\u00a0</div>saldo<div class=\"d0 w586\">\u00a0</div>neto<div class=\"d0 w449\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>contratos<div class=\"d0 w586\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>arrendamiento<div class=\"d0 w617\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>concesiones<div class=\"d0 w500\">\u00a0</div>administrativas<div class=\"d0 w337\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>Radio </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a8384\">asciende a 10.807 miles de euros a 31 de diciembre de 2024 (11.658<div class=\"d0 w515\">\u00a0</div>miles de euros en 2023).</div></div></div><div class=\"po1 w198 h137 lh0\" id=\"TextBlockContainer2206\"><div class=\"po0 l342 t756 f0\" id=\"div_2203_XBRL_TS_a584fea830c946b3bf3d5c644462c10b\"><div class=\"po1 w198 h137 lh0\" id=\"TextBlockContainer2204\"><div class=\"po1 w198 z0\" id=\"TextContainer2204\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8392\">El<div class=\"d0 w398\">\u00a0</div>gasto<div class=\"d0 w507\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>amortizaci\u00f3n<div class=\"d0 w273\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>inmovilizado<div class=\"d0 w493\">\u00a0</div>intangible<div class=\"d0 w494\">\u00a0</div>registrado<div class=\"d0 w648\">\u00a0</div>durante<div class=\"d0 w448\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>ejercicio<div class=\"d0 w612\">\u00a0</div>2024 </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a8393\">asciende a 36.303 miles<div class=\"d0 w228\">\u00a0</div>de euros (39.881 miles<div class=\"d0 w296\">\u00a0</div>de euros en 2023),<div class=\"d0 w22\">\u00a0</div>correspondiendo 4.049 miles </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a8400\">de euros a la amortizaci\u00f3n<div class=\"d0 w387\">\u00a0</div>de inmovilizado en r\u00e9gimen<div class=\"d0 w141\">\u00a0</div>de arrendamiento (3.899<div class=\"d0 w85\">\u00a0</div>miles de euros </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a8401\">en 2023).</div></div></div></div></div><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2751\"><div class=\"po0 l342 t756 f0\" id=\"div_2748_XBRL_TS_51d4f44f29fd4101b75ee4b3d9f46c81\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2749\"><div class=\"po1 w198 z0\" id=\"TextContainer2749\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a14009\">Pasivos financieros por arrendamiento </div><div class=\"po0 fs14 cl2 l340 t3437\" id=\"a14012\">La aplicaci\u00f3n<div class=\"d0 w85\">\u00a0</div>de la NIIF<div class=\"d0 w325\">\u00a0</div>16 Arrendamientos<div class=\"d0 w341\">\u00a0</div>supone el<div class=\"d0 w140\">\u00a0</div>registro de un<div class=\"d0 w324\">\u00a0</div>pasivo financiero<div class=\"d0 w267\">\u00a0</div>asociado </div><div class=\"po0 fs14 cl2 l340 t3438\" id=\"a14013\">a los arrendamientos, cuyo importe a 31 de diciembre<div class=\"d0 w402\">\u00a0</div>de 2024 asciende a 43.222 miles de euros </div><div class=\"po0 fs14 cl2 l340 t3439\" id=\"a14014\">a largo plazo y 17.569 miles de euros<div class=\"d0 w324\">\u00a0</div>a corto plazo (49.216 miles de euros<div class=\"d0 w561\">\u00a0</div>a largo plazo y 16.062 </div><div class=\"po0 fs14 cl2 l340 t3440\" id=\"a14017\">miles de euros a corto plazo a 31 de diciembre de 2023). </div></div></div></div></div><div class=\"po1 w374 h273 lh0\" id=\"TextBlockContainer2764\"><div class=\"po0 l342 t756 f0\" id=\"div_2758_XBRL_TS_f78f0a3924e341ec94939582fbc06eb1_14\"><div class=\"po1 w374 h273 lh0\" id=\"TextBlockContainer2762\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po0 l464 t756 f0\" id=\"div_2759_XBRL_TS_1d08eafd4dc64128ba17322fd405a8a3\"><div class=\"po1 w198 h272 lh0\" id=\"TextBlockContainer2760\"><div class=\"w89 po0 h12 l2057 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t759 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h12 l2058 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t759 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l206 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2057 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2059 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2060 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t2750 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h12 l2058 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t2750 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l206 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2057 t2751 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2059 t2751 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2060 t2751 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2057 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2059 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2060 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2057 t2754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2059 t2754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2060 t2754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2057 t1104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2059 t1104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2060 t1104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2057 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2059 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2060 t2755 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h41 l2058 t2837 bgc3\">\u00a0</div>\n<div class=\"w1153 po0 h37 l877 t3442 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h41 l206 t2837 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h37 l535 t3442 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t675 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h12 l2058 t675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t675 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l206 t675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2057 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t2756 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h12 l2058 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2059 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t2756 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l206 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2060 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t2756 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2760\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a14029\">El<div class=\"d0 w669\">\u00a0</div>detalle<div class=\"d0 w1154\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>los<div class=\"d0 w665\">\u00a0</div>vencimientos<div class=\"d0 w863\">\u00a0</div>del<div class=\"d0 w663\">\u00a0</div>importe<div class=\"d0 w1114\">\u00a0</div>nominal<div class=\"d0 w1155\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>los<div class=\"d0 w863\">\u00a0</div>pasivos<div class=\"d0 w671\">\u00a0</div>financieros<div class=\"d0 w859\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a14030\">arrendamiento a 31 de diciembre de 2024 son los siguientes: </div><div class=\"po0 fs15 cl2 l2061 t3443\" id=\"a14035\">Vencimientos </div><div class=\"po0 fs15 cl2 l2062 t3443\" id=\"a14037\">Miles de euros </div><div class=\"po0 fs32 cl2 l2061 t3444\" id=\"a14039\">Menos de 6 meses </div><div class=\"po0 fs32 cl2 l1096 t3444\" id=\"a14041\">10.679 </div><div class=\"po0 fs32 cl2 l2061 t3445\" id=\"a14043\">6-12 meses </div><div class=\"po0 fs32 cl2 l1096 t3445\" id=\"a14047\">10.187 </div><div class=\"po0 fs32 cl2 l2061 t3446\" id=\"a14049\">De 1 a 3 a\u00f1os </div><div class=\"po0 fs32 cl2 l1096 t3446\" id=\"a14051\">33.540 </div><div class=\"po0 fs32 cl2 l2061 t3447\" id=\"a14053\">De 3 a 5 a\u00f1os </div><div class=\"po0 fs32 cl2 l1096 t3447\" id=\"a14055\">10.274 </div><div class=\"po0 fs32 cl2 l2061 t3448\" id=\"a14057\">M\u00e1s de 5 a\u00f1os </div><div class=\"po0 fs32 cl2 l2044 t3448\" id=\"a14059\">6.686 </div><div class=\"po0 fs15 cl2 l2061 t3449\" id=\"a14061\">Total </div><div class=\"po0 fs15 cl2 l1096 t3449\" id=\"a14063\">71.366 </div><div class=\"po0 fs14 cl4 l341 t499\" id=\"a14066\">.</div></div></div></div><div class=\"po1 w374 z0\" id=\"TextContainer2762\"><div class=\"po0 fs14 cl2 l340 t3450\" id=\"a14068\">En el ejercicio 2024, el pago<div class=\"d0 w9\">\u00a0</div>asociado a los pasivos financieros por arrendamiento (bajo la<div class=\"d0 w23\">\u00a0</div>NIIF </div><div class=\"po0 fs14 cl2 l340 t3451\" id=\"a14070\">16)<div class=\"d0 w501\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>todo<div class=\"d0 w477\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Grupo<div class=\"d0 w340\">\u00a0</div>asciende<div class=\"d0 w482\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>26,0<div class=\"d0 w226\">\u00a0</div>millones<div class=\"d0 w335\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>euros,<div class=\"d0 w500\">\u00a0</div>incluido<div class=\"d0 w477\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l2063 t3452\" id=\"a14074\">\u201cPago<div class=\"d0 w337\">\u00a0</div>por </div><div class=\"po0 fs26 cl2 l340 t3453\" id=\"a14076\">arrendamiento NIIF 16\u201d</div><div class=\"po0 fs14 cl2 l2064 t3454\" id=\"a14078\"><div class=\"d0 w112\">\u00a0</div>del estado de<div class=\"d0 w223\">\u00a0</div>flujos de<div class=\"d0 w396\">\u00a0</div>efectivo consolidado (23,8<div class=\"d0 w9\">\u00a0</div>millones de<div class=\"d0 w22\">\u00a0</div>euros en </div><div class=\"po0 fs14 cl2 l341 t608\" id=\"a14085\">2023).</div></div></div></div></div><div class=\"po1 w1290 h308 lh0\" id=\"TextBlockContainer3010\"><div class=\"po1 w1290 z0\" id=\"TextContainer3010\"><div class=\"po0 fs31 cl2 l2452 t756\" id=\"a16368\">A 31 de diciembre<div class=\"d0 w266\">\u00a0</div>de 2024, el ep\u00edgrafe </div><div class=\"po0 fs47 cl2 l2453 t4023\" id=\"a16370\">\u201cOtros gastos financieros\u201d</div><div class=\"po0 fs31 cl2 l2454 t756\" id=\"a16371\"><div class=\"d0 w352\">\u00a0</div>incluye 5.695 miles<div class=\"d0 w143\">\u00a0</div>de euros por el efecto </div><div class=\"po0 fs31 cl2 l2452 t4024\" id=\"a16373\">de la actualizaci\u00f3n del<div class=\"d0 w478\">\u00a0</div>pasivo financiero asociado<div class=\"d0 w386\">\u00a0</div>a los contratos de arrendamiento<div class=\"d0 w1223\">\u00a0</div>(6.416 miles de euros </div><div class=\"po0 fs31 cl2 l2452 t4025\" id=\"a16374\">a 31 de diciembre de 2023).</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfLeasesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l533 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l517 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l534 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l519 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l535 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l521 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l536 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l523 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l537 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l525 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l538 t1553 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h130 l527 t1550 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l539 t1553 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1554 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l512 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l515 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l516 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l517 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l519 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l521 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l522 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l523 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l524 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l525 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l526 t1554 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l527 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l528 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l511 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l514 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l516 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l518 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l520 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l522 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l524 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l526 t1550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h130 l513 t1550 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h132 l529 t1555 bgc3\">\u00a0</div>\n<div class=\"w786 po0 h126 l531 t1556 bgc3\">\u00a0</div>\n<div class=\"w786 po0 h126 l531 t1557 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l512 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l532 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l515 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l533 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l517 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l534 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l519 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l535 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l521 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l536 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l523 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l537 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l525 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l538 t1558 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h132 l527 t1555 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l539 t1558 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1559 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l512 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l515 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l516 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l517 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l519 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l521 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l522 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l523 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l524 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l525 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l526 t1559 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l527 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l528 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1560 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l511 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l512 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l514 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l514 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l515 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l516 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l516 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l517 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l518 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l519 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l520 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l521 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l522 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l522 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l523 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l524 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l524 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l525 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l526 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l526 t1560 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l527 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l513 t1555 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1560 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l513 t1560 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2030\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a5043\">Ejercicio 2024- </div><div class=\"po0 fs14 cl2 l540 t1561\" id=\"a5047\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l540 t1562\" id=\"a5048\">ha sido el siguiente: </div><div class=\"po0 fs35 cl2 l541 t1563\" id=\"a5052\">Miles de euros </div><div class=\"po0 fs35 cl2 l542 t1564\" id=\"a5054\">Saldo al </div><div class=\"po0 fs35 cl2 l543 t1565\" id=\"a5055\">31.12.2023 </div><div class=\"po0 fs35 cl2 l544 t1564\" id=\"a5057\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l545 t1565\" id=\"a5058\">monetaria </div><div class=\"po0 fs35 cl2 l546 t1564\" id=\"a5060\">Ajuste por </div><div class=\"po0 fs35 cl2 l547 t1565\" id=\"a5061\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l548 t1566\" id=\"a5063\">Variaci\u00f3n </div><div class=\"po0 fs35 cl2 l549 t1567\" id=\"a5064\">del </div><div class=\"po0 fs35 cl2 l550 t1568\" id=\"a5065\">per\u00edmetro </div><div class=\"po0 fs35 cl2 l551 t1567\" id=\"a5067\">Adiciones </div><div class=\"po0 fs35 cl2 l552 t1567\" id=\"a5069\">Retiros </div><div class=\"po0 fs35 cl2 l553 t1567\" id=\"a5071\">Traspasos </div><div class=\"po0 fs35 cl2 l554 t1564\" id=\"a5073\">Saldo al </div><div class=\"po0 fs35 cl2 l555 t1565\" id=\"a5074\">31.12.2024 </div><div class=\"po0 fs36 cl2 l556 t1569\" id=\"a5076\">Coste: </div><div class=\"po0 fs35 cl2 l556 t1570\" id=\"a5086\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l557 t1570\" id=\"a5088\">40.833 </div><div class=\"po0 fs35 cl2 l558 t1570\" id=\"a5090\">1 </div><div class=\"po0 fs35 cl2 l559 t1570\" id=\"a5092\">(41) </div><div class=\"po0 fs35 cl2 l560 t1570\" id=\"a5094\">417 </div><div class=\"po0 fs35 cl2 l561 t1570\" id=\"a5096\">93 </div><div class=\"po0 fs35 cl2 l562 t1570\" id=\"a5098\">(13.250) </div><div class=\"po0 fs35 cl2 l563 t1570\" id=\"a5100\">18 </div><div class=\"po0 fs35 cl2 l351 t1570\" id=\"a5102\">28.071 </div><div class=\"po0 fs35 cl2 l556 t1571\" id=\"a5104\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1572\" id=\"a5105\">maquinaria </div><div class=\"po0 fs35 cl2 l557 t1573\" id=\"a5107\">95.669 </div><div class=\"po0 fs35 cl2 l564 t1573\" id=\"a5109\">1.228 </div><div class=\"po0 fs35 cl2 l565 t1573\" id=\"a5111\">(2.211) </div><div class=\"po0 fs35 cl2 l566 t1573\" id=\"a5113\">46 </div><div class=\"po0 fs35 cl2 l567 t1573\" id=\"a5115\">1.477 </div><div class=\"po0 fs35 cl2 l568 t1573\" id=\"a5117\">(777) </div><div class=\"po0 fs35 cl2 l569 t1573\" id=\"a5119\">519 </div><div class=\"po0 fs35 cl2 l351 t1573\" id=\"a5121\">95.951 </div><div class=\"po0 fs35 cl2 l556 t1450\" id=\"a5123\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l557 t1450\" id=\"a5125\">78.592 </div><div class=\"po0 fs35 cl2 l570 t1450\" id=\"a5127\">11.528 </div><div class=\"po0 fs35 cl2 l565 t1450\" id=\"a5129\">(6.586) </div><div class=\"po0 fs35 cl2 l566 t1450\" id=\"a5131\">41 </div><div class=\"po0 fs35 cl2 l567 t1450\" id=\"a5133\">6.976 </div><div class=\"po0 fs35 cl2 l571 t1450\" id=\"a5135\">(1.692) </div><div class=\"po0 fs35 cl2 l572 t1450\" id=\"a5137\">(120) </div><div class=\"po0 fs35 cl2 l351 t1450\" id=\"a5139\">88.739 </div><div class=\"po0 fs35 cl2 l556 t1574\" id=\"a5141\">Anticipos e inmovilizado en curso </div><div class=\"po0 fs35 cl2 l573 t1574\" id=\"a5143\">267 </div><div class=\"po0 fs35 cl2 l574 t1574\" id=\"a5145\">- </div><div class=\"po0 fs35 cl2 l575 t1574\" id=\"a5147\">(7) </div><div class=\"po0 fs35 cl2 l576 t1574\" id=\"a5149\">- </div><div class=\"po0 fs35 cl2 l577 t1574\" id=\"a5151\">634 </div><div class=\"po0 fs35 cl2 l578 t1574\" id=\"a5153\">(21) </div><div class=\"po0 fs35 cl2 l572 t1574\" id=\"a5155\">(417) </div><div class=\"po0 fs35 cl2 l579 t1574\" id=\"a5157\">456 </div><div class=\"po0 fs36 cl2 l556 t1575\" id=\"a5159\">Total coste </div><div class=\"po0 fs36 cl2 l580 t1575\" id=\"a5161\">215.361 </div><div class=\"po0 fs36 cl2 l570 t1575\" id=\"a5163\">12.757 </div><div class=\"po0 fs36 cl2 l565 t1575\" id=\"a5165\">(8.845) </div><div class=\"po0 fs36 cl2 l560 t1575\" id=\"a5167\">504 </div><div class=\"po0 fs36 cl2 l567 t1575\" id=\"a5169\">9.180 </div><div class=\"po0 fs36 cl2 l562 t1575\" id=\"a5171\">(15.740) </div><div class=\"po0 fs36 cl2 l581 t1575\" id=\"a5173\">- </div><div class=\"po0 fs36 cl2 l582 t1575\" id=\"a5175\">213.217 </div><div class=\"po0 fs36 cl2 l556 t1576\" id=\"a5177\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l556 t1577\" id=\"a5187\">Construcciones </div><div class=\"po0 fs35 cl2 l583 t1577\" id=\"a5189\">(13.938) </div><div class=\"po0 fs35 cl2 l584 t1577\" id=\"a5191\">(1) </div><div class=\"po0 fs35 cl2 l585 t1577\" id=\"a5193\">(373) </div><div class=\"po0 fs35 cl2 l586 t1577\" id=\"a5195\">(46) </div><div class=\"po0 fs35 cl2 l587 t1577\" id=\"a5197\">(454) </div><div class=\"po0 fs35 cl2 l588 t1577\" id=\"a5199\">5.434 </div><div class=\"po0 fs35 cl2 l581 t1577\" id=\"a5201\">- </div><div class=\"po0 fs35 cl2 l589 t1577\" id=\"a5203\">(9.378) </div><div class=\"po0 fs35 cl2 l556 t1578\" id=\"a5205\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1579\" id=\"a5206\">maquinaria </div><div class=\"po0 fs35 cl2 l583 t1580\" id=\"a5208\">(84.749) </div><div class=\"po0 fs35 cl2 l590 t1580\" id=\"a5210\">(1.125) </div><div class=\"po0 fs35 cl2 l591 t1580\" id=\"a5212\">1.894 </div><div class=\"po0 fs35 cl2 l586 t1580\" id=\"a5214\">(26) </div><div class=\"po0 fs35 cl2 l592 t1580\" id=\"a5216\">(2.592) </div><div class=\"po0 fs35 cl2 l593 t1580\" id=\"a5218\">749 </div><div class=\"po0 fs35 cl2 l594 t1580\" id=\"a5220\">(29) </div><div class=\"po0 fs35 cl2 l595 t1580\" id=\"a5222\">(85.878) </div><div class=\"po0 fs35 cl2 l556 t1581\" id=\"a5224\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l583 t1581\" id=\"a5226\">(69.665) </div><div class=\"po0 fs35 cl2 l596 t1581\" id=\"a5228\">(10.622) </div><div class=\"po0 fs35 cl2 l591 t1581\" id=\"a5230\">5.913 </div><div class=\"po0 fs35 cl2 l586 t1581\" id=\"a5232\">(29) </div><div class=\"po0 fs35 cl2 l592 t1581\" id=\"a5234\">(5.900) </div><div class=\"po0 fs35 cl2 l588 t1581\" id=\"a5236\">1.585 </div><div class=\"po0 fs35 cl2 l569 t1581\" id=\"a5238\">508 </div><div class=\"po0 fs35 cl2 l595 t1581\" id=\"a5240\">(78.210) </div><div class=\"po0 fs36 cl2 l556 t1582\" id=\"a5242\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l597 t1582\" id=\"a5245\">(168.352) </div><div class=\"po0 fs36 cl2 l596 t1582\" id=\"a5247\">(11.748) </div><div class=\"po0 fs36 cl2 l591 t1582\" id=\"a5249\">7.434 </div><div class=\"po0 fs36 cl2 l598 t1582\" id=\"a5251\">(101) </div><div class=\"po0 fs36 cl2 l592 t1582\" id=\"a5253\">(8.946) </div><div class=\"po0 fs36 cl2 l588 t1582\" id=\"a5255\">7.768 </div><div class=\"po0 fs36 cl2 l569 t1582\" id=\"a5257\">479 </div><div class=\"po0 fs36 cl2 l599 t1582\" id=\"a5259\">(173.466) </div><div class=\"po0 fs36 cl2 l556 t1583\" id=\"a5261\">Deterioro: </div><div class=\"po0 fs35 cl2 l556 t1584\" id=\"a5271\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l600 t1584\" id=\"a5273\">(7.217) </div><div class=\"po0 fs35 cl2 l574 t1584\" id=\"a5275\">- </div><div class=\"po0 fs35 cl2 l601 t1584\" id=\"a5277\">- </div><div class=\"po0 fs35 cl2 l586 t1584\" id=\"a5279\">(68) </div><div class=\"po0 fs35 cl2 l587 t1584\" id=\"a5281\">(276) </div><div class=\"po0 fs35 cl2 l588 t1584\" id=\"a5283\">5.674 </div><div class=\"po0 fs35 cl2 l581 t1584\" id=\"a5285\">- </div><div class=\"po0 fs35 cl2 l589 t1584\" id=\"a5287\">(1.887) </div><div class=\"po0 fs35 cl2 l556 t1585\" id=\"a5289\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1586\" id=\"a5290\">maquinaria </div><div class=\"po0 fs35 cl2 l602 t1587\" id=\"a5292\">(104) </div><div class=\"po0 fs35 cl2 l574 t1587\" id=\"a5294\">- </div><div class=\"po0 fs35 cl2 l601 t1587\" id=\"a5296\">- </div><div class=\"po0 fs35 cl2 l576 t1587\" id=\"a5298\">- </div><div class=\"po0 fs35 cl2 l603 t1587\" id=\"a5300\">- </div><div class=\"po0 fs35 cl2 l604 t1587\" id=\"a5302\">- </div><div class=\"po0 fs35 cl2 l581 t1587\" id=\"a5304\">- </div><div class=\"po0 fs35 cl2 l605 t1587\" id=\"a5306\">(104) </div><div class=\"po0 fs35 cl2 l556 t1588\" id=\"a5308\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l602 t1588\" id=\"a5311\">(483) </div><div class=\"po0 fs35 cl2 l574 t1588\" id=\"a5313\">- </div><div class=\"po0 fs35 cl2 l606 t1588\" id=\"a5315\">158 </div><div class=\"po0 fs35 cl2 l576 t1588\" id=\"a5317\">- </div><div class=\"po0 fs35 cl2 l587 t1588\" id=\"a5319\">(341) </div><div class=\"po0 fs35 cl2 l593 t1588\" id=\"a5321\">163 </div><div class=\"po0 fs35 cl2 l581 t1588\" id=\"a5323\">- </div><div class=\"po0 fs35 cl2 l605 t1588\" id=\"a5325\">(503) </div><div class=\"po0 fs36 cl2 l556 t1589\" id=\"a5327\">Total deterioro </div><div class=\"po0 fs36 cl2 l600 t1589\" id=\"a5329\">(7.804) </div><div class=\"po0 fs36 cl2 l574 t1589\" id=\"a5331\">- </div><div class=\"po0 fs36 cl2 l606 t1589\" id=\"a5333\">158 </div><div class=\"po0 fs36 cl2 l586 t1589\" id=\"a5335\">(68) </div><div class=\"po0 fs36 cl2 l587 t1589\" id=\"a5337\">(617) </div><div class=\"po0 fs36 cl2 l588 t1589\" id=\"a5339\">5.837 </div><div class=\"po0 fs36 cl2 l581 t1589\" id=\"a5341\">- </div><div class=\"po0 fs36 cl2 l589 t1589\" id=\"a5343\">(2.494) </div><div class=\"po0 fs36 cl2 l556 t1590\" id=\"a5345\">Inmovilizado material neto </div><div class=\"po0 fs36 cl2 l557 t1590\" id=\"a5347\">39.205 </div><div class=\"po0 fs36 cl2 l564 t1590\" id=\"a5349\">1.009 </div><div class=\"po0 fs36 cl2 l565 t1590\" id=\"a5351\">(1.253) </div><div class=\"po0 fs36 cl2 l560 t1590\" id=\"a5353\">335 </div><div class=\"po0 fs36 cl2 l587 t1590\" id=\"a5355\">(383) </div><div class=\"po0 fs36 cl2 l571 t1590\" id=\"a5357\">(2.135) </div><div class=\"po0 fs36 cl2 l569 t1590\" id=\"a5359\">479 </div><div class=\"po0 fs36 cl2 l351 t1590\" id=\"a5361\">37.257 </div><div class=\"po0 fs36 cl2 l556 t1591\" id=\"a5363\">Coste inmovilizado en<div class=\"d0 w788\">\u00a0</div></div><div class=\"po0 fs36 cl2 l556 t1592\" id=\"a5365\">arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1593\" id=\"a5375\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l557 t1593\" id=\"a5378\">86.916 </div><div class=\"po0 fs35 cl2 l574 t1593\" id=\"a5380\">- </div><div class=\"po0 fs35 cl2 l565 t1593\" id=\"a5382\">(4.013) </div><div class=\"po0 fs35 cl2 l576 t1593\" id=\"a5384\">- </div><div class=\"po0 fs35 cl2 l607 t1593\" id=\"a5386\">10.055 </div><div class=\"po0 fs35 cl2 l571 t1593\" id=\"a5388\">(6.995) </div><div class=\"po0 fs35 cl2 l608 t1593\" id=\"a5390\">(9) </div><div class=\"po0 fs35 cl2 l351 t1593\" id=\"a5392\">85.954 </div><div class=\"po0 fs35 cl2 l556 t1594\" id=\"a5394\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l557 t1594\" id=\"a5396\">38.958 </div><div class=\"po0 fs35 cl2 l574 t1594\" id=\"a5398\">- </div><div class=\"po0 fs35 cl2 l565 t1594\" id=\"a5400\">(5.870) </div><div class=\"po0 fs35 cl2 l576 t1594\" id=\"a5402\">- </div><div class=\"po0 fs35 cl2 l567 t1594\" id=\"a5404\">4.373 </div><div class=\"po0 fs35 cl2 l571 t1594\" id=\"a5406\">(4.807) </div><div class=\"po0 fs35 cl2 l609 t1594\" id=\"a5408\">9 </div><div class=\"po0 fs35 cl2 l351 t1594\" id=\"a5410\">32.663 </div><div class=\"po0 fs36 cl2 l556 t1595\" id=\"a5412\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l556 t1596\" id=\"a5413\">arrendamiento </div><div class=\"po0 fs36 cl2 l580 t38\" id=\"a5415\">125.874 </div><div class=\"po0 fs36 cl2 l574 t38\" id=\"a5417\">- </div><div class=\"po0 fs36 cl2 l565 t38\" id=\"a5419\">(9.883) </div><div class=\"po0 fs36 cl2 l576 t38\" id=\"a5421\">- </div><div class=\"po0 fs36 cl2 l607 t38\" id=\"a5423\">14.428 </div><div class=\"po0 fs36 cl2 l562 t38\" id=\"a5425\">(11.802) </div><div class=\"po0 fs36 cl2 l581 t38\" id=\"a5427\">- </div><div class=\"po0 fs36 cl2 l582 t38\" id=\"a5429\">118.617 </div><div class=\"po0 fs36 cl2 l556 t1597\" id=\"a5431\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1598\" id=\"a5432\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1599\" id=\"a5442\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l583 t1599\" id=\"a5444\">(45.246) </div><div class=\"po0 fs35 cl2 l574 t1599\" id=\"a5446\">- </div><div class=\"po0 fs35 cl2 l591 t1599\" id=\"a5448\">2.528 </div><div class=\"po0 fs35 cl2 l576 t1599\" id=\"a5450\">- </div><div class=\"po0 fs35 cl2 l610 t1599\" id=\"a5452\">(15.452) </div><div class=\"po0 fs35 cl2 l588 t1599\" id=\"a5454\">6.460 </div><div class=\"po0 fs35 cl2 l608 t1599\" id=\"a5456\">(8) </div><div class=\"po0 fs35 cl2 l595 t1599\" id=\"a5458\">(51.718) </div><div class=\"po0 fs35 cl2 l556 t1600\" id=\"a5460\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l583 t1600\" id=\"a5462\">(25.369) </div><div class=\"po0 fs35 cl2 l574 t1600\" id=\"a5464\">- </div><div class=\"po0 fs35 cl2 l591 t1600\" id=\"a5466\">4.763 </div><div class=\"po0 fs35 cl2 l576 t1600\" id=\"a5468\">- </div><div class=\"po0 fs35 cl2 l592 t1600\" id=\"a5470\">(6.581) </div><div class=\"po0 fs35 cl2 l588 t1600\" id=\"a5472\">4.772 </div><div class=\"po0 fs35 cl2 l572 t1600\" id=\"a5474\">(471) </div><div class=\"po0 fs35 cl2 l595 t1600\" id=\"a5476\">(22.886) </div><div class=\"po0 fs36 cl2 l556 t1601\" id=\"a5478\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1602\" id=\"a5479\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l583 t1603\" id=\"a5482\">(70.615) </div><div class=\"po0 fs36 cl2 l574 t1603\" id=\"a5484\">- </div><div class=\"po0 fs36 cl2 l591 t1603\" id=\"a5486\">7.291 </div><div class=\"po0 fs36 cl2 l576 t1603\" id=\"a5488\">- </div><div class=\"po0 fs36 cl2 l610 t1603\" id=\"a5490\">(22.033) </div><div class=\"po0 fs36 cl2 l611 t1603\" id=\"a5492\">11.232 </div><div class=\"po0 fs36 cl2 l572 t1603\" id=\"a5494\">(479) </div><div class=\"po0 fs36 cl2 l595 t1603\" id=\"a5496\">(74.604) </div><div class=\"po0 fs36 cl2 l556 t1604\" id=\"a5498\">Inmovilizado material neto en </div><div class=\"po0 fs36 cl2 l556 t1605\" id=\"a5499\">arrendamiento </div><div class=\"po0 fs36 cl2 l557 t1606\" id=\"a5501\">55.259 </div><div class=\"po0 fs36 cl2 l574 t1606\" id=\"a5503\">- </div><div class=\"po0 fs36 cl2 l565 t1606\" id=\"a5505\">(2.592) </div><div class=\"po0 fs36 cl2 l576 t1606\" id=\"a5507\">- </div><div class=\"po0 fs36 cl2 l592 t1606\" id=\"a5509\">(7.605) </div><div class=\"po0 fs36 cl2 l568 t1606\" id=\"a5511\">(570) </div><div class=\"po0 fs36 cl2 l572 t1606\" id=\"a5513\">(479) </div><div class=\"po0 fs36 cl2 l351 t1606\" id=\"a5515\">44.013 </div><div class=\"po0 fs36 cl2 l556 t1607\" id=\"a5517\">TOTAL INMOVILIZADO </div><div class=\"po0 fs36 cl2 l556 t1608\" id=\"a5518\">MATERIAL NETO </div><div class=\"po0 fs36 cl2 l557 t1609\" id=\"a5520\">94.464 </div><div class=\"po0 fs36 cl2 l564 t1609\" id=\"a5522\">1.009 </div><div class=\"po0 fs36 cl2 l565 t1609\" id=\"a5524\">(3.845) </div><div class=\"po0 fs36 cl2 l560 t1609\" id=\"a5526\">335 </div><div class=\"po0 fs36 cl2 l592 t1609\" id=\"a5528\">(7.988) </div><div class=\"po0 fs36 cl2 l571 t1609\" id=\"a5530\">(2.705) </div><div class=\"po0 fs36 cl2 l581 t1609\" id=\"a5532\">- </div><div class=\"po0 fs36 cl2 l351 t1609\" id=\"a5534\">81.270 </div></div></div><div class=\"po1 w198 h135 lh0\" id=\"TextBlockContainer2050\"><div class=\"po0 l342 t756 f0\" id=\"div_2044_XBRL_TS_b102701eee9c45abad7a285e9ca201d2_1\"><div class=\"po1 w198 h135 lh0\" id=\"TextBlockContainer2048\"><div class=\"po0 l342 t756 f0\" id=\"div_2045_XBRL_TS_869d57c02b8d4194bfb7b2d7e5978fef_1\"><div class=\"po1 w198 h135 lh0\" id=\"TextBlockContainer2046\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l617 t1656 bgc0\">\u00a0</div>\n<div class=\"w793 po0 h12 l618 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l619 t1656 bgc0\">\u00a0</div>\n<div class=\"w794 po0 h12 l620 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l621 t1656 bgc0\">\u00a0</div>\n<div class=\"w795 po0 h12 l622 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l623 t1656 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l624 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t1656 bgc0\">\u00a0</div>\n<div class=\"w790 po0 h12 l626 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l612 t1656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l528 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1657 bgc0\">\u00a0</div>\n<div class=\"w785 po0 h12 l529 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l511 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l511 t1657 bgc0\">\u00a0</div>\n<div class=\"w790 po0 h12 l512 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l613 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l613 t1657 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l614 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l615 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l615 t1657 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l616 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l617 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l617 t1657 bgc0\">\u00a0</div>\n<div class=\"w793 po0 h12 l618 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l619 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l619 t1657 bgc0\">\u00a0</div>\n<div class=\"w794 po0 h12 l620 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l621 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l621 t1657 bgc0\">\u00a0</div>\n<div class=\"w795 po0 h12 l622 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l623 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l623 t1657 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l624 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l625 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t1657 bgc0\">\u00a0</div>\n<div class=\"w790 po0 h12 l626 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h132 l612 t1654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l612 t1657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l612 t1657 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2046\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a5547\">Ejercicio 2023- </div><div class=\"po0 fs14 cl2 l540 t1658\" id=\"a5550\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs14 cl2 l540 t1659\" id=\"a5551\">fue el siguiente: </div><div class=\"po0 fs35 cl2 l635 t1660\" id=\"a5555\">Miles de euros </div><div class=\"po0 fs35 cl2 l636 t1661\" id=\"a5557\">Saldo al </div><div class=\"po0 fs35 cl2 l637 t1662\" id=\"a5558\">31.12.2022 </div><div class=\"po0 fs35 cl2 l638 t1661\" id=\"a5560\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l639 t1662\" id=\"a5561\">monetaria </div><div class=\"po0 fs35 cl2 l640 t1661\" id=\"a5563\">Ajuste por </div><div class=\"po0 fs35 cl2 l641 t1662\" id=\"a5564\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l642 t1663\" id=\"a5566\">Variaci\u00f3n </div><div class=\"po0 fs35 cl2 l548 t1664\" id=\"a5567\">del </div><div class=\"po0 fs35 cl2 l601 t1665\" id=\"a5568\">per\u00edmetro </div><div class=\"po0 fs35 cl2 l643 t1664\" id=\"a5570\">Adiciones </div><div class=\"po0 fs35 cl2 l644 t1664\" id=\"a5572\">Retiros </div><div class=\"po0 fs35 cl2 l645 t1664\" id=\"a5574\">Traspasos </div><div class=\"po0 fs35 cl2 l646 t1661\" id=\"a5576\">Saldo al </div><div class=\"po0 fs35 cl2 l647 t1662\" id=\"a5577\">31.12.2023 </div><div class=\"po0 fs36 cl2 l556 t1666\" id=\"a5579\">Coste: </div><div class=\"po0 fs35 cl2 l556 t1667\" id=\"a5589\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l580 t1667\" id=\"a5591\">46.200 </div><div class=\"po0 fs35 cl2 l648 t1667\" id=\"a5593\">2.100 </div><div class=\"po0 fs35 cl2 l649 t1667\" id=\"a5595\">(900) </div><div class=\"po0 fs35 cl2 l650 t1667\" id=\"a5597\">- </div><div class=\"po0 fs35 cl2 l651 t1667\" id=\"a5599\">147 </div><div class=\"po0 fs35 cl2 l652 t1667\" id=\"a5601\">(1.389) </div><div class=\"po0 fs35 cl2 l653 t1667\" id=\"a5603\">(5.325) </div><div class=\"po0 fs35 cl2 l654 t1667\" id=\"a5605\">40.833 </div><div class=\"po0 fs35 cl2 l556 t1668\" id=\"a5607\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1449\" id=\"a5608\">maquinaria </div><div class=\"po0 fs35 cl2 l580 t1669\" id=\"a5610\">92.709 </div><div class=\"po0 fs35 cl2 l648 t1669\" id=\"a5612\">3.469 </div><div class=\"po0 fs35 cl2 l655 t1669\" id=\"a5614\">(1.881) </div><div class=\"po0 fs35 cl2 l650 t1669\" id=\"a5616\">- </div><div class=\"po0 fs35 cl2 l656 t1669\" id=\"a5618\">1.176 </div><div class=\"po0 fs35 cl2 l652 t1669\" id=\"a5620\">(1.114) </div><div class=\"po0 fs35 cl2 l657 t1669\" id=\"a5622\">1.310 </div><div class=\"po0 fs35 cl2 l654 t1669\" id=\"a5624\">95.669 </div><div class=\"po0 fs35 cl2 l556 t1450\" id=\"a5626\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l580 t1450\" id=\"a5628\">77.198 </div><div class=\"po0 fs35 cl2 l658 t1450\" id=\"a5630\">32.265 </div><div class=\"po0 fs35 cl2 l659 t1450\" id=\"a5632\">(33.441) </div><div class=\"po0 fs35 cl2 l660 t1450\" id=\"a5634\">1 </div><div class=\"po0 fs35 cl2 l656 t1450\" id=\"a5636\">5.465 </div><div class=\"po0 fs35 cl2 l652 t1450\" id=\"a5638\">(2.915) </div><div class=\"po0 fs35 cl2 l661 t1450\" id=\"a5640\">19 </div><div class=\"po0 fs35 cl2 l654 t1450\" id=\"a5642\">78.592 </div><div class=\"po0 fs35 cl2 l556 t1574\" id=\"a5644\">Anticipos e inmovilizado en curso </div><div class=\"po0 fs35 cl2 l662 t1574\" id=\"a5646\">1.076 </div><div class=\"po0 fs35 cl2 l584 t1574\" id=\"a5648\">- </div><div class=\"po0 fs35 cl2 l559 t1574\" id=\"a5650\">2 </div><div class=\"po0 fs35 cl2 l650 t1574\" id=\"a5652\">- </div><div class=\"po0 fs35 cl2 l651 t1574\" id=\"a5654\">841 </div><div class=\"po0 fs35 cl2 l663 t1574\" id=\"a5656\">(200) </div><div class=\"po0 fs35 cl2 l653 t1574\" id=\"a5658\">(1.452) </div><div class=\"po0 fs35 cl2 l664 t1574\" id=\"a5660\">267 </div><div class=\"po0 fs36 cl2 l556 t1670\" id=\"a5662\">Total coste </div><div class=\"po0 fs36 cl2 l665 t1670\" id=\"a5664\">217.183 </div><div class=\"po0 fs36 cl2 l658 t1670\" id=\"a5666\">37.834 </div><div class=\"po0 fs36 cl2 l659 t1670\" id=\"a5668\">(36.220) </div><div class=\"po0 fs36 cl2 l660 t1670\" id=\"a5670\">1 </div><div class=\"po0 fs36 cl2 l656 t1670\" id=\"a5672\">7.629 </div><div class=\"po0 fs36 cl2 l652 t1670\" id=\"a5674\">(5.618) </div><div class=\"po0 fs36 cl2 l653 t1670\" id=\"a5676\">(5.448) </div><div class=\"po0 fs36 cl2 l666 t1670\" id=\"a5678\">215.361 </div><div class=\"po0 fs36 cl2 l556 t1671\" id=\"a5680\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l556 t1672\" id=\"a5690\">Construcciones </div><div class=\"po0 fs35 cl2 l667 t1672\" id=\"a5692\">(16.301) </div><div class=\"po0 fs35 cl2 l668 t1672\" id=\"a5694\">(2.100) </div><div class=\"po0 fs35 cl2 l669 t1672\" id=\"a5696\">2.127 </div><div class=\"po0 fs35 cl2 l650 t1672\" id=\"a5698\">- </div><div class=\"po0 fs35 cl2 l670 t1672\" id=\"a5700\">(441) </div><div class=\"po0 fs35 cl2 l671 t1672\" id=\"a5702\">300 </div><div class=\"po0 fs35 cl2 l657 t1672\" id=\"a5704\">2.477 </div><div class=\"po0 fs35 cl2 l672 t1672\" id=\"a5706\">(13.938) </div><div class=\"po0 fs35 cl2 l556 t1673\" id=\"a5708\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1674\" id=\"a5709\">maquinaria </div><div class=\"po0 fs35 cl2 l667 t1675\" id=\"a5711\">(82.154) </div><div class=\"po0 fs35 cl2 l668 t1675\" id=\"a5713\">(3.166) </div><div class=\"po0 fs35 cl2 l669 t1675\" id=\"a5715\">1.901 </div><div class=\"po0 fs35 cl2 l650 t1675\" id=\"a5717\">- </div><div class=\"po0 fs35 cl2 l673 t1675\" id=\"a5719\">(2.483) </div><div class=\"po0 fs35 cl2 l671 t1675\" id=\"a5721\">936 </div><div class=\"po0 fs35 cl2 l674 t1675\" id=\"a5723\">217 </div><div class=\"po0 fs35 cl2 l672 t1675\" id=\"a5725\">(84.749) </div><div class=\"po0 fs35 cl2 l556 t1676\" id=\"a5727\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l667 t1676\" id=\"a5729\">(67.434) </div><div class=\"po0 fs35 cl2 l675 t1676\" id=\"a5731\">(29.851) </div><div class=\"po0 fs35 cl2 l676 t1676\" id=\"a5733\">31.472 </div><div class=\"po0 fs35 cl2 l677 t1676\" id=\"a5735\">(1) </div><div class=\"po0 fs35 cl2 l673 t1676\" id=\"a5737\">(7.509) </div><div class=\"po0 fs35 cl2 l678 t1676\" id=\"a5739\">2.737 </div><div class=\"po0 fs35 cl2 l674 t1676\" id=\"a5741\">921 </div><div class=\"po0 fs35 cl2 l672 t1676\" id=\"a5743\">(69.665) </div><div class=\"po0 fs36 cl2 l556 t1677\" id=\"a5745\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l679 t1677\" id=\"a5747\">(165.889) </div><div class=\"po0 fs36 cl2 l675 t1677\" id=\"a5749\">(35.117) </div><div class=\"po0 fs36 cl2 l676 t1677\" id=\"a5751\">35.500 </div><div class=\"po0 fs36 cl2 l677 t1677\" id=\"a5753\">(1) </div><div class=\"po0 fs36 cl2 l680 t1677\" id=\"a5755\">(10.433) </div><div class=\"po0 fs36 cl2 l678 t1677\" id=\"a5757\">3.973 </div><div class=\"po0 fs36 cl2 l657 t1677\" id=\"a5759\">3.615 </div><div class=\"po0 fs36 cl2 l681 t1677\" id=\"a5761\">(168.352) </div><div class=\"po0 fs36 cl2 l556 t1678\" id=\"a5763\">Deterioro: </div><div class=\"po0 fs35 cl2 l556 t1679\" id=\"a5773\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l583 t1679\" id=\"a5775\">(7.293) </div><div class=\"po0 fs35 cl2 l584 t1679\" id=\"a5777\">- </div><div class=\"po0 fs35 cl2 l606 t1679\" id=\"a5779\">- </div><div class=\"po0 fs35 cl2 l650 t1679\" id=\"a5781\">- </div><div class=\"po0 fs35 cl2 l682 t1679\" id=\"a5783\">53 </div><div class=\"po0 fs35 cl2 l683 t1679\" id=\"a5785\">23 </div><div class=\"po0 fs35 cl2 l684 t1679\" id=\"a5787\">- </div><div class=\"po0 fs35 cl2 l685 t1679\" id=\"a5789\">(7.217) </div><div class=\"po0 fs35 cl2 l556 t1680\" id=\"a5791\">Instalaciones t\u00e9cnicas y </div><div class=\"po0 fs35 cl2 l556 t1681\" id=\"a5792\">maquinaria </div><div class=\"po0 fs35 cl2 l424 t1682\" id=\"a5794\">(297) </div><div class=\"po0 fs35 cl2 l584 t1682\" id=\"a5796\">- </div><div class=\"po0 fs35 cl2 l606 t1682\" id=\"a5798\">- </div><div class=\"po0 fs35 cl2 l650 t1682\" id=\"a5800\">- </div><div class=\"po0 fs35 cl2 l592 t1682\" id=\"a5802\">- </div><div class=\"po0 fs35 cl2 l671 t1682\" id=\"a5804\">193 </div><div class=\"po0 fs35 cl2 l684 t1682\" id=\"a5806\">- </div><div class=\"po0 fs35 cl2 l686 t1682\" id=\"a5808\">(104) </div><div class=\"po0 fs35 cl2 l556 t1683\" id=\"a5810\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l424 t1683\" id=\"a5812\">(535) </div><div class=\"po0 fs35 cl2 l584 t1683\" id=\"a5814\">- </div><div class=\"po0 fs35 cl2 l687 t1683\" id=\"a5816\">(43) </div><div class=\"po0 fs35 cl2 l650 t1683\" id=\"a5818\">- </div><div class=\"po0 fs35 cl2 l682 t1683\" id=\"a5820\">95 </div><div class=\"po0 fs35 cl2 l688 t1683\" id=\"a5822\">- </div><div class=\"po0 fs35 cl2 l684 t1683\" id=\"a5824\">- </div><div class=\"po0 fs35 cl2 l686 t1683\" id=\"a5826\">(483) </div><div class=\"po0 fs36 cl2 l556 t1684\" id=\"a5828\">Total deterioro </div><div class=\"po0 fs36 cl2 l583 t1684\" id=\"a5831\">(8.125) </div><div class=\"po0 fs36 cl2 l584 t1684\" id=\"a5833\">- </div><div class=\"po0 fs36 cl2 l687 t1684\" id=\"a5835\">(43) </div><div class=\"po0 fs36 cl2 l650 t1684\" id=\"a5837\">- </div><div class=\"po0 fs36 cl2 l651 t1684\" id=\"a5839\">148 </div><div class=\"po0 fs36 cl2 l671 t1684\" id=\"a5841\">216 </div><div class=\"po0 fs36 cl2 l684 t1684\" id=\"a5843\">- </div><div class=\"po0 fs36 cl2 l685 t1684\" id=\"a5845\">(7.804) </div><div class=\"po0 fs36 cl2 l556 t1685\" id=\"a5847\">Inmovilizado material neto </div><div class=\"po0 fs36 cl2 l580 t1685\" id=\"a5849\">43.169 </div><div class=\"po0 fs36 cl2 l648 t1685\" id=\"a5851\">2.717 </div><div class=\"po0 fs36 cl2 l649 t1685\" id=\"a5853\">(763) </div><div class=\"po0 fs36 cl2 l650 t1685\" id=\"a5855\">- </div><div class=\"po0 fs36 cl2 l673 t1685\" id=\"a5857\">(2.656) </div><div class=\"po0 fs36 cl2 l652 t1685\" id=\"a5859\">(1.429) </div><div class=\"po0 fs36 cl2 l653 t1685\" id=\"a5861\">(1.833) </div><div class=\"po0 fs36 cl2 l654 t1685\" id=\"a5863\">39.205 </div><div class=\"po0 fs36 cl2 l556 t1686\" id=\"a5865\">Coste inmovilizado en<div class=\"d0 w788\">\u00a0</div></div><div class=\"po0 fs36 cl2 l556 t1687\" id=\"a5867\">arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1593\" id=\"a5877\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l580 t1593\" id=\"a5879\">82.436 </div><div class=\"po0 fs35 cl2 l658 t1593\" id=\"a5881\">10.870 </div><div class=\"po0 fs35 cl2 l659 t1593\" id=\"a5883\">(10.409) </div><div class=\"po0 fs35 cl2 l650 t1593\" id=\"a5885\">- </div><div class=\"po0 fs35 cl2 l656 t1593\" id=\"a5887\">8.321 </div><div class=\"po0 fs35 cl2 l652 t1593\" id=\"a5889\">(4.302) </div><div class=\"po0 fs35 cl2 l684 t1593\" id=\"a5891\">- </div><div class=\"po0 fs35 cl2 l654 t1593\" id=\"a5893\">86.916 </div><div class=\"po0 fs35 cl2 l556 t1594\" id=\"a5895\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l580 t1594\" id=\"a5898\">35.354 </div><div class=\"po0 fs35 cl2 l584 t1594\" id=\"a5900\">- </div><div class=\"po0 fs35 cl2 l669 t1594\" id=\"a5902\">2.364 </div><div class=\"po0 fs35 cl2 l650 t1594\" id=\"a5904\">- </div><div class=\"po0 fs35 cl2 l656 t1594\" id=\"a5906\">6.095 </div><div class=\"po0 fs35 cl2 l652 t1594\" id=\"a5908\">(4.862) </div><div class=\"po0 fs35 cl2 l689 t1594\" id=\"a5910\">7 </div><div class=\"po0 fs35 cl2 l654 t1594\" id=\"a5912\">38.958 </div><div class=\"po0 fs36 cl2 l556 t1688\" id=\"a5914\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l556 t1689\" id=\"a5915\">arrendamiento </div><div class=\"po0 fs36 cl2 l665 t1690\" id=\"a5917\">117.790 </div><div class=\"po0 fs36 cl2 l658 t1690\" id=\"a5919\">10.870 </div><div class=\"po0 fs36 cl2 l655 t1690\" id=\"a5921\">(8.045) </div><div class=\"po0 fs36 cl2 l650 t1690\" id=\"a5923\">- </div><div class=\"po0 fs36 cl2 l690 t1690\" id=\"a5925\">14.416 </div><div class=\"po0 fs36 cl2 l652 t1690\" id=\"a5927\">(9.164) </div><div class=\"po0 fs36 cl2 l689 t1690\" id=\"a5929\">7 </div><div class=\"po0 fs36 cl2 l666 t1690\" id=\"a5931\">125.874 </div><div class=\"po0 fs36 cl2 l556 t1691\" id=\"a5933\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1692\" id=\"a5934\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l556 t1693\" id=\"a5944\">Terrenos y construcciones </div><div class=\"po0 fs35 cl2 l667 t1693\" id=\"a5947\">(34.996) </div><div class=\"po0 fs35 cl2 l668 t1693\" id=\"a5949\">(9.084) </div><div class=\"po0 fs35 cl2 l676 t1693\" id=\"a5951\">10.409 </div><div class=\"po0 fs35 cl2 l650 t1693\" id=\"a5953\">- </div><div class=\"po0 fs35 cl2 l680 t1693\" id=\"a5955\">(14.969) </div><div class=\"po0 fs35 cl2 l678 t1693\" id=\"a5957\">3.474 </div><div class=\"po0 fs35 cl2 l691 t1693\" id=\"a5959\">(80) </div><div class=\"po0 fs35 cl2 l672 t1693\" id=\"a5961\">(45.246) </div><div class=\"po0 fs35 cl2 l556 t1694\" id=\"a5963\">Otro inmovilizado material </div><div class=\"po0 fs35 cl2 l667 t1694\" id=\"a5965\">(22.669) </div><div class=\"po0 fs35 cl2 l584 t1694\" id=\"a5967\">- </div><div class=\"po0 fs35 cl2 l655 t1694\" id=\"a5969\">(1.121) </div><div class=\"po0 fs35 cl2 l650 t1694\" id=\"a5971\">- </div><div class=\"po0 fs35 cl2 l673 t1694\" id=\"a5973\">(4.999) </div><div class=\"po0 fs35 cl2 l678 t1694\" id=\"a5975\">4.312 </div><div class=\"po0 fs35 cl2 l692 t1694\" id=\"a5977\">(892) </div><div class=\"po0 fs35 cl2 l672 t1694\" id=\"a5979\">(25.369) </div><div class=\"po0 fs36 cl2 l556 t1695\" id=\"a5981\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l556 t1696\" id=\"a5982\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l667 t1136\" id=\"a5984\">(57.665) </div><div class=\"po0 fs36 cl2 l668 t1136\" id=\"a5986\">(9.084) </div><div class=\"po0 fs36 cl2 l669 t1136\" id=\"a5988\">9.288 </div><div class=\"po0 fs36 cl2 l650 t1136\" id=\"a5990\">- </div><div class=\"po0 fs36 cl2 l680 t1136\" id=\"a5992\">(19.968) </div><div class=\"po0 fs36 cl2 l678 t1136\" id=\"a5994\">7.786 </div><div class=\"po0 fs36 cl2 l692 t1136\" id=\"a5996\">(972) </div><div class=\"po0 fs36 cl2 l672 t1136\" id=\"a5998\">(70.615) </div><div class=\"po0 fs36 cl2 l556 t1697\" id=\"a6000\">Inmovilizado material neto en </div><div class=\"po0 fs36 cl2 l556 t1698\" id=\"a6001\">arrendamiento </div><div class=\"po0 fs36 cl2 l580 t1699\" id=\"a6003\">60.125 </div><div class=\"po0 fs36 cl2 l648 t1699\" id=\"a6005\">1.786 </div><div class=\"po0 fs36 cl2 l669 t1699\" id=\"a6007\">1.243 </div><div class=\"po0 fs36 cl2 l650 t1699\" id=\"a6009\">- </div><div class=\"po0 fs36 cl2 l673 t1699\" id=\"a6011\">(5.552) </div><div class=\"po0 fs36 cl2 l652 t1699\" id=\"a6013\">(1.378) </div><div class=\"po0 fs36 cl2 l692 t1699\" id=\"a6015\">(965) </div><div class=\"po0 fs36 cl2 l654 t1699\" id=\"a6017\">55.259 </div><div class=\"po0 fs36 cl2 l556 t1700\" id=\"a6019\">TOTAL INMOVILIZADO </div><div class=\"po0 fs36 cl2 l556 t1701\" id=\"a6020\">MATERIAL NETO </div><div class=\"po0 fs36 cl2 l665 t1702\" id=\"a6022\">103.294 </div><div class=\"po0 fs36 cl2 l648 t1702\" id=\"a6024\">4.503 </div><div class=\"po0 fs36 cl2 l693 t1702\" id=\"a6026\">480 </div><div class=\"po0 fs36 cl2 l650 t1702\" id=\"a6028\">- </div><div class=\"po0 fs36 cl2 l673 t1702\" id=\"a6030\">(8.208) </div><div class=\"po0 fs36 cl2 l652 t1702\" id=\"a6032\">(2.807) </div><div class=\"po0 fs36 cl2 l653 t1702\" id=\"a6034\">(2.798) </div><div class=\"po0 fs36 cl2 l654 t1702\" id=\"a6036\">94.464 </div><div class=\"po0 fs37 cl4 l341 t1703\" id=\"a6039\">.</div></div></div></div></div></div></div><div class=\"po1 w198 h137 lh0\" id=\"TextBlockContainer2075\"><div class=\"po1 w198 z0\" id=\"TextContainer2075\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a6315\">El gasto<div class=\"d0 w331\">\u00a0</div>por amortizaci\u00f3n<div class=\"d0 w803\">\u00a0</div>de inmovilizado<div class=\"d0 w725\">\u00a0</div>material registrado<div class=\"d0 w555\">\u00a0</div>durante el<div class=\"d0 w425\">\u00a0</div>ejercicio<div class=\"d0 w140\">\u00a0</div>2024 asciende </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a6316\">a 30.979 miles de euros (30.401 miles de euros en 2023), correspondiendo 22.033 miles<div class=\"d0 w515\">\u00a0</div>de euros </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a6325\">a la amortizaci\u00f3n<div class=\"d0 w696\">\u00a0</div>de inmovilizado<div class=\"d0 w144\">\u00a0</div>material en<div class=\"d0 w515\">\u00a0</div>r\u00e9gimen de<div class=\"d0 w472\">\u00a0</div>arrendamiento (19.968<div class=\"d0 w550\">\u00a0</div>miles de<div class=\"d0 w558\">\u00a0</div>euros </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a6330\">a 31 de diciembre de 2023).</div></div></div><div class=\"po1 w198 h157 lh0\" id=\"TextBlockContainer2155\"><div class=\"w89 po0 h12 l877 t2000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2000 bgc0\">\u00a0</div>\n<div class=\"w847 po0 h12 l878 t2000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l877 t2001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l879 t2001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2002 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2002 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2002 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2002 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2002 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2002 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2002 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l877 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l880 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l882 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l535 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l520 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l885 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l887 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l879 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l877 t2004 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l880 t2004 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l882 t2004 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l535 t2004 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l520 t2004 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l885 t2004 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l887 t2004 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l879 t2004 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t2005 bgc0\">\u00a0</div>\n<div class=\"w848 po0 h12 l530 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2005 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2005 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2005 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2005 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2005 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2005 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2005 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2005 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l877 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l880 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l882 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l535 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l520 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l885 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l887 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l879 t1508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l877 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l880 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l882 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l535 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l520 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l885 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l887 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l879 t2006 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l528 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l877 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l880 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l882 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l535 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l520 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l885 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l887 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l879 t2007 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l877 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l880 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l882 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l535 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l520 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l885 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l887 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l879 t2008 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l528 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l877 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l880 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l882 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l535 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l520 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l885 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l887 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l879 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2010 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2010 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2010 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2010 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2010 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2010 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2010 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2010 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2010 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l528 t2011 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l877 t2011 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l880 t2011 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l882 t2011 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l535 t2011 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l520 t2011 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l885 t2011 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l887 t2011 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l879 t2011 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2012 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2012 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2012 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2012 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2012 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2012 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2012 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2012 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2012 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2012 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2012 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2012 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2012 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2012 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2012 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2012 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2012 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t2013 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l877 t2013 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l880 t2013 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l882 t2013 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l535 t2013 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l520 t2013 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l885 t2013 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l887 t2013 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l879 t2013 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2014 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l877 t2014 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l880 t2014 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l882 t2014 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l535 t2014 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l520 t2014 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l885 t2014 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l887 t2014 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l879 t2014 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l528 t2015 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l877 t2015 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l880 t2015 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l882 t2015 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l535 t2015 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l520 t2015 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l885 t2015 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l887 t2015 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l879 t2015 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2016 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l877 t2016 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l880 t2016 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l882 t2016 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l535 t2016 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l520 t2016 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l885 t2016 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l887 t2016 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l879 t2016 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l528 t2017 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l877 t2017 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l880 t2017 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l882 t2017 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l535 t2017 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l520 t2017 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l885 t2017 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l887 t2017 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l879 t2017 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2018 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2018 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2018 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2018 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2018 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h155 l879 t2040 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h153 l529 t2041 bgc3\">\u00a0</div>\n<div class=\"w850 po0 h126 l889 t2042 bgc3\">\u00a0</div>\n<div class=\"w850 po0 h126 l889 t2043 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h153 l890 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l891 t2044 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h153 l881 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l892 t2044 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h153 l893 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l894 t2044 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h153 l884 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l895 t2044 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h153 l521 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l536 t2044 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h153 l896 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l522 t2044 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h153 l888 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l897 t2044 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2045 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2045 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2045 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l528 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l877 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l880 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l882 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l535 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l520 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l885 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l887 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l879 t2041 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h156 l529 t2046 bgc3\">\u00a0</div>\n<div class=\"w850 po0 h126 l889 t2047 bgc3\">\u00a0</div>\n<div class=\"w850 po0 h126 l889 t2048 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h156 l890 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l891 t2049 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h156 l881 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l892 t2049 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h156 l893 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l894 t2049 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h156 l884 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l895 t2049 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h156 l521 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l536 t2049 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h156 l896 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l522 t2049 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h156 l888 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l897 t2049 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2050 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2050 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2050 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l528 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2051 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l877 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l880 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2051 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l882 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l535 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l520 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2051 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l885 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l887 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l879 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2051 bgc0\">\u00a0</div>\n<div class=\"po0 l342 t756 f0\" id=\"div_2149_XBRL_TS_b0d48e351cc949089483acd26deab6be\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2153\"><div class=\"po0 l342 t756 f0\" id=\"div_2150_XBRL_TS_2ebfcff7d6914c25add4a113aab25768\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2151\"><div class=\"po1 w198 z0\" id=\"TextContainer2151\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a7349\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a7350\">ha sido el siguiente:</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2155\"><div class=\"po0 fs35 cl2 l898 t2052\" id=\"a7354\">Miles de euros </div><div class=\"po0 fs35 cl2 l899 t2053\" id=\"a7356\">Saldo al </div><div class=\"po0 fs35 cl2 l900 t2054\" id=\"a7357\">31.12.2023 </div><div class=\"po0 fs35 cl2 l901 t2053\" id=\"a7359\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l902 t2054\" id=\"a7360\">monetaria </div><div class=\"po0 fs35 cl2 l903 t2053\" id=\"a7362\">Ajuste por </div><div class=\"po0 fs35 cl2 l904 t2054\" id=\"a7363\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l905 t2055\" id=\"a7365\">Adiciones </div><div class=\"po0 fs35 cl2 l906 t2055\" id=\"a7367\">Retiros </div><div class=\"po0 fs35 cl2 l907 t2055\" id=\"a7369\">Traspasos </div><div class=\"po0 fs35 cl2 l908 t2053\" id=\"a7371\">Saldo al </div><div class=\"po0 fs35 cl2 l909 t2054\" id=\"a7372\">31.12.2024 </div><div class=\"po0 fs36 cl2 l910 t2056\" id=\"a7374\">Coste</div><div class=\"po0 fs35 cl2 l911 t2057\" id=\"a7375\">:</div><div class=\"po0 fs35 cl2 l910 t2058\" id=\"a7384\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l912 t2058\" id=\"a7386\">122.893 </div><div class=\"po0 fs35 cl2 l913 t2058\" id=\"a7388\">1.742 </div><div class=\"po0 fs35 cl2 l914 t2058\" id=\"a7390\">(3.004) </div><div class=\"po0 fs35 cl2 l915 t2058\" id=\"a7392\">11.563 </div><div class=\"po0 fs35 cl2 l916 t2058\" id=\"a7394\">(3.883) </div><div class=\"po0 fs35 cl2 l917 t2058\" id=\"a7396\">- </div><div class=\"po0 fs35 cl2 l780 t2058\" id=\"a7398\">129.311 </div><div class=\"po0 fs35 cl2 l910 t2059\" id=\"a7400\">Prototipos </div><div class=\"po0 fs35 cl2 l912 t2059\" id=\"a7402\">236.766 </div><div class=\"po0 fs35 cl2 l918 t2059\" id=\"a7404\">13.977 </div><div class=\"po0 fs35 cl2 l919 t2059\" id=\"a7406\">(27.519) </div><div class=\"po0 fs35 cl2 l915 t2059\" id=\"a7408\">22.057 </div><div class=\"po0 fs35 cl2 l920 t2059\" id=\"a7410\">(14.270) </div><div class=\"po0 fs35 cl2 l921 t2059\" id=\"a7412\">102 </div><div class=\"po0 fs35 cl2 l780 t2059\" id=\"a7414\">231.113 </div><div class=\"po0 fs35 cl2 l910 t2060\" id=\"a7416\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l922 t2060\" id=\"a7419\">1.705 </div><div class=\"po0 fs35 cl2 l574 t2060\" id=\"a7421\">22 </div><div class=\"po0 fs35 cl2 l923 t2060\" id=\"a7423\">(171) </div><div class=\"po0 fs35 cl2 l924 t2060\" id=\"a7425\">321 </div><div class=\"po0 fs35 cl2 l925 t2060\" id=\"a7427\">(204) </div><div class=\"po0 fs35 cl2 l917 t2060\" id=\"a7429\">- </div><div class=\"po0 fs35 cl2 l926 t2060\" id=\"a7431\">1.673 </div><div class=\"po0 fs35 cl2 l910 t2061\" id=\"a7433\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l927 t2061\" id=\"a7435\">42.693 </div><div class=\"po0 fs35 cl2 l928 t2061\" id=\"a7437\">180 </div><div class=\"po0 fs35 cl2 l914 t2061\" id=\"a7439\">(1.415) </div><div class=\"po0 fs35 cl2 l924 t2061\" id=\"a7441\">320 </div><div class=\"po0 fs35 cl2 l929 t2061\" id=\"a7443\">(91) </div><div class=\"po0 fs35 cl2 l917 t2061\" id=\"a7445\">- </div><div class=\"po0 fs35 cl2 l832 t2061\" id=\"a7447\">41.687 </div><div class=\"po0 fs36 cl2 l910 t2062\" id=\"a7449\">Total coste </div><div class=\"po0 fs36 cl2 l912 t2062\" id=\"a7451\">404.057 </div><div class=\"po0 fs36 cl2 l918 t2062\" id=\"a7453\">15.921 </div><div class=\"po0 fs36 cl2 l919 t2062\" id=\"a7455\">(32.109) </div><div class=\"po0 fs36 cl2 l915 t2062\" id=\"a7457\">34.261 </div><div class=\"po0 fs36 cl2 l920 t2062\" id=\"a7459\">(18.448) </div><div class=\"po0 fs36 cl2 l921 t2062\" id=\"a7461\">102 </div><div class=\"po0 fs36 cl2 l780 t2062\" id=\"a7463\">403.784 </div><div class=\"po0 fs36 cl2 l910 t2063\" id=\"a7465\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l910 t2064\" id=\"a7474\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l930 t2064\" id=\"a7476\">(92.614) </div><div class=\"po0 fs35 cl2 l564 t2064\" id=\"a7478\">(1.618) </div><div class=\"po0 fs35 cl2 l931 t2064\" id=\"a7480\">1.977 </div><div class=\"po0 fs35 cl2 l549 t2064\" id=\"a7482\">(13.207) </div><div class=\"po0 fs35 cl2 l932 t2064\" id=\"a7484\">3.083 </div><div class=\"po0 fs35 cl2 l917 t2064\" id=\"a7486\">- </div><div class=\"po0 fs35 cl2 l933 t2064\" id=\"a7488\">(102.379) </div><div class=\"po0 fs35 cl2 l910 t2065\" id=\"a7490\">Prototipos </div><div class=\"po0 fs35 cl2 l600 t2065\" id=\"a7492\">(193.964) </div><div class=\"po0 fs35 cl2 l934 t2065\" id=\"a7494\">(14.026) </div><div class=\"po0 fs35 cl2 l935 t2065\" id=\"a7496\">21.934 </div><div class=\"po0 fs35 cl2 l549 t2065\" id=\"a7498\">(18.753) </div><div class=\"po0 fs35 cl2 l354 t2065\" id=\"a7500\">13.284 </div><div class=\"po0 fs35 cl2 l645 t2065\" id=\"a7502\">(102) </div><div class=\"po0 fs35 cl2 l933 t2065\" id=\"a7504\">(191.627) </div><div class=\"po0 fs35 cl2 l910 t2066\" id=\"a7506\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l936 t2066\" id=\"a7508\">(865) </div><div class=\"po0 fs35 cl2 l937 t2066\" id=\"a7510\">- </div><div class=\"po0 fs35 cl2 l575 t2066\" id=\"a7512\">119 </div><div class=\"po0 fs35 cl2 l938 t2066\" id=\"a7514\">(74) </div><div class=\"po0 fs35 cl2 l939 t2066\" id=\"a7516\">128 </div><div class=\"po0 fs35 cl2 l917 t2066\" id=\"a7518\">- </div><div class=\"po0 fs35 cl2 l940 t2066\" id=\"a7520\">(692) </div><div class=\"po0 fs35 cl2 l910 t2067\" id=\"a7522\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l930 t2067\" id=\"a7524\">(19.044) </div><div class=\"po0 fs35 cl2 l941 t2067\" id=\"a7526\">(180) </div><div class=\"po0 fs35 cl2 l575 t2067\" id=\"a7528\">826 </div><div class=\"po0 fs35 cl2 l942 t2067\" id=\"a7530\">(220) </div><div class=\"po0 fs35 cl2 l943 t2067\" id=\"a7532\">91 </div><div class=\"po0 fs35 cl2 l917 t2067\" id=\"a7534\">- </div><div class=\"po0 fs35 cl2 l944 t2067\" id=\"a7536\">(18.527) </div><div class=\"po0 fs36 cl2 l910 t2068\" id=\"a7538\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l600 t2068\" id=\"a7541\">(306.487) </div><div class=\"po0 fs36 cl2 l934 t2068\" id=\"a7543\">(15.824) </div><div class=\"po0 fs36 cl2 l935 t2068\" id=\"a7545\">24.856 </div><div class=\"po0 fs36 cl2 l549 t2068\" id=\"a7547\">(32.254) </div><div class=\"po0 fs36 cl2 l354 t2068\" id=\"a7549\">16.586 </div><div class=\"po0 fs36 cl2 l645 t2068\" id=\"a7551\">(102) </div><div class=\"po0 fs36 cl2 l933 t2068\" id=\"a7553\">(313.225) </div><div class=\"po0 fs36 cl2 l910 t2069\" id=\"a7555\">Deterioro: </div><div class=\"po0 fs35 cl2 l910 t2070\" id=\"a7564\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l936 t2070\" id=\"a7566\">(829) </div><div class=\"po0 fs35 cl2 l937 t2070\" id=\"a7568\">- </div><div class=\"po0 fs35 cl2 l945 t2070\" id=\"a7570\">- </div><div class=\"po0 fs35 cl2 l938 t2070\" id=\"a7572\">(16) </div><div class=\"po0 fs35 cl2 l939 t2070\" id=\"a7574\">781 </div><div class=\"po0 fs35 cl2 l917 t2070\" id=\"a7576\">- </div><div class=\"po0 fs35 cl2 l681 t2070\" id=\"a7578\">(64) </div><div class=\"po0 fs35 cl2 l910 t2071\" id=\"a7580\">Prototipos </div><div class=\"po0 fs35 cl2 l946 t2071\" id=\"a7582\">(3.409) </div><div class=\"po0 fs35 cl2 l574 t2071\" id=\"a7584\">25 </div><div class=\"po0 fs35 cl2 l575 t2071\" id=\"a7586\">114 </div><div class=\"po0 fs35 cl2 l947 t2071\" id=\"a7588\">(1.912) </div><div class=\"po0 fs35 cl2 l939 t2071\" id=\"a7590\">684 </div><div class=\"po0 fs35 cl2 l645 t2071\" id=\"a7592\">(684) </div><div class=\"po0 fs35 cl2 l948 t2071\" id=\"a7594\">(5.182) </div><div class=\"po0 fs35 cl2 l910 t2072\" id=\"a7596\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l936 t2072\" id=\"a7598\">(332) </div><div class=\"po0 fs35 cl2 l949 t2072\" id=\"a7600\">1 </div><div class=\"po0 fs35 cl2 l950 t2072\" id=\"a7602\">27 </div><div class=\"po0 fs35 cl2 l938 t2072\" id=\"a7604\">(60) </div><div class=\"po0 fs35 cl2 l943 t2072\" id=\"a7606\">14 </div><div class=\"po0 fs35 cl2 l917 t2072\" id=\"a7608\">- </div><div class=\"po0 fs35 cl2 l940 t2072\" id=\"a7610\">(350) </div><div class=\"po0 fs35 cl2 l910 t2073\" id=\"a7612\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l936 t2073\" id=\"a7614\">(639) </div><div class=\"po0 fs35 cl2 l937 t2073\" id=\"a7616\">- </div><div class=\"po0 fs35 cl2 l950 t2073\" id=\"a7618\">10 </div><div class=\"po0 fs35 cl2 l942 t2073\" id=\"a7620\">(682) </div><div class=\"po0 fs35 cl2 l951 t2073\" id=\"a7622\">- </div><div class=\"po0 fs35 cl2 l921 t2073\" id=\"a7624\">684 </div><div class=\"po0 fs35 cl2 l940 t2073\" id=\"a7626\">(627) </div><div class=\"po0 fs36 cl2 l910 t2074\" id=\"a7628\">Total deterioro </div><div class=\"po0 fs36 cl2 l946 t2074\" id=\"a7630\">(5.209) </div><div class=\"po0 fs36 cl2 l574 t2074\" id=\"a7632\">26 </div><div class=\"po0 fs36 cl2 l575 t2074\" id=\"a7634\">151 </div><div class=\"po0 fs36 cl2 l947 t2074\" id=\"a7636\">(2.670) </div><div class=\"po0 fs36 cl2 l932 t2074\" id=\"a7638\">1.479 </div><div class=\"po0 fs36 cl2 l917 t2074\" id=\"a7640\">- </div><div class=\"po0 fs36 cl2 l948 t2074\" id=\"a7642\">(6.223) </div><div class=\"po0 fs36 cl2 l910 t2075\" id=\"a7644\">Activo intangible neto </div><div class=\"po0 fs36 cl2 l927 t2075\" id=\"a7646\">92.361 </div><div class=\"po0 fs36 cl2 l928 t2075\" id=\"a7648\">123 </div><div class=\"po0 fs36 cl2 l914 t2075\" id=\"a7650\">(7.102) </div><div class=\"po0 fs36 cl2 l942 t2075\" id=\"a7652\">(663) </div><div class=\"po0 fs36 cl2 l925 t2075\" id=\"a7654\">(383) </div><div class=\"po0 fs36 cl2 l917 t2075\" id=\"a7656\">- </div><div class=\"po0 fs36 cl2 l832 t2075\" id=\"a7658\">84.336 </div><div class=\"po0 fs36 cl2 l910 t2076\" id=\"a7660\">Coste inmovilizado en </div><div class=\"po0 fs36 cl2 l910 t2077\" id=\"a7661\">arrendamiento: </div><div class=\"po0 fs35 cl2 l910 t2078\" id=\"a7670\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l927 t2078\" id=\"a7673\">19.630 </div><div class=\"po0 fs35 cl2 l937 t2078\" id=\"a7675\">- </div><div class=\"po0 fs35 cl2 l923 t2078\" id=\"a7677\">(766) </div><div class=\"po0 fs35 cl2 l763 t2078\" id=\"a7679\">4.099 </div><div class=\"po0 fs35 cl2 l925 t2078\" id=\"a7681\">(592) </div><div class=\"po0 fs35 cl2 l917 t2078\" id=\"a7683\">- </div><div class=\"po0 fs35 cl2 l832 t2078\" id=\"a7685\">22.371 </div><div class=\"po0 fs36 cl2 l910 t2079\" id=\"a7687\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l910 t2080\" id=\"a7688\">arrendamiento </div><div class=\"po0 fs36 cl2 l927 t2081\" id=\"a7690\">19.630 </div><div class=\"po0 fs36 cl2 l937 t2081\" id=\"a7692\">- </div><div class=\"po0 fs36 cl2 l923 t2081\" id=\"a7694\">(766) </div><div class=\"po0 fs36 cl2 l763 t2081\" id=\"a7696\">4.099 </div><div class=\"po0 fs36 cl2 l925 t2081\" id=\"a7698\">(592) </div><div class=\"po0 fs36 cl2 l917 t2081\" id=\"a7700\">- </div><div class=\"po0 fs36 cl2 l832 t2081\" id=\"a7702\">22.371 </div><div class=\"po0 fs36 cl2 l910 t2082\" id=\"a7704\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l910 t2083\" id=\"a7705\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l910 t2084\" id=\"a7714\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l946 t2084\" id=\"a7716\">(7.972) </div><div class=\"po0 fs35 cl2 l937 t2084\" id=\"a7718\">- </div><div class=\"po0 fs35 cl2 l575 t2084\" id=\"a7720\">391 </div><div class=\"po0 fs35 cl2 l947 t2084\" id=\"a7722\">(4.049) </div><div class=\"po0 fs35 cl2 l943 t2084\" id=\"a7724\">66 </div><div class=\"po0 fs35 cl2 l917 t2084\" id=\"a7726\">- </div><div class=\"po0 fs35 cl2 l944 t2084\" id=\"a7728\">(11.564) </div><div class=\"po0 fs36 cl2 l910 t2085\" id=\"a7730\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l910 t2086\" id=\"a7731\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l946 t2087\" id=\"a7733\">(7.972) </div><div class=\"po0 fs36 cl2 l937 t2087\" id=\"a7735\">- </div><div class=\"po0 fs36 cl2 l575 t2087\" id=\"a7737\">391 </div><div class=\"po0 fs36 cl2 l947 t2087\" id=\"a7739\">(4.049) </div><div class=\"po0 fs36 cl2 l943 t2087\" id=\"a7741\">66 </div><div class=\"po0 fs36 cl2 l917 t2087\" id=\"a7743\">- </div><div class=\"po0 fs36 cl2 l944 t2087\" id=\"a7745\">(11.564) </div><div class=\"po0 fs36 cl2 l910 t2088\" id=\"a7747\">Activo intangible neto en </div><div class=\"po0 fs36 cl2 l910 t2089\" id=\"a7748\">arrendamiento </div><div class=\"po0 fs36 cl2 l927 t2090\" id=\"a7750\">11.658 </div><div class=\"po0 fs36 cl2 l937 t2090\" id=\"a7752\">- </div><div class=\"po0 fs36 cl2 l923 t2090\" id=\"a7754\">(375) </div><div class=\"po0 fs36 cl2 l952 t2090\" id=\"a7756\">50 </div><div class=\"po0 fs36 cl2 l925 t2090\" id=\"a7758\">(526) </div><div class=\"po0 fs36 cl2 l917 t2090\" id=\"a7760\">- </div><div class=\"po0 fs36 cl2 l832 t2090\" id=\"a7762\">10.807 </div><div class=\"po0 fs36 cl2 l910 t2091\" id=\"a7764\">TOTAL ACTIVO INTANGIBLE </div><div class=\"po0 fs36 cl2 l910 t2092\" id=\"a7765\">NETO </div><div class=\"po0 fs36 cl2 l912 t2093\" id=\"a7767\">104.019 </div><div class=\"po0 fs36 cl2 l928 t2093\" id=\"a7769\">123 </div><div class=\"po0 fs36 cl2 l914 t2093\" id=\"a7771\">(7.477) </div><div class=\"po0 fs36 cl2 l942 t2093\" id=\"a7773\">(613) </div><div class=\"po0 fs36 cl2 l925 t2093\" id=\"a7775\">(909) </div><div class=\"po0 fs36 cl2 l917 t2093\" id=\"a7777\">- </div><div class=\"po0 fs36 cl2 l832 t2093\" id=\"a7779\">95.143 </div></div></div><div class=\"po1 w198 h161 lh0\" id=\"TextBlockContainer2178\"><div class=\"po0 l342 t756 f0\" id=\"div_2168_XBRL_TS_71c715769d6c411cb1956fc143e05dcd_1\"><div class=\"po1 w198 h161 lh0\" id=\"TextBlockContainer2175\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2136 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l877 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l878 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l954 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l954 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l955 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l956 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l956 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l957 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l958 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l958 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l959 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l960 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l960 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l333 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l961 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l961 t2136 bgc0\">\u00a0</div>\n<div class=\"w853 po0 h12 l962 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l963 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l963 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l964 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l953 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2136 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2175\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a7792\">Ejercicio 2023- </div></div><div class=\"po0 l342 t1610 f0\" id=\"div_2169_XBRL_TS_e5a5afab91524c2d915e5a50205fbea3\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2173\"><div class=\"po0 l342 t756 f0\" id=\"div_2170_XBRL_TS_7e1bb124aa1d4a2ba397ba1fb90f8eec\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2171\"><div class=\"po1 w198 z0\" id=\"TextContainer2171\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a7795\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a7796\">fue el siguiente:</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2176\"><div class=\"po0 fs35 cl2 l973 t2137\" id=\"a7800\">Miles de euros </div><div class=\"po0 fs35 cl2 l974 t2138\" id=\"a7802\">Saldo al </div><div class=\"po0 fs35 cl2 l975 t2139\" id=\"a7803\">31.12.2022 </div><div class=\"po0 fs35 cl2 l976 t2138\" id=\"a7805\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l977 t2139\" id=\"a7806\">monetaria </div><div class=\"po0 fs35 cl2 l978 t2138\" id=\"a7808\">Ajuste por </div><div class=\"po0 fs35 cl2 l979 t2139\" id=\"a7809\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l980 t2140\" id=\"a7811\">Adiciones </div><div class=\"po0 fs35 cl2 l981 t2140\" id=\"a7813\">Retiros </div><div class=\"po0 fs35 cl2 l982 t2140\" id=\"a7815\">Traspasos </div><div class=\"po0 fs35 cl2 l983 t2138\" id=\"a7817\">Saldo al </div><div class=\"po0 fs35 cl2 l944 t2139\" id=\"a7818\">31.12.2023 </div><div class=\"po0 fs36 cl2 l910 t2141\" id=\"a7820\">Coste</div><div class=\"po0 fs35 cl2 l911 t2142\" id=\"a7821\">:</div><div class=\"po0 fs35 cl2 l910 t2143\" id=\"a7830\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l984 t2143\" id=\"a7832\">111.408 </div><div class=\"po0 fs35 cl2 l584 t2143\" id=\"a7834\">5.103 </div><div class=\"po0 fs35 cl2 l931 t2143\" id=\"a7836\">(4.317) </div><div class=\"po0 fs35 cl2 l426 t2143\" id=\"a7838\">11.952 </div><div class=\"po0 fs35 cl2 l587 t2143\" id=\"a7840\">(1.266) </div><div class=\"po0 fs35 cl2 l604 t2143\" id=\"a7842\">13 </div><div class=\"po0 fs35 cl2 l985 t2143\" id=\"a7844\">122.893 </div><div class=\"po0 fs35 cl2 l910 t2144\" id=\"a7846\">Prototipos </div><div class=\"po0 fs35 cl2 l984 t2144\" id=\"a7848\">230.413 </div><div class=\"po0 fs35 cl2 l986 t2144\" id=\"a7850\">42.790 </div><div class=\"po0 fs35 cl2 l987 t2144\" id=\"a7852\">(42.069) </div><div class=\"po0 fs35 cl2 l426 t2144\" id=\"a7854\">19.169 </div><div class=\"po0 fs35 cl2 l988 t2144\" id=\"a7856\">(13.545) </div><div class=\"po0 fs35 cl2 l989 t2144\" id=\"a7858\">8 </div><div class=\"po0 fs35 cl2 l985 t2144\" id=\"a7860\">236.766 </div><div class=\"po0 fs35 cl2 l910 t2145\" id=\"a7862\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l990 t2145\" id=\"a7864\">2.210 </div><div class=\"po0 fs35 cl2 l991 t2145\" id=\"a7866\">5 </div><div class=\"po0 fs35 cl2 l992 t2145\" id=\"a7868\">139 </div><div class=\"po0 fs35 cl2 l993 t2145\" id=\"a7870\">377 </div><div class=\"po0 fs35 cl2 l994 t2145\" id=\"a7872\">(327) </div><div class=\"po0 fs35 cl2 l593 t2145\" id=\"a7874\">(699) </div><div class=\"po0 fs35 cl2 l417 t2145\" id=\"a7876\">1.705 </div><div class=\"po0 fs35 cl2 l910 t2146\" id=\"a7878\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l995 t2146\" id=\"a7881\">41.671 </div><div class=\"po0 fs35 cl2 l996 t2146\" id=\"a7883\">495 </div><div class=\"po0 fs35 cl2 l992 t2146\" id=\"a7885\">119 </div><div class=\"po0 fs35 cl2 l997 t2146\" id=\"a7887\">75 </div><div class=\"po0 fs35 cl2 l998 t2146\" id=\"a7889\">(30) </div><div class=\"po0 fs35 cl2 l999 t2146\" id=\"a7891\">363 </div><div class=\"po0 fs35 cl2 l1000 t2146\" id=\"a7893\">42.693 </div><div class=\"po0 fs36 cl2 l910 t2147\" id=\"a7895\">Total coste </div><div class=\"po0 fs36 cl2 l984 t2147\" id=\"a7897\">385.702 </div><div class=\"po0 fs36 cl2 l986 t2147\" id=\"a7899\">48.393 </div><div class=\"po0 fs36 cl2 l987 t2147\" id=\"a7901\">(46.128) </div><div class=\"po0 fs36 cl2 l426 t2147\" id=\"a7903\">31.573 </div><div class=\"po0 fs36 cl2 l988 t2147\" id=\"a7905\">(15.168) </div><div class=\"po0 fs36 cl2 l593 t2147\" id=\"a7907\">(315) </div><div class=\"po0 fs36 cl2 l985 t2147\" id=\"a7909\">404.057 </div><div class=\"po0 fs36 cl2 l910 t2148\" id=\"a7911\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l910 t2149\" id=\"a7920\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l1001 t2149\" id=\"a7922\">(82.502) </div><div class=\"po0 fs35 cl2 l1002 t2149\" id=\"a7924\">(4.595) </div><div class=\"po0 fs35 cl2 l1003 t2149\" id=\"a7926\">4.356 </div><div class=\"po0 fs35 cl2 l1004 t2149\" id=\"a7928\">(10.911) </div><div class=\"po0 fs35 cl2 l577 t2149\" id=\"a7930\">1.038 </div><div class=\"po0 fs35 cl2 l1005 t2149\" id=\"a7932\">- </div><div class=\"po0 fs35 cl2 l1006 t2149\" id=\"a7934\">(92.614) </div><div class=\"po0 fs35 cl2 l910 t2150\" id=\"a7936\">Prototipos </div><div class=\"po0 fs35 cl2 l1007 t2150\" id=\"a7938\">(182.743) </div><div class=\"po0 fs35 cl2 l1008 t2150\" id=\"a7940\">(40.852) </div><div class=\"po0 fs35 cl2 l1009 t2150\" id=\"a7942\">42.717 </div><div class=\"po0 fs35 cl2 l1004 t2150\" id=\"a7944\">(24.433) </div><div class=\"po0 fs35 cl2 l929 t2150\" id=\"a7946\">11.346 </div><div class=\"po0 fs35 cl2 l989 t2150\" id=\"a7948\">1 </div><div class=\"po0 fs35 cl2 l421 t2150\" id=\"a7950\">(193.964) </div><div class=\"po0 fs35 cl2 l910 t2151\" id=\"a7952\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l1010 t2151\" id=\"a7954\">(1.204) </div><div class=\"po0 fs35 cl2 l696 t2151\" id=\"a7956\">- </div><div class=\"po0 fs35 cl2 l575 t2151\" id=\"a7958\">(519) </div><div class=\"po0 fs35 cl2 l1011 t2151\" id=\"a7960\">(465) </div><div class=\"po0 fs35 cl2 l1012 t2151\" id=\"a7962\">633 </div><div class=\"po0 fs35 cl2 l999 t2151\" id=\"a7964\">690 </div><div class=\"po0 fs35 cl2 l685 t2151\" id=\"a7966\">(865) </div><div class=\"po0 fs35 cl2 l910 t2152\" id=\"a7968\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l1001 t2152\" id=\"a7970\">(18.903) </div><div class=\"po0 fs35 cl2 l1013 t2152\" id=\"a7972\">(495) </div><div class=\"po0 fs35 cl2 l992 t2152\" id=\"a7974\">862 </div><div class=\"po0 fs35 cl2 l1011 t2152\" id=\"a7976\">(173) </div><div class=\"po0 fs35 cl2 l1014 t2152\" id=\"a7978\">15 </div><div class=\"po0 fs35 cl2 l593 t2152\" id=\"a7980\">(350) </div><div class=\"po0 fs35 cl2 l1006 t2152\" id=\"a7982\">(19.044) </div><div class=\"po0 fs36 cl2 l910 t2153\" id=\"a7984\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l1007 t2153\" id=\"a7986\">(285.352) </div><div class=\"po0 fs36 cl2 l1008 t2153\" id=\"a7988\">(45.942) </div><div class=\"po0 fs36 cl2 l1009 t2153\" id=\"a7990\">47.416 </div><div class=\"po0 fs36 cl2 l1004 t2153\" id=\"a7992\">(35.982) </div><div class=\"po0 fs36 cl2 l929 t2153\" id=\"a7994\">13.032 </div><div class=\"po0 fs36 cl2 l999 t2153\" id=\"a7996\">341 </div><div class=\"po0 fs36 cl2 l421 t2153\" id=\"a7998\">(306.487) </div><div class=\"po0 fs36 cl2 l910 t2154\" id=\"a8000\">Deterioro: </div><div class=\"po0 fs35 cl2 l910 t2155\" id=\"a8009\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l1015 t2155\" id=\"a8011\">(855) </div><div class=\"po0 fs35 cl2 l696 t2155\" id=\"a8013\">- </div><div class=\"po0 fs35 cl2 l1016 t2155\" id=\"a8015\">- </div><div class=\"po0 fs35 cl2 l1017 t2155\" id=\"a8017\">(49) </div><div class=\"po0 fs35 cl2 l1014 t2155\" id=\"a8019\">75 </div><div class=\"po0 fs35 cl2 l1005 t2155\" id=\"a8021\">- </div><div class=\"po0 fs35 cl2 l685 t2155\" id=\"a8023\">(829) </div><div class=\"po0 fs35 cl2 l910 t2156\" id=\"a8025\">Prototipos </div><div class=\"po0 fs35 cl2 l1010 t2156\" id=\"a8027\">(3.687) </div><div class=\"po0 fs35 cl2 l696 t2156\" id=\"a8029\">- </div><div class=\"po0 fs35 cl2 l1018 t2156\" id=\"a8031\">(18) </div><div class=\"po0 fs35 cl2 l1019 t2156\" id=\"a8033\">(1.348) </div><div class=\"po0 fs35 cl2 l577 t2156\" id=\"a8035\">1.644 </div><div class=\"po0 fs35 cl2 l1005 t2156\" id=\"a8037\">- </div><div class=\"po0 fs35 cl2 l1020 t2156\" id=\"a8039\">(3.409) </div><div class=\"po0 fs35 cl2 l910 t2157\" id=\"a8041\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l1015 t2157\" id=\"a8043\">(387) </div><div class=\"po0 fs35 cl2 l1021 t2157\" id=\"a8045\">(19) </div><div class=\"po0 fs35 cl2 l1022 t2157\" id=\"a8047\">(1) </div><div class=\"po0 fs35 cl2 l997 t2157\" id=\"a8049\">69 </div><div class=\"po0 fs35 cl2 l1023 t2157\" id=\"a8051\">6 </div><div class=\"po0 fs35 cl2 l1005 t2157\" id=\"a8053\">- </div><div class=\"po0 fs35 cl2 l685 t2157\" id=\"a8055\">(332) </div><div class=\"po0 fs35 cl2 l910 t2158\" id=\"a8057\">Otro inmovilizado intangible </div><div class=\"po0 fs35 cl2 l1015 t2158\" id=\"a8059\">(610) </div><div class=\"po0 fs35 cl2 l696 t2158\" id=\"a8061\">- </div><div class=\"po0 fs35 cl2 l1018 t2158\" id=\"a8063\">(28) </div><div class=\"po0 fs35 cl2 l1011 t2158\" id=\"a8065\">(670) </div><div class=\"po0 fs35 cl2 l1012 t2158\" id=\"a8067\">669 </div><div class=\"po0 fs35 cl2 l1005 t2158\" id=\"a8069\">- </div><div class=\"po0 fs35 cl2 l685 t2158\" id=\"a8071\">(639) </div><div class=\"po0 fs36 cl2 l910 t2159\" id=\"a8073\">Total deterioro </div><div class=\"po0 fs36 cl2 l1010 t2159\" id=\"a8075\">(5.539) </div><div class=\"po0 fs36 cl2 l1021 t2159\" id=\"a8077\">(19) </div><div class=\"po0 fs36 cl2 l1018 t2159\" id=\"a8079\">(47) </div><div class=\"po0 fs36 cl2 l1019 t2159\" id=\"a8081\">(1.998) </div><div class=\"po0 fs36 cl2 l577 t2159\" id=\"a8083\">2.394 </div><div class=\"po0 fs36 cl2 l1005 t2159\" id=\"a8085\">- </div><div class=\"po0 fs36 cl2 l1020 t2159\" id=\"a8087\">(5.209) </div><div class=\"po0 fs36 cl2 l910 t2160\" id=\"a8089\">Activo intangible neto </div><div class=\"po0 fs36 cl2 l995 t2160\" id=\"a8091\">94.811 </div><div class=\"po0 fs36 cl2 l584 t2160\" id=\"a8093\">2.432 </div><div class=\"po0 fs36 cl2 l1003 t2160\" id=\"a8095\">1.241 </div><div class=\"po0 fs36 cl2 l1019 t2160\" id=\"a8097\">(6.407) </div><div class=\"po0 fs36 cl2 l1012 t2160\" id=\"a8099\">258 </div><div class=\"po0 fs36 cl2 l604 t2160\" id=\"a8101\">26 </div><div class=\"po0 fs36 cl2 l1000 t2160\" id=\"a8103\">92.361 </div><div class=\"po0 fs36 cl2 l910 t2161\" id=\"a8105\">Coste inmovilizado en </div><div class=\"po0 fs36 cl2 l910 t2162\" id=\"a8106\">arrendamiento: </div><div class=\"po0 fs35 cl2 l910 t486\" id=\"a8115\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l995 t486\" id=\"a8117\">16.546 </div><div class=\"po0 fs35 cl2 l696 t486\" id=\"a8119\">- </div><div class=\"po0 fs35 cl2 l1003 t486\" id=\"a8121\">1.719 </div><div class=\"po0 fs35 cl2 l1024 t486\" id=\"a8123\">4.976 </div><div class=\"po0 fs35 cl2 l587 t486\" id=\"a8125\">(3.611) </div><div class=\"po0 fs35 cl2 l1005 t486\" id=\"a8127\">- </div><div class=\"po0 fs35 cl2 l1000 t486\" id=\"a8129\">19.630 </div><div class=\"po0 fs36 cl2 l910 t2163\" id=\"a8131\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l910 t2164\" id=\"a8132\">arrendamiento </div><div class=\"po0 fs36 cl2 l995 t2165\" id=\"a8134\">16.546 </div><div class=\"po0 fs36 cl2 l696 t2165\" id=\"a8136\">- </div><div class=\"po0 fs36 cl2 l1003 t2165\" id=\"a8138\">1.719 </div><div class=\"po0 fs36 cl2 l1024 t2165\" id=\"a8140\">4.976 </div><div class=\"po0 fs36 cl2 l587 t2165\" id=\"a8142\">(3.611) </div><div class=\"po0 fs36 cl2 l1005 t2165\" id=\"a8144\">- </div><div class=\"po0 fs36 cl2 l1000 t2165\" id=\"a8146\">19.630 </div><div class=\"po0 fs36 cl2 l910 t2166\" id=\"a8148\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l910 t2167\" id=\"a8149\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l910 t2168\" id=\"a8158\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l1010 t2168\" id=\"a8160\">(6.414) </div><div class=\"po0 fs35 cl2 l696 t2168\" id=\"a8162\">- </div><div class=\"po0 fs35 cl2 l931 t2168\" id=\"a8164\">(1.083) </div><div class=\"po0 fs35 cl2 l1019 t2168\" id=\"a8166\">(3.899) </div><div class=\"po0 fs35 cl2 l577 t2168\" id=\"a8168\">3.424 </div><div class=\"po0 fs35 cl2 l1005 t2168\" id=\"a8170\">- </div><div class=\"po0 fs35 cl2 l1020 t2168\" id=\"a8172\">(7.972) </div><div class=\"po0 fs36 cl2 l910 t2169\" id=\"a8174\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l910 t2170\" id=\"a8176\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l1010 t2171\" id=\"a8178\">(6.414) </div><div class=\"po0 fs36 cl2 l696 t2171\" id=\"a8180\">- </div><div class=\"po0 fs36 cl2 l931 t2171\" id=\"a8182\">(1.083) </div><div class=\"po0 fs36 cl2 l1019 t2171\" id=\"a8184\">(3.899) </div><div class=\"po0 fs36 cl2 l577 t2171\" id=\"a8186\">3.424 </div><div class=\"po0 fs36 cl2 l1005 t2171\" id=\"a8188\">- </div><div class=\"po0 fs36 cl2 l1020 t2171\" id=\"a8190\">(7.972) </div><div class=\"po0 fs36 cl2 l910 t2172\" id=\"a8192\">Activo intangible neto en </div><div class=\"po0 fs36 cl2 l910 t2173\" id=\"a8193\">arrendamiento </div><div class=\"po0 fs36 cl2 l995 t2174\" id=\"a8195\">10.132 </div><div class=\"po0 fs36 cl2 l696 t2174\" id=\"a8197\">- </div><div class=\"po0 fs36 cl2 l992 t2174\" id=\"a8199\">636 </div><div class=\"po0 fs36 cl2 l1024 t2174\" id=\"a8201\">1.077 </div><div class=\"po0 fs36 cl2 l994 t2174\" id=\"a8203\">(187) </div><div class=\"po0 fs36 cl2 l1005 t2174\" id=\"a8205\">- </div><div class=\"po0 fs36 cl2 l1000 t2174\" id=\"a8207\">11.658 </div><div class=\"po0 fs36 cl2 l910 t2175\" id=\"a8209\">TOTAL ACTIVO INTANGIBLE </div><div class=\"po0 fs36 cl2 l910 t2176\" id=\"a8210\">NETO </div><div class=\"po0 fs36 cl2 l984 t2177\" id=\"a8212\">104.943 </div><div class=\"po0 fs36 cl2 l584 t2177\" id=\"a8214\">2.432 </div><div class=\"po0 fs36 cl2 l1003 t2177\" id=\"a8216\">1.877 </div><div class=\"po0 fs36 cl2 l1019 t2177\" id=\"a8218\">(5.330) </div><div class=\"po0 fs36 cl2 l1014 t2177\" id=\"a8220\">71 </div><div class=\"po0 fs36 cl2 l604 t2177\" id=\"a8222\">26 </div><div class=\"po0 fs36 cl2 l985 t2177\" id=\"a8224\">104.019 </div><div class=\"po0 fs31 cl4 l340 t2178\" id=\"a8226\">.</div></div></div></div></div><div class=\"po1 w198 h137 lh0\" id=\"TextBlockContainer2204\"><div class=\"po1 w198 z0\" id=\"TextContainer2204\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8392\">El<div class=\"d0 w398\">\u00a0</div>gasto<div class=\"d0 w507\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>amortizaci\u00f3n<div class=\"d0 w273\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>inmovilizado<div class=\"d0 w493\">\u00a0</div>intangible<div class=\"d0 w494\">\u00a0</div>registrado<div class=\"d0 w648\">\u00a0</div>durante<div class=\"d0 w448\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>ejercicio<div class=\"d0 w612\">\u00a0</div>2024 </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a8393\">asciende a 36.303 miles<div class=\"d0 w228\">\u00a0</div>de euros (39.881 miles<div class=\"d0 w296\">\u00a0</div>de euros en 2023),<div class=\"d0 w22\">\u00a0</div>correspondiendo 4.049 miles </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a8400\">de euros a la amortizaci\u00f3n<div class=\"d0 w387\">\u00a0</div>de inmovilizado en r\u00e9gimen<div class=\"d0 w141\">\u00a0</div>de arrendamiento (3.899<div class=\"d0 w85\">\u00a0</div>miles de euros </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a8401\">en 2023).</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDepreciationAndAmortisationExpenseExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_317": {
   "value": "<div class=\"po1 w804 h74 lh0\" id=\"TextBlockContainer2083\"><div class=\"po0 l342 t756 f0\" id=\"div_2080_XBRL_TS_c92270428d87425aa1c40ff51dc90e6c\"><div class=\"po1 w804 h74 lh0\" id=\"TextBlockContainer2081\"><div class=\"po1 w804 z0\" id=\"TextContainer2081\"><div class=\"po0 fs14 cl2 l341 t756\" id=\"a6336\">No existen compromisos futuros de compra significativos de inmovilizado<div class=\"d0 w375\">\u00a0</div>material.</div></div></div></div></div><div class=\"po1 w374 h114 lh0\" id=\"TextBlockContainer2222\"><div class=\"po0 l342 t756 f0\" id=\"div_2219_XBRL_TS_424dcb7fbfe54fbcabd3989fec8bb2bf\"><div class=\"po1 w374 h114 lh0\" id=\"TextBlockContainer2220\"><div class=\"po1 w374 z0\" id=\"TextContainer2220\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8465\">No<div class=\"d0 w373\">\u00a0</div>existen<div class=\"d0 w6\">\u00a0</div>compromisos<div class=\"d0 w289\">\u00a0</div>futuros<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>compra<div class=\"d0 w273\">\u00a0</div>relevantes<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>activo<div class=\"d0 w382\">\u00a0</div>intangible<div class=\"d0 w280\">\u00a0</div>distintos<div class=\"d0 w492\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a8466\">mencionados en la nota 23.</div></div></div></div></div><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2659\"><div class=\"po0 l342 t756 f0\" id=\"div_2656_XBRL_TS_03c8a82491a3427db2c0cd14ea7a35a8\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2657\"><div class=\"po1 w198 z0\" id=\"TextContainer2657\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13507\">La siguiente tabla detalla el an\u00e1lisis de la liquidez del<div class=\"d0 w24\">\u00a0</div>Grupo PRISA a 31 de diciembre de 2024 </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13510\">para su<div class=\"d0 w300\">\u00a0</div>deuda con<div class=\"d0 w631\">\u00a0</div>entidades de<div class=\"d0 w144\">\u00a0</div>cr\u00e9dito, que<div class=\"d0 w490\">\u00a0</div>suponen la<div class=\"d0 w146\">\u00a0</div>casi totalidad<div class=\"d0 w725\">\u00a0</div>de los<div class=\"d0 w424\">\u00a0</div>pasivos financieros. </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13511\">El<div class=\"d0 w98\">\u00a0</div>cuadro<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w280\">\u00a0</div>elaborado<div class=\"d0 w419\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>partir<div class=\"d0 w174\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>salidas<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>caja<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>vencimientos<div class=\"d0 w293\">\u00a0</div>contractuales </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a13512\">previstos, considerando<div class=\"d0 w424\">\u00a0</div>la amortizaci\u00f3n<div class=\"d0 w145\">\u00a0</div>anticipada de<div class=\"d0 w473\">\u00a0</div>la deuda<div class=\"d0 w478\">\u00a0</div>Junior realizada<div class=\"d0 w725\">\u00a0</div>en abril<div class=\"d0 w144\">\u00a0</div>de 2024 </div></div></div></div></div><div class=\"po1 w502 h261 lh0\" id=\"TextBlockContainer2678\"><div class=\"po0 l342 t756 f0\" id=\"div_2675_XBRL_TS_4c097ce5c7974485b58f9e7eb0894100_1\"><div class=\"po1 w502 h261 lh0\" id=\"TextBlockContainer2676\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2417 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t2417 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t2417 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1971 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1967 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1294 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1970 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1972 t2418 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h83 l1715 t3339 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h251 l1455 t410 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h83 l1973 t3339 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h251 l1974 t410 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t3340 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t3340 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t3340 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1971 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1967 t3339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1294 t3339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1970 t3339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1972 t3339 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h41 l1715 t3341 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1455 t3342 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h41 l1973 t3341 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1974 t3342 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l1967 t3341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1294 t3341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1970 t3341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1972 t3341 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h41 l1715 t3343 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1455 t3344 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h41 l1973 t3343 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1974 t3344 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l1967 t3343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1294 t3343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1970 t3343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1972 t3343 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h41 l1715 t3345 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1455 t558 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h41 l1973 t3345 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1974 t558 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l1967 t3345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1294 t3345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1970 t3345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1972 t3345 bgc0\">\u00a0</div>\n<div class=\"w1118 po0 h83 l1968 t3346 bgc3\">\u00a0</div>\n<div class=\"w1119 po0 h37 l1975 t3080 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h83 l1715 t3346 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h37 l1455 t3080 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t3347 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t3347 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t3347 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1971 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1967 t3346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2757 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1294 t3346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t2757 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1970 t3346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t2757 bgc0\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2676\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a13535\">por importe de 50<div class=\"d0 w353\">\u00a0</div>millones de euros<div class=\"d0 w265\">\u00a0</div>y la devoluci\u00f3n de<div class=\"d0 w328\">\u00a0</div>40 millones de euros<div class=\"d0 w498\">\u00a0</div>de la Deuda<div class=\"d0 w113\">\u00a0</div>Super </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a13544\">Senior.<div class=\"d0 w31\">\u00a0</div>Los flujos<div class=\"d0 w468\">\u00a0</div>incluyen<div class=\"d0 w33\">\u00a0</div>tanto las<div class=\"d0 w380\">\u00a0</div>amortizaciones esperadas<div class=\"d0 w227\">\u00a0</div>como<div class=\"d0 w50\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>pagos por<div class=\"d0 w633\">\u00a0</div>intereses. </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a13546\">Cuando dicha<div class=\"d0 w226\">\u00a0</div>liquidaci\u00f3n no<div class=\"d0 w224\">\u00a0</div>es fija,<div class=\"d0 w119\">\u00a0</div>el importe<div class=\"d0 w475\">\u00a0</div>ha sido<div class=\"d0 w162\">\u00a0</div>determinado con<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>tipos impl\u00edcitos </div><div class=\"po0 fs14 cl2 l362 t817\" id=\"a13547\">calculados a partir de la curva de tipos de inter\u00e9s disponible m\u00e1s reciente: </div><div class=\"po0 fs15 cl2 l1976 t3348\" id=\"a13552\">Vencimientos </div><div class=\"po0 fs15 cl2 l1690 t3348\" id=\"a13554\">Miles de euros </div><div class=\"po0 fs15 cl2 l1901 t3349\" id=\"a13557\">Curva de tipos </div><div class=\"po0 fs15 cl2 l1977 t3348\" id=\"a13558\">impl\u00edcitos </div><div class=\"po0 fs15 cl2 l853 t3350\" id=\"a13559\">Euribor </div><div class=\"po0 fs32 cl2 l1976 t1755\" id=\"a13561\">Menos de 3 meses </div><div class=\"po0 fs32 cl2 l656 t1755\" id=\"a13563\">21.224 </div><div class=\"po0 fs32 cl2 l604 t1755\" id=\"a13565\">2,74% </div><div class=\"po0 fs32 cl2 l1976 t3351\" id=\"a13567\">3-12 meses </div><div class=\"po0 fs32 cl2 l656 t3351\" id=\"a13571\">55.960 </div><div class=\"po0 fs32 cl2 l604 t3351\" id=\"a13573\">2,12% </div><div class=\"po0 fs32 cl2 l1976 t3352\" id=\"a13575\">De 1 a 3 a\u00f1os </div><div class=\"po0 fs32 cl2 l673 t3352\" id=\"a13577\">877.669 </div><div class=\"po0 fs32 cl2 l604 t3352\" id=\"a13579\">2,03% </div><div class=\"po0 fs32 cl2 l1976 t3353\" id=\"a13581\">De 3 a 5 a\u00f1os </div><div class=\"po0 fs32 cl2 l1537 t3353\" id=\"a13583\">6 </div><div class=\"po0 fs32 cl2 l604 t3353\" id=\"a13585\">2,21% </div><div class=\"po0 fs15 cl2 l1976 t3354\" id=\"a13587\">Total </div><div class=\"po0 fs15 cl2 l673 t3354\" id=\"a13589\">954.859 </div><div class=\"po0 fs14 cl2 l340 t3355\" id=\"a13594\">Los principales pasivos<div class=\"d0 w1120\">\u00a0</div>financieros<div class=\"d0 w1121\">\u00a0</div>del Grupo a 31 de diciembre de<div class=\"d0 w26\">\u00a0</div>2024 son la deuda Junior y </div><div class=\"po0 fs14 cl2 l340 t1922\" id=\"a13610\">Senior y<div class=\"d0 w288\">\u00a0</div>la Deuda<div class=\"d0 w483\">\u00a0</div>Super Senior,<div class=\"d0 w485\">\u00a0</div>las cuales<div class=\"d0 w174\">\u00a0</div>est\u00e1n<div class=\"d0 w47\">\u00a0</div>referenciadas al<div class=\"d0 w288\">\u00a0</div>Euribor.<div class=\"d0 w972\">\u00a0</div>Un incremento<div class=\"d0 w174\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t3356\" id=\"a13626\">Euribor<div class=\"d0 w246\">\u00a0</div>impactar\u00eda<div class=\"d0 w396\">\u00a0</div>directamente en<div class=\"d0 w237\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>inter\u00e9s pagado,<div class=\"d0 w5\">\u00a0</div>fruto de<div class=\"d0 w285\">\u00a0</div>multiplicar<div class=\"d0 w246\">\u00a0</div>dicho<div class=\"d0 w57\">\u00a0</div>incremento </div><div class=\"po0 fs14 cl2 l340 t3357\" id=\"a13627\">por el nominal<div class=\"d0 w231\">\u00a0</div>de los pr\u00e9stamos<div class=\"d0 w59\">\u00a0</div>anteriores, excepto por el nominal<div class=\"d0 w539\">\u00a0</div>cubierto por las siguientes </div><div class=\"po0 fs14 cl2 l340 t3358\" id=\"a13638\">coberturas de tipo<div class=\"d0 w251\">\u00a0</div>de inter\u00e9s: la<div class=\"d0 w147\">\u00a0</div>primera, contratada en<div class=\"d0 w697\">\u00a0</div>septiembre de 2022<div class=\"d0 w330\">\u00a0</div>sobre un nominal<div class=\"d0 w515\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3359\" id=\"a13639\">150<div class=\"d0 w119\">\u00a0</div>millones<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w484\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>limita<div class=\"d0 w290\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>subida<div class=\"d0 w176\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>Euribor<div class=\"d0 w167\">\u00a0</div>a<div class=\"d0 w3\">\u00a0</div>3<div class=\"d0 w475\">\u00a0</div>meses<div class=\"d0 w390\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>encima<div class=\"d0 w486\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>2,25%,<div class=\"d0 w391\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3360\" id=\"a13643\">segunda, contratada en enero de 2023 sobre un importe nominal de 150 millones de euros y un </div><div class=\"po0 fs14 cl2 l340 t3361\" id=\"a13647\">cap del 2,5% (Euribor a 3 meses) y la tercera, contratada en<div class=\"d0 w478\">\u00a0</div>marzo de 2023 sobre un nominal de </div><div class=\"po0 fs14 cl2 l340 t3362\" id=\"a13654\">100 millones de euros,<div class=\"d0 w567\">\u00a0</div>que limita las<div class=\"d0 w331\">\u00a0</div>subidas del Euribor<div class=\"d0 w325\">\u00a0</div>a tres meses por<div class=\"d0 w266\">\u00a0</div>encima del 3%<div class=\"d0 w265\">\u00a0</div>y hasta </div><div class=\"po0 fs14 cl2 l340 t3363\" id=\"a13662\">un m\u00e1ximo del 5% (todas<div class=\"d0 w387\">\u00a0</div>ellas vigentes hasta<div class=\"d0 w251\">\u00a0</div>junio de 2025).<div class=\"d0 w282\">\u00a0</div>En resumen, el nocional<div class=\"d0 w558\">\u00a0</div>de deuda </div><div class=\"po0 fs14 cl2 l340 t3364\" id=\"a13666\">cubierto<div class=\"d0 w554\">\u00a0</div>con<div class=\"d0 w534\">\u00a0</div>las<div class=\"d0 w551\">\u00a0</div>coberturas<div class=\"d0 w465\">\u00a0</div>anteriores<div class=\"d0 w535\">\u00a0</div>asciende<div class=\"d0 w212\">\u00a0</div>a<div class=\"d0 w415\">\u00a0</div>400<div class=\"d0 w206\">\u00a0</div>millones<div class=\"d0 w540\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>euros.<div class=\"d0 w545\">\u00a0</div>Por<div class=\"d0 w750\">\u00a0</div>tanto,<div class=\"d0 w407\">\u00a0</div>cada </div><div class=\"po0 fs14 cl2 l340 t3365\" id=\"a13672\">incremento<div class=\"d0 w676\">\u00a0</div>del<div class=\"d0 w679\">\u00a0</div>Euribor<div class=\"d0 w149\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>un<div class=\"d0 w645\">\u00a0</div>punto<div class=\"d0 w350\">\u00a0</div>supondr\u00eda<div class=\"d0 w638\">\u00a0</div>un<div class=\"d0 w645\">\u00a0</div>mayor<div class=\"d0 w529\">\u00a0</div>pago<div class=\"d0 w679\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>intereses<div class=\"d0 w547\">\u00a0</div>anual<div class=\"d0 w152\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3366\" id=\"a13674\">aproximadamente 4 millones de euros (sobre<div class=\"d0 w57\">\u00a0</div>el nocional no cubierto) y de 8 millones<div class=\"d0 w7\">\u00a0</div>de euros </div><div class=\"po0 fs14 cl2 l341 t456\" id=\"a13681\">sobre el total de la citada deuda, una vez que venzan las coberturas<div class=\"d0 w342\">\u00a0</div>mencionadas.</div></div></div></div></div><div class=\"po1 w198 h272 lh0\" id=\"TextBlockContainer2760\"><div class=\"w89 po0 h12 l2057 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t759 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h12 l2058 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t759 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l206 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2057 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2059 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2060 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t2750 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h12 l2058 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t2750 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l206 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2057 t2751 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2059 t2751 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2060 t2751 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2057 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2059 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2060 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2057 t2754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2059 t2754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2060 t2754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2057 t1104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2059 t1104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2060 t1104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2057 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2059 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2060 t2755 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h41 l2058 t2837 bgc3\">\u00a0</div>\n<div class=\"w1153 po0 h37 l877 t3442 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h41 l206 t2837 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h37 l535 t3442 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t675 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h12 l2058 t675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t675 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l206 t675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2057 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t2756 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h12 l2058 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2059 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t2756 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l206 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2060 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t2756 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2760\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a14029\">El<div class=\"d0 w669\">\u00a0</div>detalle<div class=\"d0 w1154\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>los<div class=\"d0 w665\">\u00a0</div>vencimientos<div class=\"d0 w863\">\u00a0</div>del<div class=\"d0 w663\">\u00a0</div>importe<div class=\"d0 w1114\">\u00a0</div>nominal<div class=\"d0 w1155\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>los<div class=\"d0 w863\">\u00a0</div>pasivos<div class=\"d0 w671\">\u00a0</div>financieros<div class=\"d0 w859\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a14030\">arrendamiento a 31 de diciembre de 2024 son los siguientes: </div><div class=\"po0 fs15 cl2 l2061 t3443\" id=\"a14035\">Vencimientos </div><div class=\"po0 fs15 cl2 l2062 t3443\" id=\"a14037\">Miles de euros </div><div class=\"po0 fs32 cl2 l2061 t3444\" id=\"a14039\">Menos de 6 meses </div><div class=\"po0 fs32 cl2 l1096 t3444\" id=\"a14041\">10.679 </div><div class=\"po0 fs32 cl2 l2061 t3445\" id=\"a14043\">6-12 meses </div><div class=\"po0 fs32 cl2 l1096 t3445\" id=\"a14047\">10.187 </div><div class=\"po0 fs32 cl2 l2061 t3446\" id=\"a14049\">De 1 a 3 a\u00f1os </div><div class=\"po0 fs32 cl2 l1096 t3446\" id=\"a14051\">33.540 </div><div class=\"po0 fs32 cl2 l2061 t3447\" id=\"a14053\">De 3 a 5 a\u00f1os </div><div class=\"po0 fs32 cl2 l1096 t3447\" id=\"a14055\">10.274 </div><div class=\"po0 fs32 cl2 l2061 t3448\" id=\"a14057\">M\u00e1s de 5 a\u00f1os </div><div class=\"po0 fs32 cl2 l2044 t3448\" id=\"a14059\">6.686 </div><div class=\"po0 fs15 cl2 l2061 t3449\" id=\"a14061\">Total </div><div class=\"po0 fs15 cl2 l1096 t3449\" id=\"a14063\">71.366 </div><div class=\"po0 fs14 cl4 l341 t499\" id=\"a14066\">.</div></div></div><div class=\"po1 w681 h78 lh0\" id=\"TextBlockContainer3090\"><div class=\"po0 l342 t756 f0\" id=\"div_3084_XBRL_TS_ccc5bb6934b8467b9c900df4a7da7ec2\"><div class=\"po1 w681 h78 lh0\" id=\"TextBlockContainer3088\"><div class=\"po0 l342 t756 f0\" id=\"div_3085_XBRL_TS_84c5ebd97ca74582aa3e2c57c0257ed8\"><div class=\"po1 w681 h78 lh0\" id=\"TextBlockContainer3086\"><div class=\"po1 w681 z0\" id=\"TextContainer3086\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a19939\">Los<div class=\"d0 w23\">\u00a0</div>ejercicios abiertos<div class=\"d0 w174\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>inspecci\u00f3n en<div class=\"d0 w225\">\u00a0</div>relaci\u00f3n con<div class=\"d0 w485\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>principales impuestos<div class=\"d0 w174\">\u00a0</div>var\u00edan para<div class=\"d0 w482\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l451 t757\" id=\"a19940\">diferentes<div class=\"d0 w466\">\u00a0</div>sociedades<div class=\"d0 w507\">\u00a0</div>consolidadas,<div class=\"d0 w388\">\u00a0</div>si<div class=\"d0 w431\">\u00a0</div>bien,<div class=\"d0 w617\">\u00a0</div>generalmente,<div class=\"d0 w491\">\u00a0</div>comprenden<div class=\"d0 w370\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>cuatro<div class=\"d0 w720\">\u00a0</div>\u00faltimos </div><div class=\"po0 fs14 cl2 l451 t902\" id=\"a19941\">ejercicios.<div class=\"d0 w737\">\u00a0</div></div><div class=\"po0 fs14 cl2 l451 t818\" id=\"a19944\">En<div class=\"d0 w588\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>ejercicio<div class=\"d0 w243\">\u00a0</div>2019<div class=\"d0 w156\">\u00a0</div>concluyeron<div class=\"d0 w197\">\u00a0</div>las<div class=\"d0 w588\">\u00a0</div>actuaciones<div class=\"d0 w189\">\u00a0</div>inspectoras<div class=\"d0 w197\">\u00a0</div>relativas<div class=\"d0 w602\">\u00a0</div>al<div class=\"d0 w430\">\u00a0</div>Impuesto<div class=\"d0 w564\">\u00a0</div>sobre </div><div class=\"po0 fs14 cl2 l451 t819\" id=\"a19945\">Sociedades correspondiente a los ejercicios 2012 y 2013<div class=\"d0 w59\">\u00a0</div>del Grupo 194/09 del que Prisa Radio, </div><div class=\"po0 fs14 cl2 l451 t820\" id=\"a19946\">S.A era<div class=\"d0 w167\">\u00a0</div>sociedad dominante, y<div class=\"d0 w226\">\u00a0</div>al Impuesto<div class=\"d0 w34\">\u00a0</div>sobre Sociedades<div class=\"d0 w9\">\u00a0</div>de los<div class=\"d0 w286\">\u00a0</div>ejercicios 2012<div class=\"d0 w295\">\u00a0</div>a 2015<div class=\"d0 w111\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l451 t821\" id=\"a19948\">Grupo<div class=\"d0 w280\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>consolidaci\u00f3n<div class=\"d0 w169\">\u00a0</div>fiscal<div class=\"d0 w293\">\u00a0</div>2/91,<div class=\"d0 w162\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>Promotora<div class=\"d0 w238\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>Informaciones,<div class=\"d0 w518\">\u00a0</div>S.A.<div class=\"d0 w284\">\u00a0</div>es<div class=\"d0 w368\">\u00a0</div>sociedad </div><div class=\"po0 fs14 cl2 l451 t4719\" id=\"a19949\">dominante, con la<div class=\"d0 w228\">\u00a0</div>firma de dos<div class=\"d0 w47\">\u00a0</div>actas en disconformidad de<div class=\"d0 w396\">\u00a0</div>las que no<div class=\"d0 w264\">\u00a0</div>se ha derivado<div class=\"d0 w20\">\u00a0</div>cuota a </div><div class=\"po0 fs14 cl2 l451 t4720\" id=\"a19950\">ingresar alguna, y cuyo efecto principal ha supuesto<div class=\"d0 w47\">\u00a0</div>una redistribuci\u00f3n en los cr\u00e9ditos fiscales </div><div class=\"po0 fs14 cl2 l451 t4721\" id=\"a19952\">de<div class=\"d0 w661\">\u00a0</div>una<div class=\"d0 w318\">\u00a0</div>categor\u00eda<div class=\"d0 w301\">\u00a0</div>a<div class=\"d0 w457\">\u00a0</div>otra.<div class=\"d0 w710\">\u00a0</div>Las<div class=\"d0 w177\">\u00a0</div>sociedades<div class=\"d0 w604\">\u00a0</div>interpusieron<div class=\"d0 w365\">\u00a0</div>la<div class=\"d0 w216\">\u00a0</div>correspondiente<div class=\"d0 w759\">\u00a0</div>reclamaci\u00f3n </div><div class=\"po0 fs14 cl2 l451 t4722\" id=\"a19953\">econ\u00f3mico-administrativa<div class=\"d0 w1390\">\u00a0</div>ante<div class=\"d0 w1391\">\u00a0</div>el<div class=\"d0 w1392\">\u00a0</div>TEAC<div class=\"d0 w1393\">\u00a0</div>y,<div class=\"d0 w1394\">\u00a0</div>posteriormente,<div class=\"d0 w1394\">\u00a0</div>recursos<div class=\"d0 w1395\">\u00a0</div>contencioso-</div><div class=\"po0 fs14 cl2 l451 t4723\" id=\"a19957\">administrativos<div class=\"d0 w552\">\u00a0</div>ante<div class=\"d0 w440\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>Audiencia<div class=\"d0 w202\">\u00a0</div>Nacional.<div class=\"d0 w440\">\u00a0</div>En<div class=\"d0 w431\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>ejercicio<div class=\"d0 w207\">\u00a0</div>2024<div class=\"d0 w210\">\u00a0</div>se<div class=\"d0 w467\">\u00a0</div>ha<div class=\"d0 w533\">\u00a0</div>recibido<div class=\"d0 w648\">\u00a0</div>sentencia </div><div class=\"po0 fs14 cl2 l451 t4724\" id=\"a19963\">estimatoria de<div class=\"d0 w39\">\u00a0</div>la demanda interpuesta<div class=\"d0 w7\">\u00a0</div>frente al procedimiento inspector<div class=\"d0 w238\">\u00a0</div>relativo al Grupo<div class=\"d0 w56\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t4725\" id=\"a19964\">consolidaci\u00f3n fiscal 194/09, encontr\u00e1ndose el recurso relativo al Grupo de consolidaci\u00f3n fiscal </div><div class=\"po0 fs14 cl2 l451 t4726\" id=\"a19965\">2/91 pendiente de resoluci\u00f3n ante la Audiencia Nacional.<div class=\"d0 w516\">\u00a0</div></div><div class=\"po0 fs14 cl2 l451 t4727\" id=\"a19970\">En el ejercicio 2021 finalizaron<div class=\"d0 w47\">\u00a0</div>las actuaciones inspectoras relativas al Impuesto<div class=\"d0 w18\">\u00a0</div>sobre el Valor </div><div class=\"po0 fs14 cl2 l451 t4728\" id=\"a19971\">A\u00f1adido de<div class=\"d0 w361\">\u00a0</div>los periodos<div class=\"d0 w48\">\u00a0</div>2016-2018, del<div class=\"d0 w129\">\u00a0</div>Grupo de<div class=\"d0 w231\">\u00a0</div>IVA 105/08,<div class=\"d0 w59\">\u00a0</div>con la<div class=\"d0 w234\">\u00a0</div>firma de<div class=\"d0 w30\">\u00a0</div>(i) un<div class=\"d0 w34\">\u00a0</div>Acta en </div><div class=\"po0 fs14 cl2 l451 t4729\" id=\"a19974\">conformidad correspondiente a los ejercicios 2017 y 2018 de la que no se deriv\u00f3 cuota alguna<div class=\"d0 w516\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l451 t4730\" id=\"a19976\">(ii) un Acuerdo de liquidaci\u00f3n relativo al ejercicio 2016 por importe de 147 miles de euros, que </div><div class=\"po0 fs14 cl2 l451 t4731\" id=\"a19977\">fue<div class=\"d0 w33\">\u00a0</div>satisfecho<div class=\"d0 w34\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>la Sociedad.<div class=\"d0 w517\">\u00a0</div>En<div class=\"d0 w32\">\u00a0</div>ejercicio 2024<div class=\"d0 w338\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>ha<div class=\"d0 w57\">\u00a0</div>recibido resoluci\u00f3n<div class=\"d0 w404\">\u00a0</div>desestimatoria del </div><div class=\"po0 fs14 cl2 l451 t4732\" id=\"a19978\">Tribunal<div class=\"d0 w351\">\u00a0</div>Econ\u00f3mico<div class=\"d0 w511\">\u00a0</div>Administrativo<div class=\"d0 w540\">\u00a0</div>Central,<div class=\"d0 w565\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>ha<div class=\"d0 w255\">\u00a0</div>sido<div class=\"d0 w351\">\u00a0</div>objeto<div class=\"d0 w258\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>recurso<div class=\"d0 w209\">\u00a0</div>contencioso-</div><div class=\"po0 fs14 cl2 l451 t4733\" id=\"a19981\">administrativo ante la Audiencia Nacional, el cual se encuentra<div class=\"d0 w328\">\u00a0</div>pendiente de resoluci\u00f3n. </div><div class=\"po0 fs14 cl2 l451 t4734\" id=\"a19984\">En el ejercicio 2024, han finalizado las actuaciones inspectoras de car\u00e1cter parcial, relativas a la </div><div class=\"po0 fs14 cl2 l451 t4735\" id=\"a19985\">comprobaci\u00f3n de<div class=\"d0 w247\">\u00a0</div>la deducci\u00f3n<div class=\"d0 w228\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>doble imposici\u00f3n<div class=\"d0 w296\">\u00a0</div>regulada en<div class=\"d0 w283\">\u00a0</div>el art\u00edculo<div class=\"d0 w230\">\u00a0</div>31 de<div class=\"d0 w391\">\u00a0</div>la Ley<div class=\"d0 w233\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l451 t4736\" id=\"a19986\">Impuesto<div class=\"d0 w289\">\u00a0</div>sobre<div class=\"d0 w274\">\u00a0</div>Sociedades<div class=\"d0 w337\">\u00a0</div>generada<div class=\"d0 w163\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2019<div class=\"d0 w276\">\u00a0</div>as\u00ed<div class=\"d0 w612\">\u00a0</div>como<div class=\"d0 w370\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>ajustes<div class=\"d0 w336\">\u00a0</div>al<div class=\"d0 w379\">\u00a0</div>resultado </div><div class=\"po0 fs14 cl2 l451 t4737\" id=\"a19989\">contable<div class=\"d0 w153\">\u00a0</div>positivo<div class=\"d0 w192\">\u00a0</div>y<div class=\"d0 w196\">\u00a0</div>negativo<div class=\"d0 w551\">\u00a0</div>asociados<div class=\"d0 w192\">\u00a0</div>a<div class=\"d0 w194\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>citada<div class=\"d0 w151\">\u00a0</div>deducci\u00f3n,<div class=\"d0 w68\">\u00a0</div>tanto<div class=\"d0 w553\">\u00a0</div>de<div class=\"d0 w589\">\u00a0</div>PRISA<div class=\"d0 w208\">\u00a0</div>como<div class=\"d0 w261\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t4738\" id=\"a19993\">determinadas entidades dependientes.<div class=\"d0 w144\">\u00a0</div>Como resultado de las<div class=\"d0 w410\">\u00a0</div>mismas, se han<div class=\"d0 w342\">\u00a0</div>incrementado las </div><div class=\"po0 fs14 cl2 l451 t4739\" id=\"a19999\">bases<div class=\"d0 w55\">\u00a0</div>imponibles negativas<div class=\"d0 w421\">\u00a0</div>pendientes de<div class=\"d0 w476\">\u00a0</div>compensar de<div class=\"d0 w222\">\u00a0</div>las sociedades<div class=\"d0 w199\">\u00a0</div>que en<div class=\"d0 w224\">\u00a0</div>la actualidad </div></div></div></div></div></div></div><div class=\"po1 w198 h104 lh0\" id=\"TextBlockContainer3100\"><div class=\"po0 l342 t756 f0\" id=\"div_3097_XBRL_TS_8f1a9402d768402aa51a2d4baa7d3c6c_1\"><div class=\"po1 w198 h104 lh0\" id=\"TextBlockContainer3098\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer3098\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a20010\">forman parte del grupo<div class=\"d0 w446\">\u00a0</div>fiscal en 839<div class=\"d0 w402\">\u00a0</div>miles de euros<div class=\"d0 w324\">\u00a0</div>y se ha reducido<div class=\"d0 w488\">\u00a0</div>el importe de la<div class=\"d0 w410\">\u00a0</div>deducci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a20013\">por doble<div class=\"d0 w111\">\u00a0</div>imposici\u00f3n internacional<div class=\"d0 w295\">\u00a0</div>pendiente de<div class=\"d0 w223\">\u00a0</div>utilizaci\u00f3n correspondiente<div class=\"d0 w418\">\u00a0</div>al ejercicio<div class=\"d0 w9\">\u00a0</div>2019 </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a20014\">en 1.072 miles de euros. </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a20017\">En<div class=\"d0 w475\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2024<div class=\"d0 w63\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>ha<div class=\"d0 w57\">\u00a0</div>notificado<div class=\"d0 w9\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w293\">\u00a0</div>Sociedad<div class=\"d0 w18\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>inicio<div class=\"d0 w55\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>actuaciones<div class=\"d0 w59\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>comprobaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a20020\">relativa<div class=\"d0 w230\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>Impuesto<div class=\"d0 w394\">\u00a0</div>sobre<div class=\"d0 w334\">\u00a0</div>determinados<div class=\"d0 w8\">\u00a0</div>Servicios<div class=\"d0 w30\">\u00a0</div>Digitales<div class=\"d0 w237\">\u00a0</div>correspondiente<div class=\"d0 w56\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>ejercicios </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a20021\">2021<div class=\"d0 w63\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>2023. No<div class=\"d0 w483\">\u00a0</div>se estima<div class=\"d0 w161\">\u00a0</div>que de<div class=\"d0 w176\">\u00a0</div>esta inspecci\u00f3n<div class=\"d0 w172\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>derive un<div class=\"d0 w245\">\u00a0</div>impacto patrimonial<div class=\"d0 w176\">\u00a0</div>negativo </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a20022\">significativo para el Grupo. </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a20027\">La filial<div class=\"d0 w328\">\u00a0</div>Grupo Latino Radiodifusi\u00f3n,<div class=\"d0 w267\">\u00a0</div>SpA (Chile)<div class=\"d0 w147\">\u00a0</div>recibi\u00f3 en<div class=\"d0 w126\">\u00a0</div>2023 una resoluci\u00f3n<div class=\"d0 w85\">\u00a0</div>desestimatoria </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a20030\">de la Corte Suprema de<div class=\"d0 w341\">\u00a0</div>Chile por actas en las<div class=\"d0 w557\">\u00a0</div>que el Servicio de<div class=\"d0 w299\">\u00a0</div>Impuestos Interno denegaba la </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a20031\">deducci\u00f3n de determinados gastos correspondientes a<div class=\"d0 w228\">\u00a0</div>los a\u00f1os tributarios 2012 y<div class=\"d0 w32\">\u00a0</div>2013/2016 y </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a20032\">2017.<div class=\"d0 w155\">\u00a0</div>Por<div class=\"d0 w526\">\u00a0</div>tanto,<div class=\"d0 w193\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>Grupo<div class=\"d0 w255\">\u00a0</div>provision\u00f3<div class=\"d0 w636\">\u00a0</div>3,7<div class=\"d0 w408\">\u00a0</div>millones<div class=\"d0 w636\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>euros<div class=\"d0 w445\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>cuenta<div class=\"d0 w253\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>resultados </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a20034\">consolidada<div class=\"d0 w32\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>ejercicio 2023,<div class=\"d0 w612\">\u00a0</div>asociado<div class=\"d0 w395\">\u00a0</div>principalmente<div class=\"d0 w18\">\u00a0</div>al pago<div class=\"d0 w294\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>ha<div class=\"d0 w171\">\u00a0</div>realizado<div class=\"d0 w20\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>2024 </div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a20035\">derivado de esta resoluci\u00f3n. </div><div class=\"po0 fs14 cl2 l340 t1059\" id=\"a20038\">La<div class=\"d0 w333\">\u00a0</div>provisi\u00f3n para<div class=\"d0 w222\">\u00a0</div>impuestos<div class=\"d0 w27\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l3052 t1060\" id=\"a20040\">v\u00e9ase<div class=\"d0 w246\">\u00a0</div>nota<div class=\"d0 w236\">\u00a0</div>12</div><div class=\"po0 fs14 cl2 l3053 t1059\" id=\"a20041\">)<div class=\"d0 w264\">\u00a0</div>asciende<div class=\"d0 w50\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>406 miles<div class=\"d0 w373\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros para<div class=\"d0 w388\">\u00a0</div>hacer frente, </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a20046\">principalmente, al impacto de los probables pronunciamientos desfavorables estimados en los </div><div class=\"po0 fs14 cl2 l340 t1124\" id=\"a20047\">diferentes procedimientos tributarios, relacionados anteriormente. </div><div class=\"po0 fs14 cl2 l340 t1063\" id=\"a20050\">No se espera<div class=\"d0 w559\">\u00a0</div>que se devenguen<div class=\"d0 w616\">\u00a0</div>pasivos de<div class=\"d0 w375\">\u00a0</div>consideraci\u00f3n, adicionales<div class=\"d0 w143\">\u00a0</div>a los<div class=\"d0 w267\">\u00a0</div>ya registrados,<div class=\"d0 w85\">\u00a0</div>como </div><div class=\"po0 fs14 cl2 l341 t3337\" id=\"a20051\">consecuencia de estos procedimientos o de una futura y eventual inspecci\u00f3n.</div></div></div></div></div><div class=\"po1 w198 h55 lh0\" id=\"TextBlockContainer3184\"><div class=\"po1 w198 z0\" id=\"TextContainer3184\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a21943\">El<div class=\"d0 w111\">\u00a0</div>principal<div class=\"d0 w8\">\u00a0</div>compromiso futuro<div class=\"d0 w449\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>es<div class=\"d0 w129\">\u00a0</div>el<div class=\"d0 w50\">\u00a0</div>contrato<div class=\"d0 w420\">\u00a0</div>firmado<div class=\"d0 w19\">\u00a0</div>con<div class=\"d0 w264\">\u00a0</div>Axion<div class=\"d0 w57\">\u00a0</div>para<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>uso<div class=\"d0 w165\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a21950\">frecuencias de radio, el<div class=\"d0 w33\">\u00a0</div>cual se ha renegociado en 2024 y<div class=\"d0 w24\">\u00a0</div>finaliza en junio de 2031<div class=\"d0 w24\">\u00a0</div>por importe </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a21951\">de<div class=\"d0 w246\">\u00a0</div>64<div class=\"d0 w63\">\u00a0</div>millones<div class=\"d0 w20\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros.<div class=\"d0 w26\">\u00a0</div>El resto<div class=\"d0 w281\">\u00a0</div>de<div class=\"d0 w22\">\u00a0</div>los<div class=\"d0 w21\">\u00a0</div>compromisos son,<div class=\"d0 w199\">\u00a0</div>fundamentalmente, contratos<div class=\"d0 w232\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a21954\">proveedores de servicios tecnol\u00f3gicos, siendo el m\u00e1s importante el contrato firmado con Indra </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a21955\">en 2023 por un periodo de 3 a\u00f1os y por un importe aproximado de<div class=\"d0 w125\">\u00a0</div>12 millones de euros.</div><div class=\"po0 fs14 cl2 l340 t2245\" id=\"a21958\">Al 31<div class=\"d0 w49\">\u00a0</div>de diciembre de<div class=\"d0 w480\">\u00a0</div>2024 el<div class=\"d0 w21\">\u00a0</div>Grupo mantiene<div class=\"d0 w21\">\u00a0</div>compromisos contractuales de<div class=\"d0 w39\">\u00a0</div>compra por un </div><div class=\"po0 fs14 cl2 l340 t4885\" id=\"a21960\">importe aproximado<div class=\"d0 w165\">\u00a0</div>de 109.138<div class=\"d0 w167\">\u00a0</div>miles de<div class=\"d0 w175\">\u00a0</div>euros. Este<div class=\"d0 w518\">\u00a0</div>importe no<div class=\"d0 w483\">\u00a0</div>incluye los<div class=\"d0 w8\">\u00a0</div>compromisos de </div></div></div><div class=\"po1 w198 h173 lh0\" id=\"TextBlockContainer3192\"><div class=\"po0 l342 t756 f0\" id=\"div_3189_XBRL_TS_f051e50fbb814061833e96340dfcda46_1\"><div class=\"po1 w198 h173 lh0\" id=\"TextBlockContainer3190\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l3231 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3231 t759 bgc0\">\u00a0</div>\n<div class=\"w1326 po0 h12 l2023 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3232 t759 bgc0\">\u00a0</div>\n<div class=\"w1461 po0 h12 l3233 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1334 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1334 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l3231 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l3232 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l1334 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3231 t4180 bgc0\">\u00a0</div>\n<div class=\"w1326 po0 h12 l2023 t4180 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3232 t4180 bgc0\">\u00a0</div>\n<div class=\"w1461 po0 h12 l3233 t4180 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1334 t4180 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3231 t5126 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3232 t5126 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1334 t5126 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3231 t3568 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3232 t3568 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1334 t3568 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l3231 t2291 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l3232 t2291 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1334 t2291 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3231 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3232 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1334 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l3231 t4250 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l3232 t4250 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1334 t4250 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l3231 t4252 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l3232 t4252 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1334 t4252 bgc0\">\u00a0</div>\n<div class=\"w1461 po0 h188 l3233 t4524 bgc3\">\u00a0</div>\n<div class=\"w1462 po0 h37 l3234 t5127 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l3231 t5128 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3231 t5128 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2023 t5128 bgc0\">\u00a0</div>\n<div class=\"w1249 po0 h12 l1048 t5128 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3232 t5128 bgc0\">\u00a0</div>\n<div class=\"w1461 po0 h12 l3233 t5128 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1334 t5128 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l3232 t4524 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3232 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3232 t3913 bgc0\">\u00a0</div>\n<div class=\"w1461 po0 h12 l3233 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1334 t4524 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1334 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1334 t3913 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer3190\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a21970\">pago derivados<div class=\"d0 w338\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los contratos<div class=\"d0 w233\">\u00a0</div>de arrendamiento<div class=\"d0 w8\">\u00a0</div>incluidos en<div class=\"d0 w485\">\u00a0</div>la nota<div class=\"d0 w290\">\u00a0</div>11b. El<div class=\"d0 w284\">\u00a0</div>calendario de </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a21971\">pagos de estos compromisos se detalla a continuaci\u00f3n: </div><div class=\"po0 fs32 cl2 l1729 t4108\" id=\"a21974\">Ejercicio </div><div class=\"po0 fs32 cl2 l3235 t5129\" id=\"a21976\">Miles de </div><div class=\"po0 fs32 cl2 l1740 t5130\" id=\"a21978\">euros </div><div class=\"po0 fs32 cl2 l1773 t5131\" id=\"a21980\">2025 </div><div class=\"po0 fs32 cl2 l592 t5131\" id=\"a21982\">39.326 </div><div class=\"po0 fs32 cl2 l1773 t5132\" id=\"a21984\">2026 </div><div class=\"po0 fs32 cl2 l592 t5132\" id=\"a21986\">21.121 </div><div class=\"po0 fs32 cl2 l1773 t5133\" id=\"a21988\">2027 </div><div class=\"po0 fs32 cl2 l592 t5133\" id=\"a21990\">15.902 </div><div class=\"po0 fs32 cl2 l1773 t5134\" id=\"a21992\">2028 </div><div class=\"po0 fs32 cl2 l567 t5134\" id=\"a21994\">9.340 </div><div class=\"po0 fs32 cl2 l1773 t5135\" id=\"a21996\">2029 </div><div class=\"po0 fs32 cl2 l567 t5135\" id=\"a21998\">9.506 </div><div class=\"po0 fs32 cl2 l602 t5136\" id=\"a22000\">2030 y siguientes </div><div class=\"po0 fs32 cl2 l592 t5136\" id=\"a22002\">13.943 </div><div class=\"po0 fs15 cl2 l682 t5137\" id=\"a22005\">109.138 </div><div class=\"po0 fs14 cl2 l340 t5138\" id=\"a22009\">Las<div class=\"d0 w233\">\u00a0</div>obligaciones<div class=\"d0 w167\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>pago<div class=\"d0 w483\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>cantidades<div class=\"d0 w264\">\u00a0</div>pactadas<div class=\"d0 w200\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>los<div class=\"d0 w174\">\u00a0</div>acuerdos<div class=\"d0 w238\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>compra<div class=\"d0 w228\">\u00a0</div>solamente </div><div class=\"po0 fs14 cl2 l340 t5139\" id=\"a22011\">nacen<div class=\"d0 w31\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>supuesto<div class=\"d0 w7\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>suministradores<div class=\"d0 w228\">\u00a0</div>cumplan<div class=\"d0 w48\">\u00a0</div>todos<div class=\"d0 w22\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>t\u00e9rminos y<div class=\"d0 w370\">\u00a0</div>condiciones </div><div class=\"po0 fs14 cl2 l340 t5140\" id=\"a22012\">asumidas contractualmente. </div><div class=\"po0 fs14 cl2 l340 t5141\" id=\"a22015\">Dichos compromisos<div class=\"d0 w328\">\u00a0</div>de pago<div class=\"d0 w329\">\u00a0</div>futuros se<div class=\"d0 w324\">\u00a0</div>han estimado<div class=\"d0 w631\">\u00a0</div>teniendo en<div class=\"d0 w558\">\u00a0</div>cuenta los<div class=\"d0 w146\">\u00a0</div>contratos vigentes </div><div class=\"po0 fs14 cl2 l340 t5142\" id=\"a22016\">al 31<div class=\"d0 w620\">\u00a0</div>de diciembre<div class=\"d0 w560\">\u00a0</div>de 2024.<div class=\"d0 w414\">\u00a0</div>De la<div class=\"d0 w558\">\u00a0</div>renegociaci\u00f3n<div class=\"d0 w342\">\u00a0</div>de determinados<div class=\"d0 w422\">\u00a0</div>contratos, dichos<div class=\"d0 w758\">\u00a0</div>compromisos </div><div class=\"po0 fs14 cl2 l341 t437\" id=\"a22019\">podr\u00edan resultar distintos a los inicialmente estimados.</div></div></div></div></div><div class=\"po1 w681 h359 lh0\" id=\"TextBlockContainer3203\"><div class=\"po1 w681 z0\" id=\"TextContainer3203\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a22191\">(24)<div class=\"d0 w391\">\u00a0</div>LITIGIOS Y RECLAMACIONES EN CURSO </div><div class=\"po0 fs25 cl2 l509 t5175\" id=\"a22195\">A)<div class=\"d0 w1467\">\u00a0</div>CNMC - Santillana </div><div class=\"po0 fs14 cl2 l509 t5176\" id=\"a22203\">La Comisi\u00f3n Nacional de los Mercados y la Competencia (CNMC), mediante Resoluci\u00f3n de 30 </div><div class=\"po0 fs14 cl2 l509 t5177\" id=\"a22204\">de<div class=\"d0 w271\">\u00a0</div>mayo<div class=\"d0 w496\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>2019,<div class=\"d0 w278\">\u00a0</div>declar\u00f3<div class=\"d0 w2\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>algunas<div class=\"d0 w285\">\u00a0</div>sociedades<div class=\"d0 w531\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>Grupo<div class=\"d0 w494\">\u00a0</div>Santillana<div class=\"d0 w289\">\u00a0</div>-Grupo<div class=\"d0 w586\">\u00a0</div>Santillana </div><div class=\"po0 fs14 cl2 l509 t5178\" id=\"a22207\">Educaci\u00f3n<div class=\"d0 w582\">\u00a0</div>Global,<div class=\"d0 w452\">\u00a0</div>S.L.,<div class=\"d0 w1460\">\u00a0</div>Santillana<div class=\"d0 w217\">\u00a0</div>Educaci\u00f3n,<div class=\"d0 w302\">\u00a0</div>S.L.,<div class=\"d0 w608\">\u00a0</div>Ediciones<div class=\"d0 w308\">\u00a0</div>Grazalema,<div class=\"d0 w355\">\u00a0</div>S.L.,<div class=\"d0 w1460\">\u00a0</div>Edicions </div><div class=\"po0 fs14 cl2 l509 t5179\" id=\"a22209\">Obradoiro, S.L., Edicions<div class=\"d0 w402\">\u00a0</div>Voramar, S.A.,<div class=\"d0 w140\">\u00a0</div>Zubia Editoriala S.L.<div class=\"d0 w532\">\u00a0</div>y Grup Promotor<div class=\"d0 w325\">\u00a0</div>d'Ensenyament </div><div class=\"po0 fs14 cl2 l509 t5180\" id=\"a22210\">i<div class=\"d0 w174\">\u00a0</div>Difusio<div class=\"d0 w250\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>Catala,<div class=\"d0 w98\">\u00a0</div>S.L.<div class=\"d0 w334\">\u00a0</div>(conjuntamente,<div class=\"d0 w383\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>\u201cSociedades<div class=\"d0 w8\">\u00a0</div>Afectadas\u201d)-<div class=\"d0 w404\">\u00a0</div>(as\u00ed<div class=\"d0 w421\">\u00a0</div>como<div class=\"d0 w344\">\u00a0</div>sociedades </div><div class=\"po0 fs14 cl2 l509 t5181\" id=\"a22214\">pertenecientes<div class=\"d0 w39\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>otros<div class=\"d0 w21\">\u00a0</div>grupos<div class=\"d0 w236\">\u00a0</div>editoriales) habr\u00edan<div class=\"d0 w477\">\u00a0</div>cometido dos<div class=\"d0 w379\">\u00a0</div>infracciones muy<div class=\"d0 w282\">\u00a0</div>graves<div class=\"d0 w7\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l509 t5182\" id=\"a22216\">art\u00edculo 1<div class=\"d0 w3\">\u00a0</div>de la<div class=\"d0 w250\">\u00a0</div>Ley 15/2007<div class=\"d0 w164\">\u00a0</div>de Defensa<div class=\"d0 w475\">\u00a0</div>de la<div class=\"d0 w421\">\u00a0</div>Competencia y<div class=\"d0 w282\">\u00a0</div>del art\u00edculo<div class=\"d0 w238\">\u00a0</div>101<div class=\"d0 w63\">\u00a0</div>del Tratado<div class=\"d0 w420\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l509 t5183\" id=\"a22217\">Funcionamiento de<div class=\"d0 w165\">\u00a0</div>la Uni\u00f3n<div class=\"d0 w23\">\u00a0</div>Europea; imponiendo<div class=\"d0 w236\">\u00a0</div>una sanci\u00f3n<div class=\"d0 w228\">\u00a0</div>acumulada de<div class=\"d0 w286\">\u00a0</div>9.214 miles<div class=\"d0 w21\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l509 t5184\" id=\"a22218\">euros, sin perjuicio del desglose de las sanciones que la Resoluci\u00f3n aplica<div class=\"d0 w514\">\u00a0</div>a cada sociedad. </div><div class=\"po0 fs14 cl2 l509 t5185\" id=\"a22222\">El<div class=\"d0 w441\">\u00a0</div>19<div class=\"d0 w206\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>julio<div class=\"d0 w203\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>2019<div class=\"d0 w210\">\u00a0</div>se<div class=\"d0 w415\">\u00a0</div>interpuso<div class=\"d0 w203\">\u00a0</div>recurso<div class=\"d0 w207\">\u00a0</div>contencioso-administrativo<div class=\"d0 w493\">\u00a0</div>contra<div class=\"d0 w401\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>referida </div><div class=\"po0 fs14 cl2 l509 t5186\" id=\"a22225\">Resoluci\u00f3n<div class=\"d0 w404\">\u00a0</div>ante<div class=\"d0 w8\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>Secci\u00f3n<div class=\"d0 w343\">\u00a0</div>Sexta<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>Audiencia<div class=\"d0 w286\">\u00a0</div>Nacional<div class=\"d0 w283\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>solicit\u00f3<div class=\"d0 w283\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>suspensi\u00f3n<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l509 t5187\" id=\"a22226\">ejecutividad de la Resoluci\u00f3n durante el tiempo que dure el procedimiento. El 4 de septiembre </div><div class=\"po0 fs14 cl2 l509 t5188\" id=\"a22229\">de<div class=\"d0 w246\">\u00a0</div>2019<div class=\"d0 w63\">\u00a0</div>la Audiencia<div class=\"d0 w98\">\u00a0</div>Nacional suspendi\u00f3<div class=\"d0 w420\">\u00a0</div>la ejecutividad<div class=\"d0 w247\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la Resoluci\u00f3n,<div class=\"d0 w199\">\u00a0</div>condicionada a<div class=\"d0 w474\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l509 t5189\" id=\"a22230\">presentaci\u00f3n de cauci\u00f3n por el importe de la sanci\u00f3n impuesta<div class=\"d0 w392\">\u00a0</div>por la Resoluci\u00f3n.<div class=\"d0 w843\">\u00a0</div></div><div class=\"po0 fs14 cl2 l509 t5190\" id=\"a22233\">El 4<div class=\"d0 w63\">\u00a0</div>de noviembre<div class=\"d0 w20\">\u00a0</div>de 2019 se<div class=\"d0 w390\">\u00a0</div>present\u00f3 aval<div class=\"d0 w38\">\u00a0</div>bancario en la<div class=\"d0 w110\">\u00a0</div>Audiencia Nacional por<div class=\"d0 w383\">\u00a0</div>el referido </div><div class=\"po0 fs14 cl2 l509 t5191\" id=\"a22234\">importe<div class=\"d0 w228\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>mediante<div class=\"d0 w17\">\u00a0</div>providencia<div class=\"d0 w63\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>6<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>noviembre de<div class=\"d0 w531\">\u00a0</div>2019<div class=\"d0 w31\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>acord\u00f3<div class=\"d0 w21\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>Sala<div class=\"d0 w129\">\u00a0</div>tener<div class=\"d0 w34\">\u00a0</div>por </div></div></div><div class=\"po1 w502 h86 lh0\" id=\"TextBlockContainer3216\"><div class=\"po0 l342 t756 f0\" id=\"div_3210_XBRL_TS_483cb109c1754a178ea023ffaf205c1c_1\"><div class=\"po1 w502 h86 lh0\" id=\"TextBlockContainer3214\"><div class=\"po0 l342 t756 f0\" id=\"div_3211_XBRL_TS_a33a076180d849f8bdc88f699612ea4c_1\"><div class=\"po1 w502 h86 lh0\" id=\"TextBlockContainer3212\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer3212\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a22244\">cumplida en tiempo<div class=\"d0 w251\">\u00a0</div>y forma la condici\u00f3n<div class=\"d0 w148\">\u00a0</div>impuesta y, por<div class=\"d0 w341\">\u00a0</div>lo tanto, suspender<div class=\"d0 w498\">\u00a0</div>la ejecutividad de </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a22245\">la Resoluci\u00f3n. </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a22248\">Con<div class=\"d0 w408\">\u00a0</div>fecha<div class=\"d0 w242\">\u00a0</div>16<div class=\"d0 w194\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>abril<div class=\"d0 w407\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>2020,<div class=\"d0 w191\">\u00a0</div>las<div class=\"d0 w541\">\u00a0</div>Sociedades<div class=\"d0 w244\">\u00a0</div>Afectadas<div class=\"d0 w1023\">\u00a0</div>presentaron<div class=\"d0 w583\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>correspondiente </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a22249\">demanda<div class=\"d0 w752\">\u00a0</div>ante<div class=\"d0 w159\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>Audiencia<div class=\"d0 w752\">\u00a0</div>Nacional<div class=\"d0 w534\">\u00a0</div>solicitando<div class=\"d0 w680\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>nulidad<div class=\"d0 w258\">\u00a0</div>\u00edntegra<div class=\"d0 w444\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>Resoluci\u00f3n<div class=\"d0 w636\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a22250\">subsidiariamente<div class=\"d0 w238\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>nulidad<div class=\"d0 w169\">\u00a0</div>\u00edntegra<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>sanci\u00f3n<div class=\"d0 w230\">\u00a0</div>impuesta<div class=\"d0 w296\">\u00a0</div>o<div class=\"d0 w167\">\u00a0</div>su<div class=\"d0 w344\">\u00a0</div>significativa<div class=\"d0 w167\">\u00a0</div>reducci\u00f3n.<div class=\"d0 w247\">\u00a0</div>La </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a22252\">abogac\u00eda del Estado<div class=\"d0 w333\">\u00a0</div>present\u00f3 el<div class=\"d0 w20\">\u00a0</div>correspondiente escrito de<div class=\"d0 w34\">\u00a0</div>contestaci\u00f3n en tiempo<div class=\"d0 w30\">\u00a0</div>y forma, el </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a22253\">26 de octubre se produjo la ratificaci\u00f3n pericial por parte del perito de<div class=\"d0 w27\">\u00a0</div>las demandantes y el 27 </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a22254\">de<div class=\"d0 w271\">\u00a0</div>noviembre<div class=\"d0 w161\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>2020<div class=\"d0 w291\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>Sociedades<div class=\"d0 w281\">\u00a0</div>Afectadas<div class=\"d0 w289\">\u00a0</div>presentaron<div class=\"d0 w4\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>escrito<div class=\"d0 w279\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>conclusiones.<div class=\"d0 w615\">\u00a0</div>La </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a22256\">abogac\u00eda del Estado present\u00f3 tambi\u00e9n su escrito de conclusiones, con fecha 22 de diciembre de </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a22257\">2020.<div class=\"d0 w1267\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a22260\">Con<div class=\"d0 w111\">\u00a0</div>fecha<div class=\"d0 w368\">\u00a0</div>31<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>diciembre<div class=\"d0 w9\">\u00a0</div>2020,<div class=\"d0 w110\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>cerr\u00f3<div class=\"d0 w21\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>venta<div class=\"d0 w22\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>parte<div class=\"d0 w383\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>Santillana<div class=\"d0 w39\">\u00a0</div>Educaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a22261\">Global,<div class=\"d0 w366\">\u00a0</div>S.L.<div class=\"d0 w56\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Santillana<div class=\"d0 w39\">\u00a0</div>Educaci\u00f3n,<div class=\"d0 w129\">\u00a0</div>S.L.<div class=\"d0 w50\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>sus<div class=\"d0 w23\">\u00a0</div>sociedades<div class=\"d0 w234\">\u00a0</div>filiales<div class=\"d0 w231\">\u00a0</div>(Edicions<div class=\"d0 w33\">\u00a0</div>Obradoiro,<div class=\"d0 w38\">\u00a0</div>S.L., </div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a22262\">Edicions<div class=\"d0 w340\">\u00a0</div>Voramar,<div class=\"d0 w280\">\u00a0</div>S.A.,<div class=\"d0 w469\">\u00a0</div>Zubia<div class=\"d0 w274\">\u00a0</div>Editoriala<div class=\"d0 w615\">\u00a0</div>S.L.,<div class=\"d0 w225\">\u00a0</div>Ediciones<div class=\"d0 w281\">\u00a0</div>Grazalema,<div class=\"d0 w281\">\u00a0</div>S.L.<div class=\"d0 w377\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>Grup<div class=\"d0 w615\">\u00a0</div>Promotor </div><div class=\"po0 fs14 cl2 l340 t1057\" id=\"a22264\">d\u2019Ensenyament i Difusi\u00f3 en Catal\u00e1, S.L.) a Sanoma Pro Oy, de forma que dichas sociedades no </div><div class=\"po0 fs14 cl2 l340 t1059\" id=\"a22265\">forman parte del per\u00edmetro de Grupo. No obstante, y de acuerdo con los t\u00e9rminos del contrato </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a22266\">de compraventa firmado<div class=\"d0 w420\">\u00a0</div>entre las partes,<div class=\"d0 w480\">\u00a0</div>Grupo Santillana Educaci\u00f3n<div class=\"d0 w20\">\u00a0</div>Global, S.L.<div class=\"d0 w19\">\u00a0</div>otorg\u00f3 una </div><div class=\"po0 fs14 cl2 l340 t1124\" id=\"a22268\">indemnidad a Sanoma Pro Oy por el resultado de este proceso.<div class=\"d0 w402\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1063\" id=\"a22271\">El pasado 3 de enero de 2022, Santillana present\u00f3 escrito ante la Audiencia Nacional, en virtud </div><div class=\"po0 fs14 cl2 l340 t1125\" id=\"a22272\">del<div class=\"d0 w197\">\u00a0</div>cual<div class=\"d0 w197\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>aporta<div class=\"d0 w188\">\u00a0</div>al<div class=\"d0 w430\">\u00a0</div>expediente<div class=\"d0 w195\">\u00a0</div>una<div class=\"d0 w191\">\u00a0</div>sentencia<div class=\"d0 w151\">\u00a0</div>recientemente<div class=\"d0 w534\">\u00a0</div>emitida<div class=\"d0 w415\">\u00a0</div>por<div class=\"d0 w749\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>Sala<div class=\"d0 w197\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>lo </div><div class=\"po0 fs14 cl2 l340 t1064\" id=\"a22273\">Contencioso Administrativo (y<div class=\"d0 w446\">\u00a0</div>posterior a la fecha<div class=\"d0 w144\">\u00a0</div>en que Santillana<div class=\"d0 w342\">\u00a0</div>present\u00f3 sus conclusiones) </div><div class=\"po0 fs14 cl2 l340 t1065\" id=\"a22275\">dentro<div class=\"d0 w404\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>procedimiento<div class=\"d0 w171\">\u00a0</div>ordinario<div class=\"d0 w486\">\u00a0</div>contra<div class=\"d0 w169\">\u00a0</div>una<div class=\"d0 w98\">\u00a0</div>resoluci\u00f3n<div class=\"d0 w286\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>CNMC<div class=\"d0 w232\">\u00a0</div>-sustancialmente </div><div class=\"po0 fs14 cl2 l340 t1128\" id=\"a22278\">id\u00e9ntico<div class=\"d0 w338\">\u00a0</div>al<div class=\"d0 w162\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>Santillana-,<div class=\"d0 w517\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>virtud<div class=\"d0 w162\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>cual<div class=\"d0 w3\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>referida<div class=\"d0 w338\">\u00a0</div>Sala<div class=\"d0 w3\">\u00a0</div>admite<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>argumentos<div class=\"d0 w3\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t1129\" id=\"a22281\">fundamentan la<div class=\"d0 w113\">\u00a0</div>nulidad solicitada<div class=\"d0 w143\">\u00a0</div>y que as\u00ed<div class=\"d0 w385\">\u00a0</div>mismo coinciden plenamente<div class=\"d0 w422\">\u00a0</div>con los<div class=\"d0 w406\">\u00a0</div>expuestos por </div><div class=\"po0 fs14 cl2 l340 t1130\" id=\"a22283\">Santillana dentro del procedimiento.<div class=\"d0 w1102\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1132\" id=\"a22286\">El 16<div class=\"d0 w293\">\u00a0</div>de diciembre<div class=\"d0 w201\">\u00a0</div>de 2024<div class=\"d0 w391\">\u00a0</div>se dict\u00f3<div class=\"d0 w60\">\u00a0</div>Providencia por<div class=\"d0 w420\">\u00a0</div>la Audiencia<div class=\"d0 w111\">\u00a0</div>Nacional se\u00f1alando<div class=\"d0 w55\">\u00a0</div>el 8<div class=\"d0 w539\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1134\" id=\"a22287\">enero de 2025<div class=\"d0 w126\">\u00a0</div>como fecha<div class=\"d0 w141\">\u00a0</div>para la votaci\u00f3n<div class=\"d0 w330\">\u00a0</div>y fallo de<div class=\"d0 w697\">\u00a0</div>los recursos presentados<div class=\"d0 w620\">\u00a0</div>por las sociedades </div><div class=\"po0 fs14 cl2 l340 t1272\" id=\"a22289\">del Grupo Santillana. El 7<div class=\"d0 w85\">\u00a0</div>de febrero de 2025<div class=\"d0 w516\">\u00a0</div>la Audiencia Nacional<div class=\"d0 w403\">\u00a0</div>dict\u00f3 nueva Providencia en </div><div class=\"po0 fs14 cl2 l340 t1273\" id=\"a22290\">la<div class=\"d0 w162\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>dejaba<div class=\"d0 w483\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>suspenso<div class=\"d0 w280\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>se\u00f1alamiento<div class=\"d0 w233\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>votaci\u00f3n<div class=\"d0 w290\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>fallo<div class=\"d0 w518\">\u00a0</div>y,<div class=\"d0 w485\">\u00a0</div>sin<div class=\"d0 w390\">\u00a0</div>prejuzgar<div class=\"d0 w485\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>fallo<div class=\"d0 w404\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t1274\" id=\"a22291\">pudiera recaer,<div class=\"d0 w561\">\u00a0</div>daba a<div class=\"d0 w392\">\u00a0</div>las partes<div class=\"d0 w265\">\u00a0</div>del procedimiento<div class=\"d0 w550\">\u00a0</div>el plazo<div class=\"d0 w516\">\u00a0</div>de 10 d\u00edas<div class=\"d0 w626\">\u00a0</div>para que<div class=\"d0 w478\">\u00a0</div>se pronunciasen </div><div class=\"po0 fs14 cl2 l340 t1275\" id=\"a22293\">sobre la caducidad<div class=\"d0 w697\">\u00a0</div>del procedimiento<div class=\"d0 w385\">\u00a0</div>sancionador. El<div class=\"d0 w515\">\u00a0</div>lunes 24<div class=\"d0 w446\">\u00a0</div>de febrero<div class=\"d0 w561\">\u00a0</div>de 2025<div class=\"d0 w556\">\u00a0</div>las sociedades </div><div class=\"po0 fs14 cl2 l340 t5054\" id=\"a22294\">del<div class=\"d0 w467\">\u00a0</div>grupo<div class=\"d0 w717\">\u00a0</div>Santillana<div class=\"d0 w370\">\u00a0</div>cumplieron,<div class=\"d0 w370\">\u00a0</div>dentro<div class=\"d0 w507\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>plazo<div class=\"d0 w270\">\u00a0</div>estipulado,<div class=\"d0 w25\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>tr\u00e1mite<div class=\"d0 w460\">\u00a0</div>conferido<div class=\"d0 w25\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t1276\" id=\"a22297\">resoluci\u00f3n de 7 de febrero de 2025, solicitando la caducidad<div class=\"d0 w392\">\u00a0</div>del procedimiento sancionador.<div class=\"d0 w1368\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1278\" id=\"a22301\">A la fecha,<div class=\"d0 w942\">\u00a0</div>el procedimiento contin\u00faa pendiente de se\u00f1alamiento<div class=\"d0 w488\">\u00a0</div>para votaci\u00f3n y fallo. </div><div class=\"po0 fs14 cl2 l340 t1279\" id=\"a22307\">Los<div class=\"d0 w438\">\u00a0</div>Administradores<div class=\"d0 w487\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>asesores<div class=\"d0 w745\">\u00a0</div>legales<div class=\"d0 w439\">\u00a0</div>internos<div class=\"d0 w464\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>externos<div class=\"d0 w433\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>Grupo<div class=\"d0 w435\">\u00a0</div>no<div class=\"d0 w431\">\u00a0</div>consideran </div><div class=\"po0 fs14 cl2 l340 t5056\" id=\"a22308\">probable<div class=\"d0 w166\">\u00a0</div>que,<div class=\"d0 w503\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>resoluci\u00f3n<div class=\"d0 w279\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>este<div class=\"d0 w377\">\u00a0</div>procedimiento,<div class=\"d0 w232\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>deriven<div class=\"d0 w226\">\u00a0</div>pasivos<div class=\"d0 w170\">\u00a0</div>significativos<div class=\"d0 w282\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t5193\" id=\"a22309\">registrados por el Grupo. </div><div class=\"po0 fs25 cl2 l340 t5194\" id=\"a22312\">B)<div class=\"d0 w1468\">\u00a0</div>CNMC -DTS </div><div class=\"po0 fs14 cl2 l340 t3564\" id=\"a22319\">El Grupo<div class=\"d0 w225\">\u00a0</div>mantiene registrada<div class=\"d0 w367\">\u00a0</div>a 31<div class=\"d0 w226\">\u00a0</div>de diciembre<div class=\"d0 w201\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>2024 una<div class=\"d0 w293\">\u00a0</div>provisi\u00f3n por<div class=\"d0 w226\">\u00a0</div>importe de<div class=\"d0 w233\">\u00a0</div>3.320 </div><div class=\"po0 fs14 cl2 l340 t3565\" id=\"a22322\">miles de euros,<div class=\"d0 w296\">\u00a0</div>asociada a una<div class=\"d0 w34\">\u00a0</div>sentencia desfavorable recibida por<div class=\"d0 w59\">\u00a0</div>Telef\u00f3nica y comunicada<div class=\"d0 w57\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l340 t5195\" id=\"a22324\">PRISA por parte de esta \u00faltima<div class=\"d0 w392\">\u00a0</div>en enero de 2022 (que<div class=\"d0 w332\">\u00a0</div>fue recurrida en casaci\u00f3n<div class=\"d0 w342\">\u00a0</div>por Telef\u00f3nica), </div><div class=\"po0 fs14 cl2 l340 t5196\" id=\"a22329\">en relaci\u00f3n con determinadas operaciones de<div class=\"d0 w561\">\u00a0</div>Distribuidora de Televisi\u00f3n Digital, S.A. (\u201cDTS\u201d), </div></div></div></div></div></div></div><div class=\"po1 w502 h247 lh0\" id=\"TextBlockContainer3225\"><div class=\"po0 l342 t756 f0\" id=\"div_3219_XBRL_TS_483cb109c1754a178ea023ffaf205c1c_2\"><div class=\"po1 w502 h247 lh0\" id=\"TextBlockContainer3223\"><div class=\"po0 l342 t756 f0\" id=\"div_3220_XBRL_TS_a33a076180d849f8bdc88f699612ea4c_2\"><div class=\"po1 w502 h247 lh0\" id=\"TextBlockContainer3221\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer3221\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a22339\">filial<div class=\"d0 w475\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>fue<div class=\"d0 w485\">\u00a0</div>vendida<div class=\"d0 w419\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>dicha<div class=\"d0 w248\">\u00a0</div>compa\u00f1\u00eda<div class=\"d0 w171\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>2015.<div class=\"d0 w98\">\u00a0</div>El<div class=\"d0 w98\">\u00a0</div>acuerdo<div class=\"d0 w199\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>venta<div class=\"d0 w229\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>DTS<div class=\"d0 w284\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>Telef\u00f3nica </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a22340\">contemplaba la asunci\u00f3n, por parte<div class=\"d0 w8\">\u00a0</div>de PRISA de un<div class=\"d0 w27\">\u00a0</div>porcentaje de los da\u00f1os<div class=\"d0 w26\">\u00a0</div>derivados de este </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a22341\">procedimiento judicial.<div class=\"d0 w1469\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a22344\">Mediante<div class=\"d0 w39\">\u00a0</div>sentencia<div class=\"d0 w296\">\u00a0</div>firme<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>6<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>noviembre<div class=\"d0 w48\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>2024,<div class=\"d0 w111\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>Tribunal<div class=\"d0 w33\">\u00a0</div>Supremo<div class=\"d0 w55\">\u00a0</div>ha<div class=\"d0 w171\">\u00a0</div>declarado<div class=\"d0 w47\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a22345\">haber<div class=\"d0 w396\">\u00a0</div>lugar<div class=\"d0 w361\">\u00a0</div>al referido<div class=\"d0 w2\">\u00a0</div>recurso<div class=\"d0 w30\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>casaci\u00f3n,<div class=\"d0 w33\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>lo que,<div class=\"d0 w463\">\u00a0</div>terminado<div class=\"d0 w20\">\u00a0</div>el procedimiento<div class=\"d0 w168\">\u00a0</div>judicial, </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a22346\">Telef\u00f3nica liquidar\u00e1<div class=\"d0 w164\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>pagar\u00e1 los<div class=\"d0 w382\">\u00a0</div>da\u00f1os derivados<div class=\"d0 w174\">\u00a0</div>del juicio,<div class=\"d0 w477\">\u00a0</div>tras lo<div class=\"d0 w615\">\u00a0</div>cual<div class=\"d0 w39\">\u00a0</div>PRISA proceder\u00e1<div class=\"d0 w287\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a22350\">pago a Telef\u00f3nica del porcentaje de dichos da\u00f1os. </div><div class=\"po0 fs25 cl2 l340 t5197\" id=\"a22359\">C)<div class=\"d0 w1470\">\u00a0</div>Otros litigios </div><div class=\"po0 fs14 cl2 l340 t5198\" id=\"a22363\">Adicionalmente,<div class=\"d0 w548\">\u00a0</div>el<div class=\"d0 w629\">\u00a0</div>Grupo<div class=\"d0 w591\">\u00a0</div>mantiene<div class=\"d0 w311\">\u00a0</div>otros<div class=\"d0 w842\">\u00a0</div>litigios<div class=\"d0 w630\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>menor<div class=\"d0 w683\">\u00a0</div>cuant\u00eda,<div class=\"d0 w312\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>los<div class=\"d0 w637\">\u00a0</div>cuales,<div class=\"d0 w627\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t4777\" id=\"a22364\">Administradores<div class=\"d0 w249\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>asesores<div class=\"d0 w549\">\u00a0</div>internos<div class=\"d0 w225\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>externos,<div class=\"d0 w388\">\u00a0</div>no<div class=\"d0 w388\">\u00a0</div>consideran<div class=\"d0 w166\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>deriven<div class=\"d0 w226\">\u00a0</div>pasivos </div><div class=\"po0 fs14 cl2 l341 t1465\" id=\"a22365\">significativos.</div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCommitmentsAndContingentLiabilitiesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_318": {
   "value": "<div class=\"po1 w804 h74 lh0\" id=\"TextBlockContainer2081\"><div class=\"po1 w804 z0\" id=\"TextContainer2081\"><div class=\"po0 fs14 cl2 l341 t756\" id=\"a6336\">No existen compromisos futuros de compra significativos de inmovilizado<div class=\"d0 w375\">\u00a0</div>material.</div></div></div><div class=\"po1 w374 h114 lh0\" id=\"TextBlockContainer2220\"><div class=\"po1 w374 z0\" id=\"TextContainer2220\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8465\">No<div class=\"d0 w373\">\u00a0</div>existen<div class=\"d0 w6\">\u00a0</div>compromisos<div class=\"d0 w289\">\u00a0</div>futuros<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>compra<div class=\"d0 w273\">\u00a0</div>relevantes<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>activo<div class=\"d0 w382\">\u00a0</div>intangible<div class=\"d0 w280\">\u00a0</div>distintos<div class=\"d0 w492\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a8466\">mencionados en la nota 23.</div></div></div><div class=\"po1 w198 h254 lh0\" id=\"TextBlockContainer2607\"><div class=\"po0 l342 t756 f0\" id=\"div_2604_XBRL_TS_740c244f829a44faa0720cf62160f633\"><div class=\"po1 w198 h254 lh0\" id=\"TextBlockContainer2605\"><div class=\"po1 w198 z0\" id=\"TextContainer2605\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13151\">Otros aspectos de la deuda- </div><div class=\"po0 fs14 cl2 l340 t3268\" id=\"a13155\">La estructura de garant\u00edas para la deuda refinanciada sigue el<div class=\"d0 w341\">\u00a0</div>siguiente esquema: </div><div class=\"po0 fs26 cl2 l340 t3269\" id=\"a13158\">Garant\u00edas personales </div><div class=\"po0 fs14 cl2 l340 t3270\" id=\"a13161\">La<div class=\"d0 w485\">\u00a0</div>deuda<div class=\"d0 w230\">\u00a0</div>Senior<div class=\"d0 w286\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>Junior,<div class=\"d0 w31\">\u00a0</div>tal<div class=\"d0 w223\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>como<div class=\"d0 w344\">\u00a0</div>fue<div class=\"d0 w164\">\u00a0</div>refinanciada<div class=\"d0 w165\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>abril<div class=\"d0 w223\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2022,<div class=\"d0 w229\">\u00a0</div>qued\u00f3<div class=\"d0 w367\">\u00a0</div>garantizada </div><div class=\"po0 fs14 cl2 l340 t3271\" id=\"a13165\">solidariamente</div><div class=\"po0 fs14 cl2 l1957 t3271\" id=\"a13167\">por<div class=\"d0 w1090\">\u00a0</div>Promotora<div class=\"d0 w456\">\u00a0</div>de<div class=\"d0 w315\">\u00a0</div>Informaciones,<div class=\"d0 w1091\">\u00a0</div>S.A.<div class=\"d0 w1092\">\u00a0</div>y<div class=\"d0 w1093\">\u00a0</div>las<div class=\"d0 w666\">\u00a0</div>sociedades<div class=\"d0 w1091\">\u00a0</div>Prisa<div class=\"d0 w1094\">\u00a0</div>Activos </div><div class=\"po0 fs14 cl2 l340 t3272\" id=\"a13168\">Educativos, S.A.U., Diario<div class=\"d0 w424\">\u00a0</div>El Pa\u00eds, S.L.U.,<div class=\"d0 w147\">\u00a0</div>Grupo Santillana<div class=\"d0 w85\">\u00a0</div>Educaci\u00f3n Global, S.L.U.,<div class=\"d0 w621\">\u00a0</div>Santillana </div><div class=\"po0 fs14 cl2 l340 t3273\" id=\"a13173\">Latam, S.L.U., Prisa Media S.A.U., y Prisa Gesti\u00f3n Financiera, S.L.U. </div><div class=\"po0 fs26 cl2 l340 t3274\" id=\"a13178\">Garant\u00edas reales </div><div class=\"po0 fs14 cl2 l340 t3275\" id=\"a13181\">Como consecuencia de la Refinanciaci\u00f3n,<div class=\"d0 w532\">\u00a0</div>PRISA otorg\u00f3 prenda<div class=\"d0 w514\">\u00a0</div>sobre ciertas cuentas corrientes </div><div class=\"po0 fs14 cl2 l340 t3276\" id=\"a13187\">de su<div class=\"d0 w361\">\u00a0</div>titularidad y,<div class=\"d0 w39\">\u00a0</div>por otra<div class=\"d0 w23\">\u00a0</div>parte, los<div class=\"d0 w39\">\u00a0</div>garantes tienen<div class=\"d0 w48\">\u00a0</div>otorgadas prendas, seg\u00fan<div class=\"d0 w345\">\u00a0</div>corresponda </div><div class=\"po0 fs14 cl2 l340 t1798\" id=\"a13188\">sobre acciones y participaciones representativos del capital de algunas sociedades<div class=\"d0 w251\">\u00a0</div>del Grupo y </div><div class=\"po0 fs14 cl2 l340 t3277\" id=\"a13189\">sobre<div class=\"d0 w256\">\u00a0</div>ciertas<div class=\"d0 w408\">\u00a0</div>cuentas<div class=\"d0 w602\">\u00a0</div>bancarias<div class=\"d0 w189\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>su<div class=\"d0 w256\">\u00a0</div>titularidad,<div class=\"d0 w195\">\u00a0</div>todo<div class=\"d0 w534\">\u00a0</div>ello<div class=\"d0 w151\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>garant\u00eda<div class=\"d0 w348\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>los<div class=\"d0 w194\">\u00a0</div>referidos </div><div class=\"po0 fs14 cl2 l340 t3278\" id=\"a13191\">acreedores. </div><div class=\"po0 fs14 cl2 l340 t3279\" id=\"a13194\">Se constituy\u00f3 tambi\u00e9n garant\u00eda real sobre las participaciones de Prisa Radio, S.A.U. (80% de su </div><div class=\"po0 fs14 cl2 l340 t3280\" id=\"a13198\">capital social) y<div class=\"d0 w129\">\u00a0</div>sobre el 100%<div class=\"d0 w264\">\u00a0</div>de las participaciones<div class=\"d0 w21\">\u00a0</div>(100% del capital social)<div class=\"d0 w17\">\u00a0</div>de Prisa Activos </div><div class=\"po0 fs14 cl2 l340 t3281\" id=\"a13199\">Educativos,<div class=\"d0 w383\">\u00a0</div>S.A.U.,<div class=\"d0 w110\">\u00a0</div>Prisa<div class=\"d0 w39\">\u00a0</div>Media,<div class=\"d0 w368\">\u00a0</div>S.A.U.,<div class=\"d0 w9\">\u00a0</div>Prisa<div class=\"d0 w383\">\u00a0</div>Gesti\u00f3n<div class=\"d0 w21\">\u00a0</div>Financiera,<div class=\"d0 w295\">\u00a0</div>S.L.U.<div class=\"d0 w129\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>Grupo<div class=\"d0 w57\">\u00a0</div>Santillana </div><div class=\"po0 fs14 cl2 l340 t3282\" id=\"a13204\">Educaci\u00f3n<div class=\"d0 w1095\">\u00a0</div>Global.,<div class=\"d0 w1096\">\u00a0</div>S.L.U.<div class=\"d0 w1097\">\u00a0</div>asegurando<div class=\"d0 w689\">\u00a0</div>la<div class=\"d0 w1098\">\u00a0</div>deuda<div class=\"d0 w1099\">\u00a0</div>refinanciada.<div class=\"d0 w1100\">\u00a0</div>Igualmente,<div class=\"d0 w1101\">\u00a0</div>dada<div class=\"d0 w688\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l340 t3283\" id=\"a13205\">significatividad en el<div class=\"d0 w446\">\u00a0</div>grupo, se constituy\u00f3<div class=\"d0 w147\">\u00a0</div>garant\u00eda real sobre<div class=\"d0 w324\">\u00a0</div>el 100% de<div class=\"d0 w342\">\u00a0</div>las acciones de<div class=\"d0 w326\">\u00a0</div>Editora </div><div class=\"po0 fs14 cl2 l341 t3284\" id=\"a13206\">Moderna Ltda. (Brasil).</div></div></div></div></div><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2657\"><div class=\"po1 w198 z0\" id=\"TextContainer2657\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13507\">La siguiente tabla detalla el an\u00e1lisis de la liquidez del<div class=\"d0 w24\">\u00a0</div>Grupo PRISA a 31 de diciembre de 2024 </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13510\">para su<div class=\"d0 w300\">\u00a0</div>deuda con<div class=\"d0 w631\">\u00a0</div>entidades de<div class=\"d0 w144\">\u00a0</div>cr\u00e9dito, que<div class=\"d0 w490\">\u00a0</div>suponen la<div class=\"d0 w146\">\u00a0</div>casi totalidad<div class=\"d0 w725\">\u00a0</div>de los<div class=\"d0 w424\">\u00a0</div>pasivos financieros. </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13511\">El<div class=\"d0 w98\">\u00a0</div>cuadro<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w280\">\u00a0</div>elaborado<div class=\"d0 w419\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>partir<div class=\"d0 w174\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>salidas<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>caja<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>vencimientos<div class=\"d0 w293\">\u00a0</div>contractuales </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a13512\">previstos, considerando<div class=\"d0 w424\">\u00a0</div>la amortizaci\u00f3n<div class=\"d0 w145\">\u00a0</div>anticipada de<div class=\"d0 w473\">\u00a0</div>la deuda<div class=\"d0 w478\">\u00a0</div>Junior realizada<div class=\"d0 w725\">\u00a0</div>en abril<div class=\"d0 w144\">\u00a0</div>de 2024 </div></div></div><div class=\"po1 w502 h261 lh0\" id=\"TextBlockContainer2680\"><div class=\"po0 l342 t756 f0\" id=\"div_2674_XBRL_TS_03f0d37f160c4bf2bafbc280e0e0552a_1\"><div class=\"po1 w502 h261 lh0\" id=\"TextBlockContainer2678\"><div class=\"po0 l342 t756 f0\" id=\"div_2675_XBRL_TS_4c097ce5c7974485b58f9e7eb0894100_1\"><div class=\"po1 w502 h261 lh0\" id=\"TextBlockContainer2676\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2417 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t2417 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t2417 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1971 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1967 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1294 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1970 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1972 t2418 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h83 l1715 t3339 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h251 l1455 t410 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h83 l1973 t3339 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h251 l1974 t410 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t3340 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t3340 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t3340 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1971 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1967 t3339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1294 t3339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1970 t3339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1972 t3339 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h41 l1715 t3341 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1455 t3342 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h41 l1973 t3341 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1974 t3342 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l1967 t3341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1294 t3341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1970 t3341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1972 t3341 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h41 l1715 t3343 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1455 t3344 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h41 l1973 t3343 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1974 t3344 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l1967 t3343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1294 t3343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1970 t3343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1972 t3343 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h41 l1715 t3345 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1455 t558 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h41 l1973 t3345 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1974 t558 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l1967 t3345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1294 t3345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1970 t3345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1972 t3345 bgc0\">\u00a0</div>\n<div class=\"w1118 po0 h83 l1968 t3346 bgc3\">\u00a0</div>\n<div class=\"w1119 po0 h37 l1975 t3080 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h83 l1715 t3346 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h37 l1455 t3080 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t3347 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t3347 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t3347 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1971 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1967 t3346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2757 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1294 t3346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t2757 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1970 t3346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t2757 bgc0\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2676\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a13535\">por importe de 50<div class=\"d0 w353\">\u00a0</div>millones de euros<div class=\"d0 w265\">\u00a0</div>y la devoluci\u00f3n de<div class=\"d0 w328\">\u00a0</div>40 millones de euros<div class=\"d0 w498\">\u00a0</div>de la Deuda<div class=\"d0 w113\">\u00a0</div>Super </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a13544\">Senior.<div class=\"d0 w31\">\u00a0</div>Los flujos<div class=\"d0 w468\">\u00a0</div>incluyen<div class=\"d0 w33\">\u00a0</div>tanto las<div class=\"d0 w380\">\u00a0</div>amortizaciones esperadas<div class=\"d0 w227\">\u00a0</div>como<div class=\"d0 w50\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>pagos por<div class=\"d0 w633\">\u00a0</div>intereses. </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a13546\">Cuando dicha<div class=\"d0 w226\">\u00a0</div>liquidaci\u00f3n no<div class=\"d0 w224\">\u00a0</div>es fija,<div class=\"d0 w119\">\u00a0</div>el importe<div class=\"d0 w475\">\u00a0</div>ha sido<div class=\"d0 w162\">\u00a0</div>determinado con<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>tipos impl\u00edcitos </div><div class=\"po0 fs14 cl2 l362 t817\" id=\"a13547\">calculados a partir de la curva de tipos de inter\u00e9s disponible m\u00e1s reciente: </div><div class=\"po0 fs15 cl2 l1976 t3348\" id=\"a13552\">Vencimientos </div><div class=\"po0 fs15 cl2 l1690 t3348\" id=\"a13554\">Miles de euros </div><div class=\"po0 fs15 cl2 l1901 t3349\" id=\"a13557\">Curva de tipos </div><div class=\"po0 fs15 cl2 l1977 t3348\" id=\"a13558\">impl\u00edcitos </div><div class=\"po0 fs15 cl2 l853 t3350\" id=\"a13559\">Euribor </div><div class=\"po0 fs32 cl2 l1976 t1755\" id=\"a13561\">Menos de 3 meses </div><div class=\"po0 fs32 cl2 l656 t1755\" id=\"a13563\">21.224 </div><div class=\"po0 fs32 cl2 l604 t1755\" id=\"a13565\">2,74% </div><div class=\"po0 fs32 cl2 l1976 t3351\" id=\"a13567\">3-12 meses </div><div class=\"po0 fs32 cl2 l656 t3351\" id=\"a13571\">55.960 </div><div class=\"po0 fs32 cl2 l604 t3351\" id=\"a13573\">2,12% </div><div class=\"po0 fs32 cl2 l1976 t3352\" id=\"a13575\">De 1 a 3 a\u00f1os </div><div class=\"po0 fs32 cl2 l673 t3352\" id=\"a13577\">877.669 </div><div class=\"po0 fs32 cl2 l604 t3352\" id=\"a13579\">2,03% </div><div class=\"po0 fs32 cl2 l1976 t3353\" id=\"a13581\">De 3 a 5 a\u00f1os </div><div class=\"po0 fs32 cl2 l1537 t3353\" id=\"a13583\">6 </div><div class=\"po0 fs32 cl2 l604 t3353\" id=\"a13585\">2,21% </div><div class=\"po0 fs15 cl2 l1976 t3354\" id=\"a13587\">Total </div><div class=\"po0 fs15 cl2 l673 t3354\" id=\"a13589\">954.859 </div><div class=\"po0 fs14 cl2 l340 t3355\" id=\"a13594\">Los principales pasivos<div class=\"d0 w1120\">\u00a0</div>financieros<div class=\"d0 w1121\">\u00a0</div>del Grupo a 31 de diciembre de<div class=\"d0 w26\">\u00a0</div>2024 son la deuda Junior y </div><div class=\"po0 fs14 cl2 l340 t1922\" id=\"a13610\">Senior y<div class=\"d0 w288\">\u00a0</div>la Deuda<div class=\"d0 w483\">\u00a0</div>Super Senior,<div class=\"d0 w485\">\u00a0</div>las cuales<div class=\"d0 w174\">\u00a0</div>est\u00e1n<div class=\"d0 w47\">\u00a0</div>referenciadas al<div class=\"d0 w288\">\u00a0</div>Euribor.<div class=\"d0 w972\">\u00a0</div>Un incremento<div class=\"d0 w174\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t3356\" id=\"a13626\">Euribor<div class=\"d0 w246\">\u00a0</div>impactar\u00eda<div class=\"d0 w396\">\u00a0</div>directamente en<div class=\"d0 w237\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>inter\u00e9s pagado,<div class=\"d0 w5\">\u00a0</div>fruto de<div class=\"d0 w285\">\u00a0</div>multiplicar<div class=\"d0 w246\">\u00a0</div>dicho<div class=\"d0 w57\">\u00a0</div>incremento </div><div class=\"po0 fs14 cl2 l340 t3357\" id=\"a13627\">por el nominal<div class=\"d0 w231\">\u00a0</div>de los pr\u00e9stamos<div class=\"d0 w59\">\u00a0</div>anteriores, excepto por el nominal<div class=\"d0 w539\">\u00a0</div>cubierto por las siguientes </div><div class=\"po0 fs14 cl2 l340 t3358\" id=\"a13638\">coberturas de tipo<div class=\"d0 w251\">\u00a0</div>de inter\u00e9s: la<div class=\"d0 w147\">\u00a0</div>primera, contratada en<div class=\"d0 w697\">\u00a0</div>septiembre de 2022<div class=\"d0 w330\">\u00a0</div>sobre un nominal<div class=\"d0 w515\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3359\" id=\"a13639\">150<div class=\"d0 w119\">\u00a0</div>millones<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w484\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>limita<div class=\"d0 w290\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>subida<div class=\"d0 w176\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>Euribor<div class=\"d0 w167\">\u00a0</div>a<div class=\"d0 w3\">\u00a0</div>3<div class=\"d0 w475\">\u00a0</div>meses<div class=\"d0 w390\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>encima<div class=\"d0 w486\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>2,25%,<div class=\"d0 w391\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3360\" id=\"a13643\">segunda, contratada en enero de 2023 sobre un importe nominal de 150 millones de euros y un </div><div class=\"po0 fs14 cl2 l340 t3361\" id=\"a13647\">cap del 2,5% (Euribor a 3 meses) y la tercera, contratada en<div class=\"d0 w478\">\u00a0</div>marzo de 2023 sobre un nominal de </div><div class=\"po0 fs14 cl2 l340 t3362\" id=\"a13654\">100 millones de euros,<div class=\"d0 w567\">\u00a0</div>que limita las<div class=\"d0 w331\">\u00a0</div>subidas del Euribor<div class=\"d0 w325\">\u00a0</div>a tres meses por<div class=\"d0 w266\">\u00a0</div>encima del 3%<div class=\"d0 w265\">\u00a0</div>y hasta </div><div class=\"po0 fs14 cl2 l340 t3363\" id=\"a13662\">un m\u00e1ximo del 5% (todas<div class=\"d0 w387\">\u00a0</div>ellas vigentes hasta<div class=\"d0 w251\">\u00a0</div>junio de 2025).<div class=\"d0 w282\">\u00a0</div>En resumen, el nocional<div class=\"d0 w558\">\u00a0</div>de deuda </div><div class=\"po0 fs14 cl2 l340 t3364\" id=\"a13666\">cubierto<div class=\"d0 w554\">\u00a0</div>con<div class=\"d0 w534\">\u00a0</div>las<div class=\"d0 w551\">\u00a0</div>coberturas<div class=\"d0 w465\">\u00a0</div>anteriores<div class=\"d0 w535\">\u00a0</div>asciende<div class=\"d0 w212\">\u00a0</div>a<div class=\"d0 w415\">\u00a0</div>400<div class=\"d0 w206\">\u00a0</div>millones<div class=\"d0 w540\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>euros.<div class=\"d0 w545\">\u00a0</div>Por<div class=\"d0 w750\">\u00a0</div>tanto,<div class=\"d0 w407\">\u00a0</div>cada </div><div class=\"po0 fs14 cl2 l340 t3365\" id=\"a13672\">incremento<div class=\"d0 w676\">\u00a0</div>del<div class=\"d0 w679\">\u00a0</div>Euribor<div class=\"d0 w149\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>un<div class=\"d0 w645\">\u00a0</div>punto<div class=\"d0 w350\">\u00a0</div>supondr\u00eda<div class=\"d0 w638\">\u00a0</div>un<div class=\"d0 w645\">\u00a0</div>mayor<div class=\"d0 w529\">\u00a0</div>pago<div class=\"d0 w679\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>intereses<div class=\"d0 w547\">\u00a0</div>anual<div class=\"d0 w152\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3366\" id=\"a13674\">aproximadamente 4 millones de euros (sobre<div class=\"d0 w57\">\u00a0</div>el nocional no cubierto) y de 8 millones<div class=\"d0 w7\">\u00a0</div>de euros </div><div class=\"po0 fs14 cl2 l341 t456\" id=\"a13681\">sobre el total de la citada deuda, una vez que venzan las coberturas<div class=\"d0 w342\">\u00a0</div>mencionadas.</div></div></div></div></div></div></div><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2749\"><div class=\"po1 w198 z0\" id=\"TextContainer2749\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a14009\">Pasivos financieros por arrendamiento </div><div class=\"po0 fs14 cl2 l340 t3437\" id=\"a14012\">La aplicaci\u00f3n<div class=\"d0 w85\">\u00a0</div>de la NIIF<div class=\"d0 w325\">\u00a0</div>16 Arrendamientos<div class=\"d0 w341\">\u00a0</div>supone el<div class=\"d0 w140\">\u00a0</div>registro de un<div class=\"d0 w324\">\u00a0</div>pasivo financiero<div class=\"d0 w267\">\u00a0</div>asociado </div><div class=\"po0 fs14 cl2 l340 t3438\" id=\"a14013\">a los arrendamientos, cuyo importe a 31 de diciembre<div class=\"d0 w402\">\u00a0</div>de 2024 asciende a 43.222 miles de euros </div><div class=\"po0 fs14 cl2 l340 t3439\" id=\"a14014\">a largo plazo y 17.569 miles de euros<div class=\"d0 w324\">\u00a0</div>a corto plazo (49.216 miles de euros<div class=\"d0 w561\">\u00a0</div>a largo plazo y 16.062 </div><div class=\"po0 fs14 cl2 l340 t3440\" id=\"a14017\">miles de euros a corto plazo a 31 de diciembre de 2023). </div></div></div><div class=\"po1 w374 h273 lh0\" id=\"TextBlockContainer2766\"><div class=\"po0 l342 t756 f0\" id=\"div_2757_XBRL_TS_2a9e0c980670455f86315a94098ca95f_1\"><div class=\"po1 w374 h273 lh0\" id=\"TextBlockContainer2764\"><div class=\"po0 l342 t756 f0\" id=\"div_2758_XBRL_TS_f78f0a3924e341ec94939582fbc06eb1_14\"><div class=\"po1 w374 h273 lh0\" id=\"TextBlockContainer2762\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po0 l464 t756 f0\" id=\"div_2759_XBRL_TS_1d08eafd4dc64128ba17322fd405a8a3\"><div class=\"po1 w198 h272 lh0\" id=\"TextBlockContainer2760\"><div class=\"w89 po0 h12 l2057 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t759 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h12 l2058 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t759 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l206 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2057 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2059 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2060 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t2750 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h12 l2058 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t2750 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l206 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2057 t2751 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2059 t2751 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2060 t2751 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2057 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2059 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2060 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2057 t2754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2059 t2754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2060 t2754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2057 t1104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2059 t1104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2060 t1104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2057 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2059 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2060 t2755 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h41 l2058 t2837 bgc3\">\u00a0</div>\n<div class=\"w1153 po0 h37 l877 t3442 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h41 l206 t2837 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h37 l535 t3442 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t675 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h12 l2058 t675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t675 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l206 t675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2057 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t2756 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h12 l2058 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2059 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t2756 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l206 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2060 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t2756 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2760\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a14029\">El<div class=\"d0 w669\">\u00a0</div>detalle<div class=\"d0 w1154\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>los<div class=\"d0 w665\">\u00a0</div>vencimientos<div class=\"d0 w863\">\u00a0</div>del<div class=\"d0 w663\">\u00a0</div>importe<div class=\"d0 w1114\">\u00a0</div>nominal<div class=\"d0 w1155\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>los<div class=\"d0 w863\">\u00a0</div>pasivos<div class=\"d0 w671\">\u00a0</div>financieros<div class=\"d0 w859\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a14030\">arrendamiento a 31 de diciembre de 2024 son los siguientes: </div><div class=\"po0 fs15 cl2 l2061 t3443\" id=\"a14035\">Vencimientos </div><div class=\"po0 fs15 cl2 l2062 t3443\" id=\"a14037\">Miles de euros </div><div class=\"po0 fs32 cl2 l2061 t3444\" id=\"a14039\">Menos de 6 meses </div><div class=\"po0 fs32 cl2 l1096 t3444\" id=\"a14041\">10.679 </div><div class=\"po0 fs32 cl2 l2061 t3445\" id=\"a14043\">6-12 meses </div><div class=\"po0 fs32 cl2 l1096 t3445\" id=\"a14047\">10.187 </div><div class=\"po0 fs32 cl2 l2061 t3446\" id=\"a14049\">De 1 a 3 a\u00f1os </div><div class=\"po0 fs32 cl2 l1096 t3446\" id=\"a14051\">33.540 </div><div class=\"po0 fs32 cl2 l2061 t3447\" id=\"a14053\">De 3 a 5 a\u00f1os </div><div class=\"po0 fs32 cl2 l1096 t3447\" id=\"a14055\">10.274 </div><div class=\"po0 fs32 cl2 l2061 t3448\" id=\"a14057\">M\u00e1s de 5 a\u00f1os </div><div class=\"po0 fs32 cl2 l2044 t3448\" id=\"a14059\">6.686 </div><div class=\"po0 fs15 cl2 l2061 t3449\" id=\"a14061\">Total </div><div class=\"po0 fs15 cl2 l1096 t3449\" id=\"a14063\">71.366 </div><div class=\"po0 fs14 cl4 l341 t499\" id=\"a14066\">.</div></div></div></div><div class=\"po1 w374 z0\" id=\"TextContainer2762\"><div class=\"po0 fs14 cl2 l340 t3450\" id=\"a14068\">En el ejercicio 2024, el pago<div class=\"d0 w9\">\u00a0</div>asociado a los pasivos financieros por arrendamiento (bajo la<div class=\"d0 w23\">\u00a0</div>NIIF </div><div class=\"po0 fs14 cl2 l340 t3451\" id=\"a14070\">16)<div class=\"d0 w501\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>todo<div class=\"d0 w477\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Grupo<div class=\"d0 w340\">\u00a0</div>asciende<div class=\"d0 w482\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>26,0<div class=\"d0 w226\">\u00a0</div>millones<div class=\"d0 w335\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>euros,<div class=\"d0 w500\">\u00a0</div>incluido<div class=\"d0 w477\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l2063 t3452\" id=\"a14074\">\u201cPago<div class=\"d0 w337\">\u00a0</div>por </div><div class=\"po0 fs26 cl2 l340 t3453\" id=\"a14076\">arrendamiento NIIF 16\u201d</div><div class=\"po0 fs14 cl2 l2064 t3454\" id=\"a14078\"><div class=\"d0 w112\">\u00a0</div>del estado de<div class=\"d0 w223\">\u00a0</div>flujos de<div class=\"d0 w396\">\u00a0</div>efectivo consolidado (23,8<div class=\"d0 w9\">\u00a0</div>millones de<div class=\"d0 w22\">\u00a0</div>euros en </div><div class=\"po0 fs14 cl2 l341 t608\" id=\"a14085\">2023).</div></div></div></div></div></div></div><div class=\"po1 w198 h55 lh0\" id=\"TextBlockContainer3186\"><div class=\"po0 l342 t756 f0\" id=\"div_3183_XBRL_TS_61ee077cb40b4daf80a48bbec72e36c4\"><div class=\"po1 w198 h55 lh0\" id=\"TextBlockContainer3184\"><div class=\"po1 w198 z0\" id=\"TextContainer3184\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a21943\">El<div class=\"d0 w111\">\u00a0</div>principal<div class=\"d0 w8\">\u00a0</div>compromiso futuro<div class=\"d0 w449\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>es<div class=\"d0 w129\">\u00a0</div>el<div class=\"d0 w50\">\u00a0</div>contrato<div class=\"d0 w420\">\u00a0</div>firmado<div class=\"d0 w19\">\u00a0</div>con<div class=\"d0 w264\">\u00a0</div>Axion<div class=\"d0 w57\">\u00a0</div>para<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>uso<div class=\"d0 w165\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a21950\">frecuencias de radio, el<div class=\"d0 w33\">\u00a0</div>cual se ha renegociado en 2024 y<div class=\"d0 w24\">\u00a0</div>finaliza en junio de 2031<div class=\"d0 w24\">\u00a0</div>por importe </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a21951\">de<div class=\"d0 w246\">\u00a0</div>64<div class=\"d0 w63\">\u00a0</div>millones<div class=\"d0 w20\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros.<div class=\"d0 w26\">\u00a0</div>El resto<div class=\"d0 w281\">\u00a0</div>de<div class=\"d0 w22\">\u00a0</div>los<div class=\"d0 w21\">\u00a0</div>compromisos son,<div class=\"d0 w199\">\u00a0</div>fundamentalmente, contratos<div class=\"d0 w232\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a21954\">proveedores de servicios tecnol\u00f3gicos, siendo el m\u00e1s importante el contrato firmado con Indra </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a21955\">en 2023 por un periodo de 3 a\u00f1os y por un importe aproximado de<div class=\"d0 w125\">\u00a0</div>12 millones de euros.</div><div class=\"po0 fs14 cl2 l340 t2245\" id=\"a21958\">Al 31<div class=\"d0 w49\">\u00a0</div>de diciembre de<div class=\"d0 w480\">\u00a0</div>2024 el<div class=\"d0 w21\">\u00a0</div>Grupo mantiene<div class=\"d0 w21\">\u00a0</div>compromisos contractuales de<div class=\"d0 w39\">\u00a0</div>compra por un </div><div class=\"po0 fs14 cl2 l340 t4885\" id=\"a21960\">importe aproximado<div class=\"d0 w165\">\u00a0</div>de 109.138<div class=\"d0 w167\">\u00a0</div>miles de<div class=\"d0 w175\">\u00a0</div>euros. Este<div class=\"d0 w518\">\u00a0</div>importe no<div class=\"d0 w483\">\u00a0</div>incluye los<div class=\"d0 w8\">\u00a0</div>compromisos de </div></div></div></div></div><div class=\"po1 w198 h173 lh0\" id=\"TextBlockContainer3190\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZk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t756\" id=\"a21970\">pago derivados<div class=\"d0 w338\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los contratos<div class=\"d0 w233\">\u00a0</div>de arrendamiento<div class=\"d0 w8\">\u00a0</div>incluidos en<div class=\"d0 w485\">\u00a0</div>la nota<div class=\"d0 w290\">\u00a0</div>11b. El<div class=\"d0 w284\">\u00a0</div>calendario de </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a21971\">pagos de estos compromisos se detalla a continuaci\u00f3n: </div><div class=\"po0 fs32 cl2 l1729 t4108\" id=\"a21974\">Ejercicio </div><div class=\"po0 fs32 cl2 l3235 t5129\" id=\"a21976\">Miles de </div><div class=\"po0 fs32 cl2 l1740 t5130\" id=\"a21978\">euros </div><div class=\"po0 fs32 cl2 l1773 t5131\" id=\"a21980\">2025 </div><div class=\"po0 fs32 cl2 l592 t5131\" id=\"a21982\">39.326 </div><div class=\"po0 fs32 cl2 l1773 t5132\" id=\"a21984\">2026 </div><div class=\"po0 fs32 cl2 l592 t5132\" id=\"a21986\">21.121 </div><div class=\"po0 fs32 cl2 l1773 t5133\" id=\"a21988\">2027 </div><div class=\"po0 fs32 cl2 l592 t5133\" id=\"a21990\">15.902 </div><div class=\"po0 fs32 cl2 l1773 t5134\" id=\"a21992\">2028 </div><div class=\"po0 fs32 cl2 l567 t5134\" id=\"a21994\">9.340 </div><div class=\"po0 fs32 cl2 l1773 t5135\" id=\"a21996\">2029 </div><div class=\"po0 fs32 cl2 l567 t5135\" id=\"a21998\">9.506 </div><div class=\"po0 fs32 cl2 l602 t5136\" id=\"a22000\">2030 y siguientes </div><div class=\"po0 fs32 cl2 l592 t5136\" id=\"a22002\">13.943 </div><div class=\"po0 fs15 cl2 l682 t5137\" id=\"a22005\">109.138 </div><div class=\"po0 fs14 cl2 l340 t5138\" id=\"a22009\">Las<div class=\"d0 w233\">\u00a0</div>obligaciones<div class=\"d0 w167\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>pago<div class=\"d0 w483\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>cantidades<div class=\"d0 w264\">\u00a0</div>pactadas<div class=\"d0 w200\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>los<div class=\"d0 w174\">\u00a0</div>acuerdos<div class=\"d0 w238\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>compra<div class=\"d0 w228\">\u00a0</div>solamente </div><div class=\"po0 fs14 cl2 l340 t5139\" id=\"a22011\">nacen<div class=\"d0 w31\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>supuesto<div class=\"d0 w7\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>suministradores<div class=\"d0 w228\">\u00a0</div>cumplan<div class=\"d0 w48\">\u00a0</div>todos<div class=\"d0 w22\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>t\u00e9rminos y<div class=\"d0 w370\">\u00a0</div>condiciones </div><div class=\"po0 fs14 cl2 l340 t5140\" id=\"a22012\">asumidas contractualmente. </div><div class=\"po0 fs14 cl2 l340 t5141\" id=\"a22015\">Dichos compromisos<div class=\"d0 w328\">\u00a0</div>de pago<div class=\"d0 w329\">\u00a0</div>futuros se<div class=\"d0 w324\">\u00a0</div>han estimado<div class=\"d0 w631\">\u00a0</div>teniendo en<div class=\"d0 w558\">\u00a0</div>cuenta los<div class=\"d0 w146\">\u00a0</div>contratos vigentes </div><div class=\"po0 fs14 cl2 l340 t5142\" id=\"a22016\">al 31<div class=\"d0 w620\">\u00a0</div>de diciembre<div class=\"d0 w560\">\u00a0</div>de 2024.<div class=\"d0 w414\">\u00a0</div>De la<div class=\"d0 w558\">\u00a0</div>renegociaci\u00f3n<div class=\"d0 w342\">\u00a0</div>de determinados<div class=\"d0 w422\">\u00a0</div>contratos, dichos<div class=\"d0 w758\">\u00a0</div>compromisos </div><div class=\"po0 fs14 cl2 l341 t437\" id=\"a22019\">podr\u00edan resultar distintos a los inicialmente estimados.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCommitmentsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l740 t1776 bgc0\">\u00a0</div>\n<div class=\"w823 po0 h12 l741 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l731 t1776 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l732 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l734 t1776 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l735 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l736 t1776 bgc0\">\u00a0</div>\n<div class=\"w808 po0 h12 l737 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l738 t1776 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l739 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l740 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l740 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l740 t1777 bgc0\">\u00a0</div>\n<div class=\"w823 po0 h12 l741 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l731 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l731 t1777 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l732 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l734 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l734 t1777 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l735 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l736 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l736 t1777 bgc0\">\u00a0</div>\n<div class=\"w808 po0 h12 l737 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l738 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l738 t1777 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l739 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l733 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1777 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2093\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a6365\">(6)<div class=\"d0 w138\">\u00a0</div>FONDO DE COMERCIO </div><div class=\"po0 fs25 cl2 l451 t1778\" id=\"a6369\">Ejercicio 2024- </div><div class=\"po0 fs14 cl2 l451 t1779\" id=\"a6372\">La composici\u00f3n y<div class=\"d0 w148\">\u00a0</div>movimiento del<div class=\"d0 w392\">\u00a0</div>fondo de comercio<div class=\"d0 w824\">\u00a0</div>del Grupo de<div class=\"d0 w488\">\u00a0</div>las sociedades consolidadas </div><div class=\"po0 fs14 cl2 l451 t1780\" id=\"a6373\">por el m\u00e9todo de integraci\u00f3n global durante el ejercicio<div class=\"d0 w354\">\u00a0</div>2024 han sido los siguientes: </div><div class=\"po0 fs38 cl2 l750 t1781\" id=\"a6379\">Miles de euros </div><div class=\"po0 fs38 cl2 l751 t1782\" id=\"a6381\">Saldo al </div><div class=\"po0 fs38 cl2 l752 t1783\" id=\"a6382\">31.12.2023 </div><div class=\"po0 fs38 cl2 l753 t1782\" id=\"a6384\">Ajustes por </div><div class=\"po0 fs38 cl2 l754 t1783\" id=\"a6385\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l755 t1784\" id=\"a6387\">Alta </div><div class=\"po0 fs38 cl2 l756 t1782\" id=\"a6389\">Saldo al </div><div class=\"po0 fs38 cl2 l757 t1783\" id=\"a6390\">31.12.2024 </div><div class=\"po0 fs38 cl2 l758 t1785\" id=\"a6392\">Editora Moderna, Ltda. </div><div class=\"po0 fs38 cl2 l759 t1785\" id=\"a6394\">15.227 </div><div class=\"po0 fs38 cl2 l760 t1785\" id=\"a6396\">(2.521) </div><div class=\"po0 fs39 cl2 l761 t1786\" id=\"a6398\">- </div><div class=\"po0 fs38 cl2 l762 t1785\" id=\"a6400\">12.706 </div><div class=\"po0 fs38 cl2 l758 t1787\" id=\"a6402\">Santillana Educa\u00e7ao Ltda. </div><div class=\"po0 fs38 cl2 l759 t1787\" id=\"a6404\">25.992 </div><div class=\"po0 fs38 cl2 l760 t1787\" id=\"a6406\">(4.302) </div><div class=\"po0 fs39 cl2 l761 t1788\" id=\"a6408\">- </div><div class=\"po0 fs38 cl2 l762 t1787\" id=\"a6410\">21.690 </div><div class=\"po0 fs38 cl2 l758 t1789\" id=\"a6412\">Grupo Latino de Radiodifusi\u00f3n Chile,<div class=\"d0 w29\">\u00a0</div>Ltda. </div><div class=\"po0 fs38 cl2 l759 t1790\" id=\"a6414\">26.803 </div><div class=\"po0 fs38 cl2 l760 t1789\" id=\"a6416\">(1.404) </div><div class=\"po0 fs39 cl2 l761 t1791\" id=\"a6418\">- </div><div class=\"po0 fs38 cl2 l762 t1790\" id=\"a6420\">25.399 </div><div class=\"po0 fs38 cl2 l758 t1792\" id=\"a6422\">Propulsora Monta\u00f1esa, S.A. </div><div class=\"po0 fs38 cl2 l763 t1793\" id=\"a6424\">8.608 </div><div class=\"po0 fs39 cl2 l764 t1794\" id=\"a6426\">- </div><div class=\"po0 fs39 cl2 l761 t1794\" id=\"a6428\">- </div><div class=\"po0 fs38 cl2 l765 t1793\" id=\"a6430\">8.608 </div><div class=\"po0 fs38 cl2 l758 t1795\" id=\"a6432\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n,<div class=\"d0 w16\">\u00a0</div>S.L.U. </div><div class=\"po0 fs38 cl2 l759 t1796\" id=\"a6435\">27.217 </div><div class=\"po0 fs39 cl2 l764 t1797\" id=\"a6437\">- </div><div class=\"po0 fs39 cl2 l761 t1797\" id=\"a6439\">- </div><div class=\"po0 fs38 cl2 l762 t1796\" id=\"a6441\">27.217 </div><div class=\"po0 fs38 cl2 l758 t1798\" id=\"a6443\">Otras sociedades </div><div class=\"po0 fs38 cl2 l759 t507\" id=\"a6445\">13.807 </div><div class=\"po0 fs38 cl2 l766 t1798\" id=\"a6447\">(29) </div><div class=\"po0 fs38 cl2 l767 t1798\" id=\"a6449\">689 </div><div class=\"po0 fs38 cl2 l762 t507\" id=\"a6451\">14.467 </div><div class=\"po0 fs39 cl2 l758 t1799\" id=\"a6453\">Total </div><div class=\"po0 fs39 cl2 l768 t1799\" id=\"a6455\">117.654 </div><div class=\"po0 fs39 cl2 l760 t1799\" id=\"a6457\">(8.256) </div><div class=\"po0 fs39 cl2 l767 t1799\" id=\"a6459\">689 </div><div class=\"po0 fs39 cl2 l769 t1799\" id=\"a6461\">110.087 </div><div class=\"po0 fs14 cl2 l451 t1800\" id=\"a6465\">En el<div class=\"d0 w171\">\u00a0</div>ejercicio 2024,<div class=\"d0 w23\">\u00a0</div>la adici\u00f3n<div class=\"d0 w32\">\u00a0</div>en </div><div class=\"po0 fs26 cl2 l770 t1801\" id=\"a6468\">\u201cOtras sociedades\u201d </div><div class=\"po0 fs14 cl2 l771 t1800\" id=\"a6471\">se debe<div class=\"d0 w200\">\u00a0</div>al alta<div class=\"d0 w58\">\u00a0</div>del fondo de<div class=\"d0 w238\">\u00a0</div>comercio por </div><div class=\"po0 fs14 cl2 l451 t1802\" id=\"a6476\">importe de 689<div class=\"d0 w584\">\u00a0</div>miles de euros<div class=\"d0 w489\">\u00a0</div>surgido en la<div class=\"d0 w354\">\u00a0</div>adquisici\u00f3n del<div class=\"d0 w144\">\u00a0</div>64% de Radio<div class=\"d0 w268\">\u00a0</div>Ja\u00e9n S.L.U. </div><div class=\"po0 fs26 cl2 l772 t1803\" id=\"a6480\">(v\u00e9ase nota </div><div class=\"po0 fs26 cl2 l451 t1804\" id=\"a6481\">3)</div><div class=\"po0 fs14 cl2 l773 t1805\" id=\"a6482\">. </div><div class=\"po0 fs14 cl2 l451 t1806\" id=\"a6485\">A continuaci\u00f3n,<div class=\"d0 w738\">\u00a0</div>se presenta la<div class=\"d0 w333\">\u00a0</div>composici\u00f3n y el movimiento<div class=\"d0 w63\">\u00a0</div>de los fondos<div class=\"d0 w295\">\u00a0</div>de comercio de las </div><div class=\"po0 fs14 cl2 l451 t1807\" id=\"a6490\">sociedades consolidadas<div class=\"d0 w473\">\u00a0</div>por el<div class=\"d0 w411\">\u00a0</div>m\u00e9todo de<div class=\"d0 w558\">\u00a0</div>integraci\u00f3n<div class=\"d0 w556\">\u00a0</div>global del<div class=\"d0 w626\">\u00a0</div>Grupo durante<div class=\"d0 w584\">\u00a0</div>el ejercicio<div class=\"d0 w825\">\u00a0</div>2024 </div><div class=\"po0 fs14 cl2 l451 t1808\" id=\"a6495\">por segmentos de negocio: </div><div class=\"po0 fs38 cl2 l774 t1809\" id=\"a6499\">Miles de euros </div><div class=\"po0 fs38 cl2 l775 t1810\" id=\"a6501\">Saldo al </div><div class=\"po0 fs38 cl2 l776 t1811\" id=\"a6502\">31.12.2023 </div><div class=\"po0 fs38 cl2 l777 t1810\" id=\"a6504\">Ajuste por </div><div class=\"po0 fs38 cl2 l778 t1811\" id=\"a6505\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l562 t1812\" id=\"a6507\">Altas </div><div class=\"po0 fs38 cl2 l779 t1810\" id=\"a6509\">Saldo al </div><div class=\"po0 fs38 cl2 l780 t1811\" id=\"a6510\">31.12.2024 </div><div class=\"po0 fs38 cl2 l781 t1813\" id=\"a6512\">Media </div><div class=\"po0 fs38 cl2 l782 t1813\" id=\"a6514\">74.715 </div><div class=\"po0 fs38 cl2 l783 t1813\" id=\"a6516\">(1.404) </div><div class=\"po0 fs38 cl2 ls9 l784 t1813\" id=\"a6518\">689<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs38 cl2 l785 t1813\" id=\"a6520\">74.000 </div><div class=\"po0 fs38 cl2 l781 t1814\" id=\"a6522\">Educaci\u00f3n </div><div class=\"po0 fs38 cl2 l782 t1814\" id=\"a6524\">42.939 </div><div class=\"po0 fs38 cl2 l783 t1814\" id=\"a6526\">(6.852) </div><div class=\"po0 fs38 cl2 l786 t1814\" id=\"a6528\">- </div><div class=\"po0 fs38 cl2 l785 t1814\" id=\"a6530\">36.087 </div><div class=\"po0 fs39 cl2 l781 t1815\" id=\"a6532\">Total </div><div class=\"po0 fs39 cl2 l787 t1815\" id=\"a6534\">117.654 </div><div class=\"po0 fs39 cl2 l783 t1815\" id=\"a6536\">(8.256) </div><div class=\"po0 fs39 cl2 l788 t1815\" id=\"a6538\">689 </div><div class=\"po0 fs39 cl2 l789 t1815\" id=\"a6540\">110.087 </div></div></div></div></div></div></div><div class=\"po1 w198 h136 lh0\" id=\"TextBlockContainer2107\"><div class=\"w826 po0 h143 l790 t1816 bgc3\">\u00a0</div>\n<div class=\"w814 po0 h143 l791 t1816 bgc3\">\u00a0</div>\n<div class=\"w807 po0 h143 l792 t1816 bgc3\">\u00a0</div>\n<div class=\"w806 po0 h143 l793 t1816 bgc3\">\u00a0</div>\n<div class=\"w814 po0 h143 l794 t1816 bgc3\">\u00a0</div>\n<div class=\"w807 po0 h143 l795 t1816 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h143 l796 t1816 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l796 t1634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l796 t1634 bgc0\">\u00a0</div>\n<div class=\"w826 po0 h12 l790 t1634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l797 t1816 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1634 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l791 t1634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l798 t1816 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t1634 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l629 t1634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l799 t1816 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l799 t1634 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l793 t1634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l800 t1816 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l800 t1634 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l794 t1634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l801 t1816 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l801 t1634 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l802 t1634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l69 t1816 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1634 bgc0\">\u00a0</div>\n<div class=\"po0 l342 t756 f0\" id=\"div_2101_XBRL_TS_b0ffac6fb9f34911a29f354dc2fa9ed8_1\"><div class=\"po1 w198 h148 lh0\" id=\"TextBlockContainer2102\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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l802 t1825 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l729 t1825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l804 t1825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l808 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l808 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l808 t690 bgc0\">\u00a0</div>\n<div class=\"w818 po0 h12 l809 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l791 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l791 t690 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l803 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l792 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l792 t690 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l805 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l793 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l793 t690 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l806 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l794 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l794 t690 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l807 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l802 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t690 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l729 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l804 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l804 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l804 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1826 bgc0\">\u00a0</div>\n<div class=\"w827 po0 h12 l791 t1826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l797 t1827 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l69 t1827 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1828 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l791 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t1828 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l629 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l799 t1828 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l793 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l800 t1828 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l794 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l801 t1828 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l802 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l797 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l798 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l799 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l800 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l801 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l69 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l796 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l796 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l790 t1830 bgc0\">\u00a0</div>\n<div class=\"w820 po0 h12 l817 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1830 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l791 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t1830 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l629 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l799 t1830 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l793 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l800 t1830 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l794 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l801 t1830 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l802 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l796 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l797 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l798 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l799 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l800 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l801 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l69 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l796 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l797 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l798 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l799 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l800 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l801 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l69 t1832 bgc0\">\u00a0</div>\n<div class=\"w822 po0 h33 l818 t1833 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l819 t1833 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l820 t1833 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l821 t1833 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l822 t1833 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l823 t1833 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l796 t1834 bgc0\">\u00a0</div>\n<div class=\"w826 po0 h12 l790 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1834 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l791 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t1834 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l629 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l799 t1834 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l793 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l800 t1834 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l794 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l801 t1834 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l802 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1834 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2102\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a6553\">Ejercicio 2023- </div><div class=\"po0 fs14 cl2 l340 t1658\" id=\"a6556\">La composici\u00f3n y<div class=\"d0 w148\">\u00a0</div>movimiento del<div class=\"d0 w392\">\u00a0</div>fondo de comercio<div class=\"d0 w824\">\u00a0</div>del Grupo de<div class=\"d0 w488\">\u00a0</div>las sociedades consolidadas </div><div class=\"po0 fs14 cl2 l340 t1659\" id=\"a6557\">por el m\u00e9todo de integraci\u00f3n global durante el ejercicio<div class=\"d0 w354\">\u00a0</div>2023 fueron los siguientes: </div><div class=\"po0 fs38 cl2 l824 t1835\" id=\"a6563\">Miles de euros </div><div class=\"po0 fs38 cl2 l825 t1836\" id=\"a6565\">Saldo al </div><div class=\"po0 fs38 cl2 l826 t1837\" id=\"a6566\">31.12.2022 </div><div class=\"po0 fs38 cl2 l827 t1836\" id=\"a6568\">Ajustes por </div><div class=\"po0 fs38 cl2 l828 t1837\" id=\"a6569\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l829 t1838\" id=\"a6571\">Alta </div><div class=\"po0 fs38 cl2 l830 t1838\" id=\"a6573\">Deterioro </div><div class=\"po0 fs38 cl2 l831 t1836\" id=\"a6575\">Saldo al </div><div class=\"po0 fs38 cl2 l832 t1837\" id=\"a6576\">31.12.2023 </div><div class=\"po0 fs38 cl2 l833 t1839\" id=\"a6578\">Editora Moderna, Ltda. </div><div class=\"po0 fs38 cl2 l834 t1839\" id=\"a6580\">14.394 </div><div class=\"po0 fs38 cl2 l835 t1839\" id=\"a6582\">833 </div><div class=\"po0 fs39 cl2 l836 t1840\" id=\"a6584\">- </div><div class=\"po0 fs39 cl2 l837 t1840\" id=\"a6586\">- </div><div class=\"po0 fs38 cl2 l838 t1839\" id=\"a6588\">15.227 </div><div class=\"po0 fs38 cl2 l833 t1841\" id=\"a6590\">Santillana Educa\u00e7ao Ltda. </div><div class=\"po0 fs38 cl2 l834 t1841\" id=\"a6592\">24.571 </div><div class=\"po0 fs38 cl2 l839 t1841\" id=\"a6594\">1.421 </div><div class=\"po0 fs39 cl2 l836 t1842\" id=\"a6596\">- </div><div class=\"po0 fs39 cl2 l837 t1842\" id=\"a6598\">- </div><div class=\"po0 fs38 cl2 l838 t1841\" id=\"a6600\">25.992 </div><div class=\"po0 fs38 cl2 l833 t1843\" id=\"a6602\">Grupo Latino de Radiodifusi\u00f3n Chile,<div class=\"d0 w29\">\u00a0</div>Ltda. </div><div class=\"po0 fs38 cl2 l834 t1844\" id=\"a6604\">28.633 </div><div class=\"po0 fs38 cl2 l840 t1843\" id=\"a6606\">(1.830) </div><div class=\"po0 fs39 cl2 l836 t1845\" id=\"a6608\">- </div><div class=\"po0 fs39 cl2 l837 t1845\" id=\"a6610\">- </div><div class=\"po0 fs38 cl2 l838 t1844\" id=\"a6612\">26.803 </div><div class=\"po0 fs38 cl2 l833 t1846\" id=\"a6614\">Propulsora Monta\u00f1esa, S.A. </div><div class=\"po0 fs38 cl2 l841 t499\" id=\"a6616\">8.608 </div><div class=\"po0 fs39 cl2 l842 t1847\" id=\"a6618\">- </div><div class=\"po0 fs39 cl2 l836 t1847\" id=\"a6620\">- </div><div class=\"po0 fs39 cl2 l837 t1847\" id=\"a6622\">- </div><div class=\"po0 fs38 cl2 l843 t499\" id=\"a6624\">8.608 </div><div class=\"po0 fs38 cl2 l833 t1848\" id=\"a6626\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n,<div class=\"d0 w828\">\u00a0</div>S.L.U. </div><div class=\"po0 fs38 cl2 l834 t1849\" id=\"a6628\">27.217 </div><div class=\"po0 fs39 cl2 l842 t1850\" id=\"a6630\">- </div><div class=\"po0 fs39 cl2 l836 t1850\" id=\"a6632\">- </div><div class=\"po0 fs39 cl2 l837 t1850\" id=\"a6634\">- </div><div class=\"po0 fs38 cl2 l838 t1849\" id=\"a6636\">27.217 </div><div class=\"po0 fs38 cl2 l833 t504\" id=\"a6638\">Otras sociedades </div><div class=\"po0 fs38 cl2 l834 t1851\" id=\"a6640\">13.797 </div><div class=\"po0 fs38 cl2 l586 t504\" id=\"a6642\">10 </div><div class=\"po0 fs38 cl2 l844 t504\" id=\"a6644\">155 </div><div class=\"po0 fs38 cl2 l845 t504\" id=\"a6646\">(155) </div><div class=\"po0 fs38 cl2 l838 t1851\" id=\"a6648\">13.807 </div><div class=\"po0 fs39 cl2 l833 t1852\" id=\"a6650\">Total </div><div class=\"po0 fs39 cl2 l846 t1852\" id=\"a6652\">117.220 </div><div class=\"po0 fs39 cl2 l835 t1852\" id=\"a6654\">434 </div><div class=\"po0 fs39 cl2 l844 t1852\" id=\"a6656\">155 </div><div class=\"po0 fs39 cl2 l845 t1852\" id=\"a6658\">(155) </div><div class=\"po0 fs39 cl2 l847 t1852\" id=\"a6660\">117.654 </div><div class=\"po0 fs14 cl2 l340 t1853\" id=\"a6664\">A continuaci\u00f3n, se<div class=\"d0 w23\">\u00a0</div>presenta la composici\u00f3n y<div class=\"d0 w164\">\u00a0</div>el movimiento de<div class=\"d0 w38\">\u00a0</div>los fondos de<div class=\"d0 w34\">\u00a0</div>comercio de las </div><div class=\"po0 fs14 cl2 l340 t1854\" id=\"a6666\">sociedades consolidadas<div class=\"d0 w473\">\u00a0</div>por el<div class=\"d0 w411\">\u00a0</div>m\u00e9todo de<div class=\"d0 w558\">\u00a0</div>integraci\u00f3n<div class=\"d0 w556\">\u00a0</div>global del<div class=\"d0 w626\">\u00a0</div>Grupo durante<div class=\"d0 w584\">\u00a0</div>el ejercicio<div class=\"d0 w825\">\u00a0</div>2023 </div><div class=\"po0 fs14 cl2 l340 t1855\" id=\"a6671\">por segmentos de negocio: </div><div class=\"po0 fs38 cl2 l848 t1856\" id=\"a6675\">Miles de euros </div><div class=\"po0 fs38 cl2 l641 t1857\" id=\"a6677\">Saldo al </div><div class=\"po0 fs38 cl2 l849 t1858\" id=\"a6678\">31.12.2022 </div><div class=\"po0 fs38 cl2 l850 t1857\" id=\"a6680\">Ajuste por </div><div class=\"po0 fs38 cl2 l851 t1858\" id=\"a6681\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l852 t1859\" id=\"a6683\">Altas </div><div class=\"po0 fs38 cl2 l853 t1859\" id=\"a6685\">Deterioro </div><div class=\"po0 fs38 cl2 l756 t1857\" id=\"a6687\">Saldo al </div><div class=\"po0 fs38 cl2 l757 t1858\" id=\"a6688\">31.12.2023 </div><div class=\"po0 fs38 cl2 l854 t1860\" id=\"a6690\">Media </div><div class=\"po0 fs38 cl2 l855 t1860\" id=\"a6692\">76.545 </div><div class=\"po0 fs38 cl2 l856 t1860\" id=\"a6694\">(1.830) </div><div class=\"po0 fs38 cl2 ls9 l857 t1860\" id=\"a6696\">155<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs38 cl2 l858 t1860\" id=\"a6698\">(155) </div><div class=\"po0 fs38 cl2 l762 t1860\" id=\"a6700\">74.715 </div><div class=\"po0 fs38 cl2 l854 t1861\" id=\"a6702\">Educaci\u00f3n </div><div class=\"po0 fs38 cl2 l855 t1861\" id=\"a6704\">40.675 </div><div class=\"po0 fs38 cl2 l859 t1861\" id=\"a6706\">2.264<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l860 t1861\" id=\"a6708\">- </div><div class=\"po0 fs38 cl2 l861 t1861\" id=\"a6710\">- </div><div class=\"po0 fs38 cl2 l762 t1861\" id=\"a6712\">42.939 </div><div class=\"po0 fs39 cl2 l854 t451\" id=\"a6714\">Total </div><div class=\"po0 fs39 cl2 l862 t451\" id=\"a6716\">117.220 </div><div class=\"po0 fs39 cl2 ls9 l863 t451\" id=\"a6718\">434<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs39 cl2 ls9 l857 t451\" id=\"a6720\">155<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs39 cl2 l858 t451\" id=\"a6722\">(155) </div><div class=\"po0 fs39 cl2 l864 t452\" id=\"a6724\">117.654</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2107\"></div><div class=\"po0 l342 t456 f0\" id=\"div_2104_XBRL_TS_738f656dea5247c3bc2de178f8a7d1ab\"><div class=\"po1 w198 h149 lh0\" id=\"TextBlockContainer2105\"><div class=\"po1 w198 z0\" id=\"TextContainer2105\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a6728\">Test de deterioro </div><div class=\"po0 fs14 cl2 l340 t1561\" id=\"a6730\">Al cierre de cada ejercicio o siempre que existan<div class=\"d0 w299\">\u00a0</div>indicios de p\u00e9rdida de valor el Grupo<div class=\"d0 w556\">\u00a0</div>procede </div><div class=\"po0 fs14 cl2 l340 t1562\" id=\"a6731\">a<div class=\"d0 w672\">\u00a0</div>estimar,<div class=\"d0 w153\">\u00a0</div>mediante<div class=\"d0 w749\">\u00a0</div>el<div class=\"d0 w598\">\u00a0</div>denominado<div class=\"d0 w194\">\u00a0</div>test<div class=\"d0 w157\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>deterioro,<div class=\"d0 w349\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>posible<div class=\"d0 w155\">\u00a0</div>existencia<div class=\"d0 w259\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>p\u00e9rdidas </div><div class=\"po0 fs14 cl2 l340 t1862\" id=\"a6732\">permanentes de<div class=\"d0 w472\">\u00a0</div>valor que<div class=\"d0 w386\">\u00a0</div>reduzcan el<div class=\"d0 w555\">\u00a0</div>valor recuperable<div class=\"d0 w830\">\u00a0</div>de los<div class=\"d0 w556\">\u00a0</div>fondos de<div class=\"d0 w558\">\u00a0</div>comercio a<div class=\"d0 w473\">\u00a0</div>un importe </div><div class=\"po0 fs14 cl2 l340 t1863\" id=\"a6734\">inferior al coste neto registrado. </div><div class=\"po0 fs14 cl2 l340 t1864\" id=\"a6737\">Para realizar el<div class=\"d0 w558\">\u00a0</div>mencionado test de<div class=\"d0 w330\">\u00a0</div>deterioro los fondos<div class=\"d0 w387\">\u00a0</div>de comercio<div class=\"d0 w561\">\u00a0</div>son asignados a<div class=\"d0 w325\">\u00a0</div>una o m\u00e1s </div><div class=\"po0 fs14 cl2 l340 t1865\" id=\"a6738\">unidades generadoras de efectivo. El valor recuperable de cada unidad generadora<div class=\"d0 w479\">\u00a0</div>de efectivo </div><div class=\"po0 fs14 cl2 l340 t1866\" id=\"a6739\">se determina como el mayor entre el valor en uso y el precio de venta neto que se obtendr\u00eda de </div><div class=\"po0 fs14 cl2 l340 t1867\" id=\"a6741\">los<div class=\"d0 w291\">\u00a0</div>activos<div class=\"d0 w222\">\u00a0</div>asociados<div class=\"d0 w287\">\u00a0</div>a<div class=\"d0 w337\">\u00a0</div>dicha<div class=\"d0 w161\">\u00a0</div>unidad<div class=\"d0 w485\">\u00a0</div>generadora<div class=\"d0 w227\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>efectivo.<div class=\"d0 w280\">\u00a0</div>En<div class=\"d0 w388\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>caso<div class=\"d0 w468\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>principales </div><div class=\"po0 fs14 cl2 l340 t1868\" id=\"a6745\">unidades<div class=\"d0 w279\">\u00a0</div>generadoras<div class=\"d0 w6\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>efectivo<div class=\"d0 w380\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>han<div class=\"d0 w269\">\u00a0</div>asignado<div class=\"d0 w372\">\u00a0</div>fondos<div class=\"d0 w382\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>comercio<div class=\"d0 w166\">\u00a0</div>(Editora </div><div class=\"po0 fs14 cl2 l340 t1869\" id=\"a6746\">Moderna,<div class=\"d0 w153\">\u00a0</div>Ltda.,<div class=\"d0 w194\">\u00a0</div>Santillana<div class=\"d0 w745\">\u00a0</div>Educa\u00e7ao<div class=\"d0 w551\">\u00a0</div>Ltda.,<div class=\"d0 w194\">\u00a0</div>Grupo<div class=\"d0 w195\">\u00a0</div>Latino<div class=\"d0 w193\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>Radiodifusi\u00f3n<div class=\"d0 w831\">\u00a0</div>Chile,<div class=\"d0 w649\">\u00a0</div>Ltda., </div><div class=\"po0 fs14 cl2 l340 t1870\" id=\"a6750\">Sociedad Espa\u00f1ola<div class=\"d0 w283\">\u00a0</div>de Radiodifusi\u00f3n,<div class=\"d0 w480\">\u00a0</div>S.L.U. y<div class=\"d0 w164\">\u00a0</div>Propulsora Monta\u00f1esa,<div class=\"d0 w264\">\u00a0</div>S.A. (estas<div class=\"d0 w172\">\u00a0</div>dos \u00faltimas </div><div class=\"po0 fs14 cl2 l340 t1871\" id=\"a6756\">filiales<div class=\"d0 w231\">\u00a0</div>pertenecen a<div class=\"d0 w469\">\u00a0</div>una misma<div class=\"d0 w170\">\u00a0</div>unidad<div class=\"d0 w33\">\u00a0</div>generadora<div class=\"d0 w24\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>efectivo)),<div class=\"d0 w246\">\u00a0</div>su<div class=\"d0 w50\">\u00a0</div>valor<div class=\"d0 w49\">\u00a0</div>recuperable se<div class=\"d0 w382\">\u00a0</div>ha </div><div class=\"po0 fs14 cl2 l340 t1872\" id=\"a6759\">calculado en base al valor en uso de las mismas.<div class=\"d0 w832\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1873\" id=\"a6765\">El valor en uso<div class=\"d0 w354\">\u00a0</div>se ha calculado<div class=\"d0 w251\">\u00a0</div>a partir de los<div class=\"d0 w330\">\u00a0</div>flujos futuros de efectivo<div class=\"d0 w403\">\u00a0</div>estimados a partir<div class=\"d0 w556\">\u00a0</div>de los </div><div class=\"po0 fs14 cl2 l340 t1874\" id=\"a6766\">planes de negocio<div class=\"d0 w725\">\u00a0</div>m\u00e1s recientes<div class=\"d0 w479\">\u00a0</div>elaborados por<div class=\"d0 w141\">\u00a0</div>la direcci\u00f3n<div class=\"d0 w386\">\u00a0</div>del Grupo. Estos<div class=\"d0 w330\">\u00a0</div>planes incorporan </div><div class=\"po0 fs14 cl2 l340 t1875\" id=\"a6767\">las<div class=\"d0 w376\">\u00a0</div>mejores<div class=\"d0 w2\">\u00a0</div>estimaciones<div class=\"d0 w297\">\u00a0</div>disponibles<div class=\"d0 w380\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>ingresos<div class=\"d0 w474\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>costes<div class=\"d0 w377\">\u00a0</div>de<div class=\"d0 w336\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>unidades<div class=\"d0 w249\">\u00a0</div>generadoras<div class=\"d0 w6\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1876\" id=\"a6770\">efectivo utilizando previsiones sectoriales y expectativas futuras. </div></div></div></div></div><div class=\"po1 w502 h150 lh0\" id=\"TextBlockContainer2117\"><div class=\"po0 l342 t756 f0\" id=\"div_2114_XBRL_TS_738f656dea5247c3bc2de178f8a7d1ab_1\"><div class=\"po1 w502 h150 lh0\" id=\"TextBlockContainer2115\"><img 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2115\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a6782\">Estas<div class=\"d0 w351\">\u00a0</div>previsiones<div class=\"d0 w242\">\u00a0</div>futuras<div class=\"d0 w401\">\u00a0</div>cubren<div class=\"d0 w400\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>pr\u00f3ximos<div class=\"d0 w397\">\u00a0</div>cinco<div class=\"d0 w706\">\u00a0</div>a\u00f1os,<div class=\"d0 w541\">\u00a0</div>incluyendo<div class=\"d0 w611\">\u00a0</div>un<div class=\"d0 w191\">\u00a0</div>valor<div class=\"d0 w417\">\u00a0</div>terminal </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a6783\">adecuado a<div class=\"d0 w31\">\u00a0</div>cada negocio,<div class=\"d0 w19\">\u00a0</div>en el<div class=\"d0 w23\">\u00a0</div>que se<div class=\"d0 w48\">\u00a0</div>aplica una tasa<div class=\"d0 w247\">\u00a0</div>de crecimiento<div class=\"d0 w24\">\u00a0</div>esperado constante que </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a6787\">var\u00eda entre el 0%y<div class=\"d0 w129\">\u00a0</div>el 2,5%, al igual que<div class=\"d0 w26\">\u00a0</div>en el ejercicio 2023. Las<div class=\"d0 w396\">\u00a0</div>tasas<div class=\"d0 w112\">\u00a0</div>de crecimiento esperadas </div><div class=\"po0 fs14 cl2 l362 t817\" id=\"a6798\">que se han utilizado para los test de deterioro m\u00e1s relevantes<div class=\"d0 w85\">\u00a0</div>son las siguientes: </div><div class=\"po0 fs14 cl2 l362 t819\" id=\"a6806\">-</div><div class=\"po0 fs14 cl2 l382 t819\" id=\"a6808\">Editora Moderna, Ltda.: entre 0% y 0,75% en 2024 y 2023. </div><div class=\"po0 fs14 cl2 l362 t1877\" id=\"a6810\">-</div><div class=\"po0 fs14 cl2 l382 t1877\" id=\"a6812\">Santillana Educa\u00e7ao Ltda.: entre 0% y 0,75% en 2024 y 2023. </div><div class=\"po0 fs14 cl2 l362 t1878\" id=\"a6816\">-</div><div class=\"po0 fs14 cl2 l382 t1878\" id=\"a6818\">Grupo Latino de Radiodifusi\u00f3n Chile, Ltda.: entre<div class=\"d0 w515\">\u00a0</div>0,75% y 1,5%<div class=\"d0 w833\">\u00a0</div>en 2024 y 2023. </div><div class=\"po0 fs14 cl2 l362 t1879\" id=\"a6822\">-</div><div class=\"po0 fs14 cl2 l382 t1879\" id=\"a6824\">Sociedad Espa\u00f1ola de Radiofusi\u00f3n, S.L.U. y Propulsora Monta\u00f1esa, S.A.: entre<div class=\"d0 w24\">\u00a0</div>0% y 0,75% </div><div class=\"po0 fs14 cl2 l382 t1880\" id=\"a6828\">en 2024 y 2023. </div><div class=\"po0 fs14 cl2 l340 t1881\" id=\"a6831\">Las tasas de crecimiento anteriores son razonables<div class=\"d0 w341\">\u00a0</div>y est\u00e1n acordes al pa\u00eds y mercado en los<div class=\"d0 w354\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t1882\" id=\"a6833\">opera<div class=\"d0 w285\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo,<div class=\"d0 w232\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>no<div class=\"d0 w475\">\u00a0</div>superan<div class=\"d0 w237\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>crecimiento<div class=\"d0 w483\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>largo<div class=\"d0 w344\">\u00a0</div>plazo<div class=\"d0 w289\">\u00a0</div>estimado<div class=\"d0 w367\">\u00a0</div>con<div class=\"d0 w389\">\u00a0</div>sus<div class=\"d0 w282\">\u00a0</div>proyecciones, </div><div class=\"po0 fs14 cl2 l340 t1883\" id=\"a6834\">considerando el grado de madurez de los negocios afectados. </div><div class=\"po0 fs14 cl2 l362 t1884\" id=\"a6837\">A efectos de calcular el valor actual de estos flujos, se descuentan<div class=\"d0 w328\">\u00a0</div>a una tasa que refleja el coste </div><div class=\"po0 fs14 cl2 l362 t1885\" id=\"a6838\">medio<div class=\"d0 w834\">\u00a0</div>ponderado<div class=\"d0 w835\">\u00a0</div>del<div class=\"d0 w301\">\u00a0</div>capital<div class=\"d0 w217\">\u00a0</div>empleado<div class=\"d0 w452\">\u00a0</div>ajustado<div class=\"d0 w836\">\u00a0</div>por<div class=\"d0 w660\">\u00a0</div>el<div class=\"d0 w657\">\u00a0</div>riesgo<div class=\"d0 w710\">\u00a0</div>pa\u00eds<div class=\"d0 w579\">\u00a0</div>y<div class=\"d0 w610\">\u00a0</div>riesgo<div class=\"d0 w710\">\u00a0</div>negocio </div><div class=\"po0 fs14 cl2 l362 t1886\" id=\"a6839\">correspondiente<div class=\"d0 w717\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>cada<div class=\"d0 w278\">\u00a0</div>unidad<div class=\"d0 w718\">\u00a0</div>generadora<div class=\"d0 w442\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>efectivo.<div class=\"d0 w435\">\u00a0</div>As\u00ed,<div class=\"d0 w442\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>ejercicio<div class=\"d0 w503\">\u00a0</div>2024<div class=\"d0 w210\">\u00a0</div>las<div class=\"d0 w504\">\u00a0</div>tasas </div><div class=\"po0 fs14 cl2 l362 t1887\" id=\"a6841\">utilizadas (excluyendo Argentina,<div class=\"d0 w837\">\u00a0</div>sin fondo de comercio<div class=\"d0 w329\">\u00a0</div>asociado)<div class=\"d0 w677\">\u00a0</div>se han situado entre el<div class=\"d0 w532\">\u00a0</div>8,0% </div><div class=\"po0 fs14 cl2 l362 t438\" id=\"a6848\">y el<div class=\"d0 w223\">\u00a0</div>27,0% (8,0%<div class=\"d0 w63\">\u00a0</div>y el<div class=\"d0 w111\">\u00a0</div>20,0% en<div class=\"d0 w47\">\u00a0</div>el ejercicio<div class=\"d0 w395\">\u00a0</div>2023) en<div class=\"d0 w286\">\u00a0</div>funci\u00f3n del negocio<div class=\"d0 w172\">\u00a0</div>objeto de<div class=\"d0 w33\">\u00a0</div>an\u00e1lisis. Las </div><div class=\"po0 fs14 cl2 l362 t1888\" id=\"a6859\">tasas<div class=\"d0 w276\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>descuento<div class=\"d0 w282\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>han<div class=\"d0 w373\">\u00a0</div>utilizado<div class=\"d0 w170\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w447\">\u00a0</div>test<div class=\"d0 w336\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>deterioro<div class=\"d0 w287\">\u00a0</div>m\u00e1s<div class=\"d0 w586\">\u00a0</div>relevantes<div class=\"d0 w288\">\u00a0</div>son<div class=\"d0 w272\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l362 t1889\" id=\"a6869\">siguientes: </div><div class=\"po0 fs14 cl2 l362 t1890\" id=\"a6872\">-</div><div class=\"po0 fs14 cl2 l382 t1890\" id=\"a6874\">Editora<div class=\"d0 w388\">\u00a0</div>Moderna,<div class=\"d0 w586\">\u00a0</div>Ltda.:<div class=\"d0 w160\">\u00a0</div>entre<div class=\"d0 w382\">\u00a0</div>18%<div class=\"d0 w377\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>19%<div class=\"d0 w279\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>2024<div class=\"d0 w382\">\u00a0</div>(entre<div class=\"d0 w294\">\u00a0</div>19%<div class=\"d0 w249\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>20%<div class=\"d0 w161\">\u00a0</div>ajustando<div class=\"d0 w285\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>tasa </div><div class=\"po0 fs14 cl2 l382 t1891\" id=\"a6887\">impositiva) y entre 14% y 15% en 2023. </div><div class=\"po0 fs14 cl2 l362 t1892\" id=\"a6890\">-</div><div class=\"po0 fs14 cl2 l382 t1892\" id=\"a6892\">Santillana<div class=\"d0 w247\">\u00a0</div>Educa\u00e7ao<div class=\"d0 w361\">\u00a0</div>Ltda:<div class=\"d0 w248\">\u00a0</div>entre<div class=\"d0 w295\">\u00a0</div>18%<div class=\"d0 w165\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>19%<div class=\"d0 w391\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>2024<div class=\"d0 w293\">\u00a0</div>(entre<div class=\"d0 w167\">\u00a0</div>19%<div class=\"d0 w286\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>20%<div class=\"d0 w484\">\u00a0</div>ajustando<div class=\"d0 w228\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>tasa </div><div class=\"po0 fs14 cl2 l382 t1893\" id=\"a6901\">impositiva) y entre 14% y 15% en 2023. </div><div class=\"po0 fs14 cl2 l362 t1894\" id=\"a6903\">-</div><div class=\"po0 fs14 cl2 l382 t1894\" id=\"a6905\">Grupo Latino de Radiodifusi\u00f3n Chile, Ltda.: entre 8,5%<div class=\"d0 w838\">\u00a0</div>y 9,5%<div class=\"d0 w839\">\u00a0</div>en 2024 (entre 9,5% y 10,5% </div><div class=\"po0 fs14 cl2 l382 t1895\" id=\"a6914\">ajustando la tasa impositiva) y entre 9% y 10% en 2023. </div><div class=\"po0 fs14 cl2 l362 t1896\" id=\"a6916\">-</div><div class=\"po0 fs14 cl2 l382 t1896\" id=\"a6918\">Sociedad Espa\u00f1ola de Radiofusi\u00f3n, S.L.U. y Propulsora Monta\u00f1esa, S.A.: entre 8% y 9%<div class=\"d0 w32\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l382 t1897\" id=\"a6926\">2024 (entre 9% y 10% ajustando la tasa impositiva) y 2023. </div><div class=\"po0 fs14 cl2 l340 t1898\" id=\"a6934\">Las tasas de<div class=\"d0 w395\">\u00a0</div>descuento a 31 de<div class=\"d0 w50\">\u00a0</div>diciembre de 2024 se<div class=\"d0 w55\">\u00a0</div>mantuvieron en l\u00ednea respecto<div class=\"d0 w27\">\u00a0</div>al ejercicio </div><div class=\"po0 fs14 cl2 l340 t1899\" id=\"a6940\">2023,<div class=\"d0 w408\">\u00a0</div>excepto<div class=\"d0 w194\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>caso<div class=\"d0 w511\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>Educaci\u00f3n<div class=\"d0 w511\">\u00a0</div>en<div class=\"d0 w601\">\u00a0</div>Brasil,<div class=\"d0 w511\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>ha<div class=\"d0 w255\">\u00a0</div>visto<div class=\"d0 w194\">\u00a0</div>incrementada,<div class=\"d0 w189\">\u00a0</div>debido </div><div class=\"po0 fs14 cl2 l340 t1900\" id=\"a6944\">principalmente al<div class=\"d0 w228\">\u00a0</div>incremento del<div class=\"d0 w201\">\u00a0</div>coste del<div class=\"d0 w63\">\u00a0</div>endeudamiento estimado<div class=\"d0 w39\">\u00a0</div>en dicho<div class=\"d0 w32\">\u00a0</div>pa\u00eds, motivado </div><div class=\"po0 fs14 cl2 l340 t1901\" id=\"a6956\">por la evoluci\u00f3n del actual entorno macroecon\u00f3mico.<div class=\"d0 w840\">\u00a0</div></div><div class=\"po0 fs26 cl2 l362 t1902\" id=\"a6959\">Hip\u00f3tesis clave- </div><div class=\"po0 fs14 cl2 l340 t1903\" id=\"a6963\">Se describe a continuaci\u00f3n<div class=\"d0 w327\">\u00a0</div>las principales palancas<div class=\"d0 w329\">\u00a0</div>de ingresos de<div class=\"d0 w140\">\u00a0</div>los negocios anteriores,<div class=\"d0 w498\">\u00a0</div>como </div><div class=\"po0 fs14 cl2 l340 t1904\" id=\"a6966\">hip\u00f3tesis clave para<div class=\"d0 w329\">\u00a0</div>la elaboraci\u00f3n<div class=\"d0 w557\">\u00a0</div>de sus proyecciones,<div class=\"d0 w300\">\u00a0</div>considerando adem\u00e1s<div class=\"d0 w299\">\u00a0</div>que es la<div class=\"d0 w488\">\u00a0</div>variable </div><div class=\"po0 fs14 cl2 l340 t1905\" id=\"a6967\">con un mayor componente de juicio para su estimaci\u00f3n:<div class=\"d0 w250\">\u00a0</div></div><div class=\"po0 fs33 cl2 l865 t1906\" id=\"a6970\">-</div><div class=\"po0 fs14 cl2 l866 t1907\" id=\"a6972\">Editora Moderna Ltda.:</div><div class=\"po0 fs26 cl2 l867 t1908\" id=\"a6975\">Evoluci\u00f3n de<div class=\"d0 w171\">\u00a0</div>los ciclos<div class=\"d0 w366\">\u00a0</div>de compra<div class=\"d0 w49\">\u00a0</div>p\u00fablica</div><div class=\"po0 fs14 cl2 l868 t1909\" id=\"a6976\"><div class=\"d0 w137\">\u00a0</div>\u2013 La<div class=\"d0 w9\">\u00a0</div>Direcci\u00f3n ha<div class=\"d0 w48\">\u00a0</div>tenido en<div class=\"d0 w369\">\u00a0</div>cuenta la<div class=\"d0 w39\">\u00a0</div>evoluci\u00f3n </div><div class=\"po0 fs14 cl2 l867 t1910\" id=\"a6980\">hist\u00f3rica<div class=\"d0 w480\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>esta<div class=\"d0 w368\">\u00a0</div>variable,<div class=\"d0 w296\">\u00a0</div>fundamentalmente<div class=\"d0 w234\">\u00a0</div>con<div class=\"d0 w264\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>pedidos<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>compra<div class=\"d0 w24\">\u00a0</div>p\u00fablica<div class=\"d0 w295\">\u00a0</div>del </div></div></div></div></div><div class=\"po1 w844 h88 lh0\" id=\"TextBlockContainer2126\"><div class=\"po0 l342 t756 f0\" id=\"div_2123_XBRL_TS_738f656dea5247c3bc2de178f8a7d1ab_2\"><div class=\"po1 w844 h88 lh0\" id=\"TextBlockContainer2124\"><img alt=\"doc2p9i1\" class=\"po0 l471 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l472 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w844 z0\" id=\"TextContainer2124\"><div class=\"po0 fs14 cl2 l869 t756\" id=\"a6990\">Programa<div class=\"d0 w841\">\u00a0</div>Nacional<div class=\"d0 w496\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>Libros<div class=\"d0 w432\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>Material<div class=\"d0 w398\">\u00a0</div>Did\u00e1ctico<div class=\"d0 w378\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>Brasil<div class=\"d0 w263\">\u00a0</div>\u2013<div class=\"d0 w439\">\u00a0</div>PNLD,<div class=\"d0 w460\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>cual<div class=\"d0 w467\">\u00a0</div>est\u00e1 </div><div class=\"po0 fs14 cl2 l869 t1911\" id=\"a6994\">afectado por los citados programas de compra en cada a\u00f1o.<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs14 cl2 l457 t1912\" id=\"a6997\">A efectos informativos,<div class=\"d0 w26\">\u00a0</div>el CAGR (tasa de<div class=\"d0 w33\">\u00a0</div>crecimiento anual compuesto) de los<div class=\"d0 w361\">\u00a0</div>ingresos </div><div class=\"po0 fs14 cl2 l457 t1913\" id=\"a6998\">por<div class=\"d0 w345\">\u00a0</div>venta<div class=\"d0 w229\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>libros<div class=\"d0 w31\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>periodo<div class=\"d0 w484\">\u00a0</div>considerado<div class=\"d0 w543\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>proyecciones<div class=\"d0 w518\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2024<div class=\"d0 w293\">\u00a0</div>es </div><div class=\"po0 fs14 cl2 l457 t1914\" id=\"a6999\">similar a los<div class=\"d0 w418\">\u00a0</div>utilizados en el<div class=\"d0 w39\">\u00a0</div>test de deterioro del<div class=\"d0 w22\">\u00a0</div>ejercicio 2023. A<div class=\"d0 w31\">\u00a0</div>estos efectos, se debe </div><div class=\"po0 fs14 cl2 l457 t1915\" id=\"a7004\">considerar que se trata de un negocio afectado por los ciclos educativos<div class=\"d0 w251\">\u00a0</div>de ense\u00f1anza. </div><div class=\"po0 fs33 cl2 l340 t959\" id=\"a7007\">-</div><div class=\"po0 fs14 cl2 l457 t1916\" id=\"a7009\">Santillana Educa\u00e7ao Ltda.: </div><div class=\"po0 fs26 cl2 l869 t1917\" id=\"a7013\">Evoluci\u00f3n<div class=\"d0 w223\">\u00a0</div>del<div class=\"d0 w248\">\u00a0</div>mercado<div class=\"d0 w58\">\u00a0</div>de<div class=\"d0 w539\">\u00a0</div>ense\u00f1anza<div class=\"d0 w23\">\u00a0</div>privada </div><div class=\"po0 fs14 cl2 l870 t1918\" id=\"a7014\">\u2013<div class=\"d0 w293\">\u00a0</div>La<div class=\"d0 w164\">\u00a0</div>Direcci\u00f3n<div class=\"d0 w47\">\u00a0</div>adapta<div class=\"d0 w367\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>proyecciones<div class=\"d0 w518\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l869 t1919\" id=\"a7017\">mercado<div class=\"d0 w565\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>educaci\u00f3n<div class=\"d0 w442\">\u00a0</div>a<div class=\"d0 w194\">\u00a0</div>las<div class=\"d0 w431\">\u00a0</div>circunstancias<div class=\"d0 w401\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>entorno<div class=\"d0 w442\">\u00a0</div>macroecon\u00f3mico<div class=\"d0 w204\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>Brasil </div><div class=\"po0 fs14 cl2 l869 t1920\" id=\"a7018\">(principalmente PIB<div class=\"d0 w169\">\u00a0</div>e inflaci\u00f3n)<div class=\"d0 w234\">\u00a0</div>y del<div class=\"d0 w420\">\u00a0</div>sector educativo.<div class=\"d0 w31\">\u00a0</div>En cuanto<div class=\"d0 w223\">\u00a0</div>a las<div class=\"d0 w419\">\u00a0</div>tendencias del </div><div class=\"po0 fs14 cl2 l869 t1921\" id=\"a7021\">sector<div class=\"d0 w27\">\u00a0</div>educativo, el<div class=\"d0 w404\">\u00a0</div>mercado privado<div class=\"d0 w483\">\u00a0</div>sigue manteniendo<div class=\"d0 w483\">\u00a0</div>cierto nivel<div class=\"d0 w404\">\u00a0</div>de madurez<div class=\"d0 w380\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l869 t1922\" id=\"a7022\">niveles<div class=\"d0 w741\">\u00a0</div>estables<div class=\"d0 w842\">\u00a0</div>en<div class=\"d0 w308\">\u00a0</div>las<div class=\"d0 w622\">\u00a0</div>matr\u00edculas<div class=\"d0 w220\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>alumnos<div class=\"d0 w309\">\u00a0</div>y<div class=\"d0 w836\">\u00a0</div>en<div class=\"d0 w310\">\u00a0</div>el<div class=\"d0 w629\">\u00a0</div>que<div class=\"d0 w705\">\u00a0</div>los<div class=\"d0 w358\">\u00a0</div>colegios<div class=\"d0 w302\">\u00a0</div>buscan </div><div class=\"po0 fs14 cl2 l869 t1059\" id=\"a7027\">diferenciarse.<div class=\"d0 w281\">\u00a0</div>Esto<div class=\"d0 w245\">\u00a0</div>hace<div class=\"d0 w338\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>ofertas<div class=\"d0 w287\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>servicios<div class=\"d0 w226\">\u00a0</div>educativos<div class=\"d0 w343\">\u00a0</div>h\u00edbridos<div class=\"d0 w248\">\u00a0</div>(impresos<div class=\"d0 w343\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l869 t913\" id=\"a7028\">digitales) sigan creciendo<div class=\"d0 w143\">\u00a0</div>en detrimento de<div class=\"d0 w148\">\u00a0</div>los libros<div class=\"d0 w267\">\u00a0</div>tradicionales de<div class=\"d0 w561\">\u00a0</div>texto. En conjunto, </div><div class=\"po0 fs14 cl2 l869 t1923\" id=\"a7030\">se estima<div class=\"d0 w484\">\u00a0</div>ligero crecimiento basado<div class=\"d0 w58\">\u00a0</div>principalmente en<div class=\"d0 w9\">\u00a0</div>los crecimientos de<div class=\"d0 w230\">\u00a0</div>sistemas de </div><div class=\"po0 fs14 cl2 l869 t1924\" id=\"a7031\">ense\u00f1anza.<div class=\"d0 w843\">\u00a0</div></div><div class=\"po0 fs14 cl2 l457 t1925\" id=\"a7034\">A efectos informativos, el CAGR de los ingresos por<div class=\"d0 w515\">\u00a0</div>venta de sistemas de ense\u00f1anza del </div><div class=\"po0 fs14 cl2 l457 t1926\" id=\"a7035\">periodo considerado<div class=\"d0 w367\">\u00a0</div>en las<div class=\"d0 w404\">\u00a0</div>proyecciones del<div class=\"d0 w486\">\u00a0</div>ejercicio 2024<div class=\"d0 w486\">\u00a0</div>es<div class=\"d0 w34\">\u00a0</div>tres puntos<div class=\"d0 w539\">\u00a0</div>porcentuales </div><div class=\"po0 fs14 cl2 l457 t1927\" id=\"a7039\">inferior a los utilizados en<div class=\"d0 w19\">\u00a0</div>el test de deterioro del ejercicio 2023.<div class=\"d0 w129\">\u00a0</div>A estos efectos, se debe </div><div class=\"po0 fs14 cl2 l457 t1928\" id=\"a7046\">considerar<div class=\"d0 w615\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>trata<div class=\"d0 w160\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>negocio<div class=\"d0 w222\">\u00a0</div>afectado<div class=\"d0 w228\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>novedades<div class=\"d0 w391\">\u00a0</div>curriculares<div class=\"d0 w287\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l457 t1929\" id=\"a7047\">ense\u00f1anza. </div><div class=\"po0 fs33 cl2 l340 t1930\" id=\"a7050\">-</div><div class=\"po0 fs14 cl2 l457 t1931\" id=\"a7052\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U.,<div class=\"d0 w550\">\u00a0</div>Propulsora Monta\u00f1esa, S.A y Grupo<div class=\"d0 w324\">\u00a0</div>Latino </div><div class=\"po0 fs14 cl2 l457 t1932\" id=\"a7055\">de Radiodifusi\u00f3n Chile, Ltda:<div class=\"d0 w762\">\u00a0</div></div><div class=\"po0 fs26 cl2 l457 t1933\" id=\"a7058\">Evoluci\u00f3n del mercado de publicidad</div><div class=\"po0 fs14 cl2 l871 t1934\" id=\"a7059\"><div class=\"d0 w352\">\u00a0</div>\u2013 La Direcci\u00f3n<div class=\"d0 w332\">\u00a0</div>adapta las proyecciones del<div class=\"d0 w478\">\u00a0</div>mercado de </div><div class=\"po0 fs14 cl2 l457 t1935\" id=\"a7063\">publicidad<div class=\"d0 w395\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>circunstancias<div class=\"d0 w55\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>entorno<div class=\"d0 w228\">\u00a0</div>macroecon\u00f3mico<div class=\"d0 w18\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>Espa\u00f1a<div class=\"d0 w295\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>Chile<div class=\"d0 w518\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l457 t1898\" id=\"a7064\">sector<div class=\"d0 w27\">\u00a0</div>publicitario en<div class=\"d0 w223\">\u00a0</div>particular. En<div class=\"d0 w280\">\u00a0</div>ese sentido,<div class=\"d0 w172\">\u00a0</div>se tiene<div class=\"d0 w166\">\u00a0</div>en cuenta<div class=\"d0 w232\">\u00a0</div>las estimaciones<div class=\"d0 w167\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l457 t1936\" id=\"a7065\">mercado<div class=\"d0 w239\">\u00a0</div>realizadas<div class=\"d0 w48\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>PwC<div class=\"d0 w367\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>su<div class=\"d0 w345\">\u00a0</div>informe<div class=\"d0 w223\">\u00a0</div>\u201cGlobal Entertainment<div class=\"d0 w277\">\u00a0</div>&amp;<div class=\"d0 w171\">\u00a0</div>Media<div class=\"d0 w295\">\u00a0</div>Outlook </div><div class=\"po0 fs14 cl2 l457 t1937\" id=\"a7067\">2023-2027\u201d<div class=\"d0 w344\">\u00a0</div>(que<div class=\"d0 w39\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>difieren<div class=\"d0 w333\">\u00a0</div>apenas<div class=\"d0 w361\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las<div class=\"d0 w8\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>informe<div class=\"d0 w7\">\u00a0</div>2024-2028)<div class=\"d0 w395\">\u00a0</div>e<div class=\"d0 w295\">\u00a0</div>i2P.<div class=\"d0 w200\">\u00a0</div>Asimismo,<div class=\"d0 w59\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l457 t1938\" id=\"a7084\">Grupo<div class=\"d0 w340\">\u00a0</div>tiene<div class=\"d0 w2\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>cuenta<div class=\"d0 w227\">\u00a0</div>su<div class=\"d0 w274\">\u00a0</div>experiencia<div class=\"d0 w391\">\u00a0</div>pasada<div class=\"d0 w274\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>sector<div class=\"d0 w2\">\u00a0</div>radiof\u00f3nico,<div class=\"d0 w162\">\u00a0</div>considerando </div><div class=\"po0 fs14 cl2 l457 t1939\" id=\"a7085\">adem\u00e1s<div class=\"d0 w212\">\u00a0</div>su<div class=\"d0 w717\">\u00a0</div>posicionamiento<div class=\"d0 w717\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>t\u00e9rminos<div class=\"d0 w465\">\u00a0</div>de<div class=\"d0 w544\">\u00a0</div>cuotas<div class=\"d0 w533\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>participaci\u00f3n<div class=\"d0 w715\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>mercado </div><div class=\"po0 fs14 cl2 l457 t1940\" id=\"a7088\">publicitario. </div><div class=\"po0 fs14 cl2 l457 t1941\" id=\"a7091\">Finalmente, y a<div class=\"d0 w200\">\u00a0</div>efectos informativos, el CAGR<div class=\"d0 w231\">\u00a0</div>de los ingresos<div class=\"d0 w20\">\u00a0</div>publicitarios del periodo </div><div class=\"po0 fs14 cl2 l457 t1942\" id=\"a7092\">considerado<div class=\"d0 w517\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>proyecciones<div class=\"d0 w404\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2024<div class=\"d0 w119\">\u00a0</div>es<div class=\"d0 w175\">\u00a0</div>aproximadamente<div class=\"d0 w486\">\u00a0</div>similar<div class=\"d0 w173\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l457 t1943\" id=\"a7098\">utilizados<div class=\"d0 w363\">\u00a0</div>en<div class=\"d0 w355\">\u00a0</div>el<div class=\"d0 w575\">\u00a0</div>test<div class=\"d0 w579\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>deterioro<div class=\"d0 w303\">\u00a0</div>del<div class=\"d0 w181\">\u00a0</div>ejercicio<div class=\"d0 w185\">\u00a0</div>2023<div class=\"d0 w186\">\u00a0</div>para<div class=\"d0 w355\">\u00a0</div>Sociedad<div class=\"d0 w569\">\u00a0</div>Espa\u00f1ola<div class=\"d0 w748\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l457 t1944\" id=\"a7101\">Radiodifusi\u00f3n, S.L.U. En<div class=\"d0 w147\">\u00a0</div>el caso<div class=\"d0 w251\">\u00a0</div>de Grupo<div class=\"d0 w332\">\u00a0</div>Latino de<div class=\"d0 w113\">\u00a0</div>Radiodifusi\u00f3n Chile,<div class=\"d0 w515\">\u00a0</div>Ltda., el<div class=\"d0 w414\">\u00a0</div>CAGR </div><div class=\"po0 fs14 cl2 l457 t1945\" id=\"a7109\">de<div class=\"d0 w167\">\u00a0</div>esos<div class=\"d0 w167\">\u00a0</div>mismos<div class=\"d0 w245\">\u00a0</div>ingresos<div class=\"d0 w26\">\u00a0</div>para<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>periodo<div class=\"d0 w484\">\u00a0</div>considerado<div class=\"d0 w19\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>proyecciones<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2024<div class=\"d0 w343\">\u00a0</div>es </div><div class=\"po0 fs14 cl2 l457 t1946\" id=\"a7113\">superior en aproximadamente<div class=\"d0 w96\">\u00a0</div>un punto<div class=\"d0 w299\">\u00a0</div>porcentual a<div class=\"d0 w140\">\u00a0</div>los utilizados<div class=\"d0 w268\">\u00a0</div>en el<div class=\"d0 w140\">\u00a0</div>test de deterioro </div><div class=\"po0 fs14 cl2 l457 t1947\" id=\"a7122\">del ejercicio precedente.<div class=\"d0 w57\">\u00a0</div>En ambos casos se<div class=\"d0 w333\">\u00a0</div>ha considerado el<div class=\"d0 w21\">\u00a0</div>entorno macroecon\u00f3mico </div><div class=\"po0 fs14 cl2 l457 t1948\" id=\"a7125\">y las \u00faltimas estimaciones de mercado. </div></div></div></div></div><div class=\"po1 w681 h111 lh0\" id=\"TextBlockContainer2135\"><div class=\"po0 l468 t756 f0\" id=\"div_2132_XBRL_TS_738f656dea5247c3bc2de178f8a7d1ab_3\"><div class=\"po1 w502 h151 lh0\" id=\"TextBlockContainer2133\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2133\"><div class=\"po0 fs14 cl2 l340 t1949\" id=\"a7137\">Para<div class=\"d0 w228\">\u00a0</div>el resto<div class=\"d0 w297\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>variables<div class=\"d0 w21\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>test de<div class=\"d0 w617\">\u00a0</div>deterioro, tales<div class=\"d0 w468\">\u00a0</div>como<div class=\"d0 w50\">\u00a0</div>inversi\u00f3n en<div class=\"d0 w469\">\u00a0</div>capital<div class=\"d0 w39\">\u00a0</div>circulante, </div><div class=\"po0 fs14 cl2 l340 t1950\" id=\"a7138\">capital<div class=\"d0 w383\">\u00a0</div>fijo,<div class=\"d0 w60\">\u00a0</div>pagos<div class=\"d0 w383\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>arrendamientos y<div class=\"d0 w492\">\u00a0</div>pagos<div class=\"d0 w39\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>impuestos,<div class=\"d0 w34\">\u00a0</div>su<div class=\"d0 w344\">\u00a0</div>estimaci\u00f3n<div class=\"d0 w201\">\u00a0</div>est\u00e1<div class=\"d0 w129\">\u00a0</div>basada<div class=\"d0 w295\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l340 t1951\" id=\"a7139\">mayor medida en la<div class=\"d0 w410\">\u00a0</div>experiencia hist\u00f3rica<div class=\"d0 w251\">\u00a0</div>y actual o en<div class=\"d0 w300\">\u00a0</div>correlaci\u00f3n con otras<div class=\"d0 w328\">\u00a0</div>variables (ingresos, </div><div class=\"po0 fs14 cl2 l340 t1952\" id=\"a7141\">resultado, etc.). </div><div class=\"po0 fs26 cl2 l362 t1953\" id=\"a7144\">Resultado de los test de deterioro- </div><div class=\"po0 fs14 cl2 l362 t1954\" id=\"a7148\">De acuerdo con las estimaciones y<div class=\"d0 w299\">\u00a0</div>proyecciones de las que disponen los<div class=\"d0 w300\">\u00a0</div>Administradores de la </div><div class=\"po0 fs14 cl2 l362 t1955\" id=\"a7149\">Sociedad, las previsiones<div class=\"d0 w342\">\u00a0</div>de los flujos<div class=\"d0 w446\">\u00a0</div>de caja atribuibles<div class=\"d0 w266\">\u00a0</div>a las unidades<div class=\"d0 w267\">\u00a0</div>generadoras de efectivo </div><div class=\"po0 fs14 cl2 l362 t1956\" id=\"a7150\">a las que se encuentran asignados los distintos<div class=\"d0 w251\">\u00a0</div>fondos de comercio permiten recuperar el valor </div><div class=\"po0 fs14 cl2 l504 t1957\" id=\"a7152\">en libros de cada uno de los fondos de comercio registrados a 31 de<div class=\"d0 w402\">\u00a0</div>diciembre de 2024.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2135\"><div class=\"po0 fs26 cl2 l451 t1958\" id=\"a7155\">Sensibilidad a los cambios en las hip\u00f3tesis clave, tasa de descuento<div class=\"d0 w125\">\u00a0</div>y tasa de crecimiento esperada- </div><div class=\"po0 fs14 cl2 l451 t1387\" id=\"a7160\">El Grupo<div class=\"d0 w236\">\u00a0</div>ha realizado un<div class=\"d0 w169\">\u00a0</div>an\u00e1lisis de sensibilidad<div class=\"d0 w26\">\u00a0</div>ante una<div class=\"d0 w22\">\u00a0</div>subida de 0,5<div class=\"d0 w8\">\u00a0</div>puntos de la<div class=\"d0 w343\">\u00a0</div>tasa de </div><div class=\"po0 fs14 cl2 l451 t1388\" id=\"a7161\">descuento y<div class=\"d0 w340\">\u00a0</div>una bajada<div class=\"d0 w389\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>0,5 puntos<div class=\"d0 w280\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la tasa<div class=\"d0 w174\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>crecimiento, que<div class=\"d0 w237\">\u00a0</div>se considera<div class=\"d0 w3\">\u00a0</div>razonable, </div><div class=\"po0 fs14 cl2 l451 t1389\" id=\"a7162\">basado<div class=\"d0 w394\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>experiencia<div class=\"d0 w395\">\u00a0</div>pasada<div class=\"d0 w56\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>considerando que<div class=\"d0 w278\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>efectos<div class=\"d0 w231\">\u00a0</div>adversos<div class=\"d0 w248\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>invasi\u00f3n<div class=\"d0 w296\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t1959\" id=\"a7164\">Ucrania<div class=\"d0 w467\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>entorno<div class=\"d0 w719\">\u00a0</div>macroecon\u00f3mico<div class=\"d0 w699\">\u00a0</div>ya<div class=\"d0 w465\">\u00a0</div>est\u00e1n<div class=\"d0 w496\">\u00a0</div>recogidos<div class=\"d0 w434\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>manera<div class=\"d0 w739\">\u00a0</div>significativa<div class=\"d0 w611\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l451 t1960\" id=\"a7167\">elaboraci\u00f3n de<div class=\"d0 w172\">\u00a0</div>las proyecciones<div class=\"d0 w484\">\u00a0</div>financieras. Asimismo,<div class=\"d0 w246\">\u00a0</div>se incluye<div class=\"d0 w483\">\u00a0</div>un an\u00e1lisis<div class=\"d0 w345\">\u00a0</div>de sensibilidad </div><div class=\"po0 fs14 cl2 l451 t1961\" id=\"a7168\">ante un descenso del 5% en los principales ingresos de los negocios. </div><div class=\"po0 fs33 cl2 l451 t1962\" id=\"a7172\">-</div><div class=\"po0 fs14 cl2 l873 t1963\" id=\"a7174\">Editora Moderna, Ltda. </div><div class=\"po0 fs14 cl2 l469 t1964\" id=\"a7177\">Para determinar<div class=\"d0 w480\">\u00a0</div>la sensibilidad del<div class=\"d0 w539\">\u00a0</div>c\u00e1lculo del<div class=\"d0 w55\">\u00a0</div>valor en<div class=\"d0 w230\">\u00a0</div>uso ante<div class=\"d0 w200\">\u00a0</div>cambios en<div class=\"d0 w57\">\u00a0</div>las hip\u00f3tesis </div><div class=\"po0 fs14 cl2 l469 t1965\" id=\"a7178\">b\u00e1sicas,<div class=\"d0 w297\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>ha<div class=\"d0 w340\">\u00a0</div>incrementado<div class=\"d0 w235\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>0,5%<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>tasa<div class=\"d0 w226\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>descuento.<div class=\"d0 w517\">\u00a0</div>En<div class=\"d0 w388\">\u00a0</div>este<div class=\"d0 w161\">\u00a0</div>caso,<div class=\"d0 w3\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>importe </div><div class=\"po0 fs14 cl2 l469 t1966\" id=\"a7180\">recuperable exceder\u00eda<div class=\"d0 w389\">\u00a0</div>el valor<div class=\"d0 w199\">\u00a0</div>en libros<div class=\"d0 w389\">\u00a0</div>en aproximadamente<div class=\"d0 w250\">\u00a0</div>94 millones<div class=\"d0 w248\">\u00a0</div>de euros.<div class=\"d0 w248\">\u00a0</div>En el </div><div class=\"po0 fs14 cl2 l469 t1967\" id=\"a7187\">caso de que la tasa de<div class=\"d0 w27\">\u00a0</div>crecimiento esperada a partir del quinto a\u00f1o se redujera en<div class=\"d0 w50\">\u00a0</div>un 0,5%, </div><div class=\"po0 fs14 cl2 l469 t1968\" id=\"a7188\">el<div class=\"d0 w235\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>recuperable<div class=\"d0 w333\">\u00a0</div>exceder\u00eda<div class=\"d0 w480\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>libros<div class=\"d0 w293\">\u00a0</div>en<div class=\"d0 w239\">\u00a0</div>aproximadamente<div class=\"d0 w31\">\u00a0</div>95<div class=\"d0 w293\">\u00a0</div>millones<div class=\"d0 w238\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l469 t1969\" id=\"a7194\">euros. </div><div class=\"po0 fs14 cl2 l469 t1273\" id=\"a7198\">Asimismo, ante una reducci\u00f3n<div class=\"d0 w353\">\u00a0</div>del 5% en las estimaciones<div class=\"d0 w324\">\u00a0</div>de crecimiento de los ingresos<div class=\"d0 w326\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l469 t1274\" id=\"a7199\">libros y formaci\u00f3n el<div class=\"d0 w332\">\u00a0</div>valor recuperable ser\u00eda<div class=\"d0 w326\">\u00a0</div>superior al valor en libros<div class=\"d0 w324\">\u00a0</div>a 31 de diciembre<div class=\"d0 w472\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l469 t1275\" id=\"a7200\">2024 en aproximadamente 48 millones de euros. </div><div class=\"po0 fs33 cl2 l509 t1970\" id=\"a7203\">-</div><div class=\"po0 fs14 cl2 l874 t1971\" id=\"a7205\">Santillana Educa\u00e7ao Ltda.: </div><div class=\"po0 fs14 cl2 l469 t1972\" id=\"a7209\">Para determinar<div class=\"d0 w480\">\u00a0</div>la sensibilidad del<div class=\"d0 w539\">\u00a0</div>c\u00e1lculo del<div class=\"d0 w55\">\u00a0</div>valor en<div class=\"d0 w230\">\u00a0</div>uso ante<div class=\"d0 w200\">\u00a0</div>cambios en<div class=\"d0 w57\">\u00a0</div>las hip\u00f3tesis </div><div class=\"po0 fs14 cl2 l469 t1973\" id=\"a7210\">b\u00e1sicas,<div class=\"d0 w297\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>ha<div class=\"d0 w340\">\u00a0</div>incrementado<div class=\"d0 w235\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>0,5%<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>tasa<div class=\"d0 w226\">\u00a0</div>de<div class=\"d0 w492\">\u00a0</div>descuento.<div class=\"d0 w338\">\u00a0</div>En<div class=\"d0 w388\">\u00a0</div>este<div class=\"d0 w161\">\u00a0</div>caso,<div class=\"d0 w3\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>importe </div><div class=\"po0 fs14 cl2 l469 t1974\" id=\"a7212\">recuperable exceder\u00eda<div class=\"d0 w389\">\u00a0</div>el valor<div class=\"d0 w199\">\u00a0</div>en libros<div class=\"d0 w389\">\u00a0</div>en aproximadamente<div class=\"d0 w250\">\u00a0</div>23 millones<div class=\"d0 w248\">\u00a0</div>de euros.<div class=\"d0 w248\">\u00a0</div>En el </div><div class=\"po0 fs14 cl2 l469 t1975\" id=\"a7215\">caso de que la tasa de<div class=\"d0 w27\">\u00a0</div>crecimiento esperada a partir del quinto a\u00f1o se redujera en<div class=\"d0 w50\">\u00a0</div>un 0,5%, </div><div class=\"po0 fs14 cl2 l469 t1976\" id=\"a7216\">el<div class=\"d0 w235\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>recuperable<div class=\"d0 w333\">\u00a0</div>exceder\u00eda<div class=\"d0 w480\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>libros<div class=\"d0 w293\">\u00a0</div>en<div class=\"d0 w239\">\u00a0</div>aproximadamente<div class=\"d0 w31\">\u00a0</div>24<div class=\"d0 w293\">\u00a0</div>millones<div class=\"d0 w518\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l469 t1977\" id=\"a7219\">euros. </div><div class=\"po0 fs14 cl2 l469 t1978\" id=\"a7222\">Asimismo, ante una reducci\u00f3n<div class=\"d0 w353\">\u00a0</div>del 5% en las estimaciones<div class=\"d0 w324\">\u00a0</div>de crecimiento de los ingresos<div class=\"d0 w326\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l469 t1979\" id=\"a7223\">libros y formaci\u00f3n el valor recuperable ser\u00eda inferior al valor en libros a 31 de diciembre de </div><div class=\"po0 fs14 cl2 l469 t1980\" id=\"a7224\">2024 en aproximadamente 4 millones de euros. </div></div></div><div class=\"po1 w566 h152 lh0\" id=\"TextBlockContainer2141\"><img alt=\"doc2p9i1\" class=\"po0 l375 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l376 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w566 z0\" id=\"TextContainer2141\"><div class=\"po0 fs34 cl2 l477 t756\" id=\"a7239\">-</div><div class=\"po0 fs14 cl2 l875 t1359\" id=\"a7241\">Grupo Latino de Radiodifusi\u00f3n Chile, Ltda. </div><div class=\"po0 fs14 cl2 l875 t1981\" id=\"a7244\">Para determinar<div class=\"d0 w480\">\u00a0</div>la sensibilidad<div class=\"d0 w32\">\u00a0</div>del c\u00e1lculo<div class=\"d0 w55\">\u00a0</div>del valor<div class=\"d0 w543\">\u00a0</div>en uso<div class=\"d0 w390\">\u00a0</div>ante cambios<div class=\"d0 w171\">\u00a0</div>en las<div class=\"d0 w234\">\u00a0</div>hip\u00f3tesis </div><div class=\"po0 fs14 cl2 l875 t1982\" id=\"a7245\">b\u00e1sicas,<div class=\"d0 w297\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>ha<div class=\"d0 w340\">\u00a0</div>incrementado<div class=\"d0 w222\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>0,5%<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>tasa<div class=\"d0 w98\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>descuento.<div class=\"d0 w517\">\u00a0</div>En<div class=\"d0 w388\">\u00a0</div>este<div class=\"d0 w377\">\u00a0</div>caso,<div class=\"d0 w222\">\u00a0</div>el<div class=\"d0 w380\">\u00a0</div>importe </div><div class=\"po0 fs14 cl2 l875 t1983\" id=\"a7250\">recuperable ser\u00eda<div class=\"d0 w235\">\u00a0</div>inferior al<div class=\"d0 w30\">\u00a0</div>valor en<div class=\"d0 w230\">\u00a0</div>libros en<div class=\"d0 w394\">\u00a0</div>aproximadamente 1<div class=\"d0 w420\">\u00a0</div>mill\u00f3n de<div class=\"d0 w486\">\u00a0</div>euros. En<div class=\"d0 w239\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l875 t1984\" id=\"a7265\">caso de que la tasa de<div class=\"d0 w27\">\u00a0</div>crecimiento esperada a partir del quinto a\u00f1o se redujera en<div class=\"d0 w50\">\u00a0</div>un 0,5%, </div><div class=\"po0 fs14 cl2 l875 t1985\" id=\"a7266\">el importe recuperable ser\u00eda inferior al valor en libros en aproximadamente 0,5 millones de </div><div class=\"po0 fs14 cl2 l875 t1986\" id=\"a7280\">euros.<div class=\"d0 w845\">\u00a0</div></div><div class=\"po0 fs14 cl2 l875 t1987\" id=\"a7284\">Asimismo, ante<div class=\"d0 w517\">\u00a0</div>una reducci\u00f3n<div class=\"d0 w176\">\u00a0</div>del 5%<div class=\"d0 w615\">\u00a0</div>en las<div class=\"d0 w404\">\u00a0</div>estimaciones de<div class=\"d0 w174\">\u00a0</div>crecimiento de<div class=\"d0 w227\">\u00a0</div>los ingresos </div><div class=\"po0 fs14 cl2 l875 t1988\" id=\"a7285\">publicitarios el<div class=\"d0 w98\">\u00a0</div>valor recuperable<div class=\"d0 w334\">\u00a0</div>ser\u00eda<div class=\"d0 w9\">\u00a0</div>inferior al<div class=\"d0 w394\">\u00a0</div>valor en<div class=\"d0 w285\">\u00a0</div>libros en<div class=\"d0 w404\">\u00a0</div>aproximadamente 12 </div><div class=\"po0 fs14 cl2 l875 t1989\" id=\"a7292\">millones de euros a 31 de diciembre de 2024.<div class=\"d0 w846\">\u00a0</div></div><div class=\"po0 fs34 cl2 l477 t1990\" id=\"a7298\">-</div><div class=\"po0 fs14 cl2 l875 t1991\" id=\"a7300\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. y Propulsora<div class=\"d0 w325\">\u00a0</div>Monta\u00f1esa, S.A. </div><div class=\"po0 fs14 cl2 l875 t1992\" id=\"a7306\">Para determinar<div class=\"d0 w480\">\u00a0</div>la sensibilidad<div class=\"d0 w32\">\u00a0</div>del c\u00e1lculo<div class=\"d0 w55\">\u00a0</div>del valor<div class=\"d0 w543\">\u00a0</div>en uso<div class=\"d0 w390\">\u00a0</div>ante cambios<div class=\"d0 w171\">\u00a0</div>en las<div class=\"d0 w234\">\u00a0</div>hip\u00f3tesis </div><div class=\"po0 fs14 cl2 l875 t1309\" id=\"a7307\">b\u00e1sicas,<div class=\"d0 w297\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>ha<div class=\"d0 w340\">\u00a0</div>incrementado<div class=\"d0 w222\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>0,5%<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>tasa<div class=\"d0 w98\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>descuento.<div class=\"d0 w517\">\u00a0</div>En<div class=\"d0 w388\">\u00a0</div>este<div class=\"d0 w377\">\u00a0</div>caso,<div class=\"d0 w3\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>importe </div><div class=\"po0 fs14 cl2 l875 t1993\" id=\"a7309\">recuperable exceder\u00eda el<div class=\"d0 w56\">\u00a0</div>valor en<div class=\"d0 w24\">\u00a0</div>libros en<div class=\"d0 w63\">\u00a0</div>aproximadamente 280 millones<div class=\"d0 w20\">\u00a0</div>de euros. En<div class=\"d0 w60\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l875 t1994\" id=\"a7316\">caso de que la tasa de<div class=\"d0 w27\">\u00a0</div>crecimiento esperada a partir del quinto a\u00f1o se redujera en<div class=\"d0 w50\">\u00a0</div>un 0,5%, </div><div class=\"po0 fs14 cl2 l875 t1995\" id=\"a7317\">el<div class=\"d0 w231\">\u00a0</div>importe<div class=\"d0 w24\">\u00a0</div>recuperable<div class=\"d0 w33\">\u00a0</div>exceder\u00eda el<div class=\"d0 w615\">\u00a0</div>valor<div class=\"d0 w49\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>libros<div class=\"d0 w63\">\u00a0</div>en<div class=\"d0 w396\">\u00a0</div>aproximadamente 285<div class=\"d0 w98\">\u00a0</div>millones<div class=\"d0 w234\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l875 t1996\" id=\"a7323\">euros. </div><div class=\"po0 fs14 cl2 l875 t1997\" id=\"a7326\">Asimismo, ante<div class=\"d0 w517\">\u00a0</div>una reducci\u00f3n<div class=\"d0 w176\">\u00a0</div>del 5%<div class=\"d0 w615\">\u00a0</div>en las<div class=\"d0 w404\">\u00a0</div>estimaciones de<div class=\"d0 w174\">\u00a0</div>crecimiento de<div class=\"d0 w227\">\u00a0</div>los ingresos </div><div class=\"po0 fs14 cl2 l875 t1998\" id=\"a7327\">publicitarios el valor recuperable ser\u00eda superior al valor en libros en aproximadamente 210 </div><div class=\"po0 fs14 cl2 l876 t1999\" id=\"a7330\">millones de euros a 31 de diciembre de 2024.</div></div></div><div class=\"po1 w681 h159 lh0\" id=\"TextBlockContainer2163\"><div class=\"po0 l342 t756 f0\" id=\"div_2146_XBRL_TS_0496b5c97e8f459788d6f49eb6afef25\"><div class=\"po1 w681 h159 lh0\" id=\"TextBlockContainer2160\"><div class=\"po1 w681 z0\" id=\"TextContainer2160\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a7342\">(7)<div class=\"d0 w138\">\u00a0</div>ACTIVOS INTANGIBLES </div></div><div class=\"po0 l450 t1610 f0\" id=\"div_2147_XBRL_TS_71c715769d6c411cb1956fc143e05dcd\"><div class=\"po1 w198 h158 lh0\" id=\"TextBlockContainer2157\"><div class=\"po1 w198 z0\" id=\"TextContainer2157\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a7346\">Ejercicio 2024- </div></div><div class=\"po0 l342 t2094 f0\" id=\"div_2148_XBRL_TS_0b15d17b012c4fe692ff2109ad8880c9\"><div class=\"po1 w198 h157 lh0\" id=\"TextBlockContainer2155\"><div class=\"w89 po0 h12 l877 t2000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2000 bgc0\">\u00a0</div>\n<div class=\"w847 po0 h12 l878 t2000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l877 t2001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l879 t2001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2002 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2002 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2002 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2002 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2002 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2002 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2002 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l877 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l880 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l882 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l535 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l520 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l885 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l887 t2003 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l879 t2003 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bgc3\">\u00a0</div>\n<div class=\"w792 po0 h153 l893 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l894 t2044 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h153 l884 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l895 t2044 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h153 l521 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l536 t2044 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h153 l896 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l522 t2044 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h153 l888 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l897 t2044 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2045 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2045 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2045 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l528 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l877 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l880 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l882 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l535 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l520 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l885 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l887 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l879 t2041 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h156 l529 t2046 bgc3\">\u00a0</div>\n<div class=\"w850 po0 h126 l889 t2047 bgc3\">\u00a0</div>\n<div class=\"w850 po0 h126 l889 t2048 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h156 l890 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l891 t2049 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h156 l881 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l892 t2049 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h156 l893 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l894 t2049 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h156 l884 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l895 t2049 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h156 l521 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l536 t2049 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h156 l896 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l522 t2049 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h156 l888 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l897 t2049 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2050 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2050 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2050 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l528 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2051 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l877 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l880 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2051 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l882 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l535 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l520 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2051 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l885 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l887 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l879 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2051 bgc0\">\u00a0</div>\n<div class=\"po0 l342 t756 f0\" id=\"div_2149_XBRL_TS_b0d48e351cc949089483acd26deab6be\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2153\"><div class=\"po0 l342 t756 f0\" id=\"div_2150_XBRL_TS_2ebfcff7d6914c25add4a113aab25768\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2151\"><div class=\"po1 w198 z0\" id=\"TextContainer2151\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a7349\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a7350\">ha sido el siguiente:</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2155\"><div class=\"po0 fs35 cl2 l898 t2052\" id=\"a7354\">Miles de euros </div><div class=\"po0 fs35 cl2 l899 t2053\" id=\"a7356\">Saldo al </div><div class=\"po0 fs35 cl2 l900 t2054\" id=\"a7357\">31.12.2023 </div><div class=\"po0 fs35 cl2 l901 t2053\" id=\"a7359\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l902 t2054\" id=\"a7360\">monetaria </div><div class=\"po0 fs35 cl2 l903 t2053\" id=\"a7362\">Ajuste por </div><div class=\"po0 fs35 cl2 l904 t2054\" id=\"a7363\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l905 t2055\" id=\"a7365\">Adiciones </div><div class=\"po0 fs35 cl2 l906 t2055\" id=\"a7367\">Retiros </div><div class=\"po0 fs35 cl2 l907 t2055\" id=\"a7369\">Traspasos </div><div class=\"po0 fs35 cl2 l908 t2053\" id=\"a7371\">Saldo al </div><div class=\"po0 fs35 cl2 l909 t2054\" id=\"a7372\">31.12.2024 </div><div class=\"po0 fs36 cl2 l910 t2056\" id=\"a7374\">Coste</div><div class=\"po0 fs35 cl2 l911 t2057\" id=\"a7375\">:</div><div class=\"po0 fs35 cl2 l910 t2058\" id=\"a7384\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l912 t2058\" id=\"a7386\">122.893 </div><div class=\"po0 fs35 cl2 l913 t2058\" id=\"a7388\">1.742 </div><div class=\"po0 fs35 cl2 l914 t2058\" id=\"a7390\">(3.004) </div><div class=\"po0 fs35 cl2 l915 t2058\" id=\"a7392\">11.563 </div><div class=\"po0 fs35 cl2 l916 t2058\" id=\"a7394\">(3.883) </div><div class=\"po0 fs35 cl2 l917 t2058\" id=\"a7396\">- </div><div class=\"po0 fs35 cl2 l780 t2058\" id=\"a7398\">129.311 </div><div class=\"po0 fs35 cl2 l910 t2059\" id=\"a7400\">Prototipos </div><div class=\"po0 fs35 cl2 l912 t2059\" id=\"a7402\">236.766 </div><div class=\"po0 fs35 cl2 l918 t2059\" id=\"a7404\">13.977 </div><div class=\"po0 fs35 cl2 l919 t2059\" id=\"a7406\">(27.519) </div><div class=\"po0 fs35 cl2 l915 t2059\" id=\"a7408\">22.057 </div><div class=\"po0 fs35 cl2 l920 t2059\" id=\"a7410\">(14.270) </div><div class=\"po0 fs35 cl2 l921 t2059\" id=\"a7412\">102 </div><div class=\"po0 fs35 cl2 l780 t2059\" id=\"a7414\">231.113 </div><div class=\"po0 fs35 cl2 l910 t2060\" id=\"a7416\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l922 t2060\" id=\"a7419\">1.705 </div><div class=\"po0 fs35 cl2 l574 t2060\" id=\"a7421\">22 </div><div class=\"po0 fs35 cl2 l923 t2060\" id=\"a7423\">(171) </div><div class=\"po0 fs35 cl2 l924 t2060\" id=\"a7425\">321 </div><div class=\"po0 fs35 cl2 l925 t2060\" id=\"a7427\">(204) </div><div class=\"po0 fs35 cl2 l917 t2060\" id=\"a7429\">- </div><div class=\"po0 fs35 cl2 l926 t2060\" id=\"a7431\">1.673 </div><div class=\"po0 fs35 cl2 l910 t2061\" id=\"a7433\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l927 t2061\" id=\"a7435\">42.693 </div><div class=\"po0 fs35 cl2 l928 t2061\" id=\"a7437\">180 </div><div class=\"po0 fs35 cl2 l914 t2061\" id=\"a7439\">(1.415) </div><div class=\"po0 fs35 cl2 l924 t2061\" id=\"a7441\">320 </div><div class=\"po0 fs35 cl2 l929 t2061\" id=\"a7443\">(91) </div><div class=\"po0 fs35 cl2 l917 t2061\" id=\"a7445\">- </div><div class=\"po0 fs35 cl2 l832 t2061\" id=\"a7447\">41.687 </div><div class=\"po0 fs36 cl2 l910 t2062\" id=\"a7449\">Total coste </div><div class=\"po0 fs36 cl2 l912 t2062\" id=\"a7451\">404.057 </div><div class=\"po0 fs36 cl2 l918 t2062\" id=\"a7453\">15.921 </div><div class=\"po0 fs36 cl2 l919 t2062\" id=\"a7455\">(32.109) </div><div class=\"po0 fs36 cl2 l915 t2062\" id=\"a7457\">34.261 </div><div class=\"po0 fs36 cl2 l920 t2062\" id=\"a7459\">(18.448) </div><div class=\"po0 fs36 cl2 l921 t2062\" id=\"a7461\">102 </div><div class=\"po0 fs36 cl2 l780 t2062\" id=\"a7463\">403.784 </div><div class=\"po0 fs36 cl2 l910 t2063\" id=\"a7465\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l910 t2064\" id=\"a7474\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l930 t2064\" id=\"a7476\">(92.614) </div><div class=\"po0 fs35 cl2 l564 t2064\" id=\"a7478\">(1.618) </div><div class=\"po0 fs35 cl2 l931 t2064\" id=\"a7480\">1.977 </div><div class=\"po0 fs35 cl2 l549 t2064\" id=\"a7482\">(13.207) </div><div class=\"po0 fs35 cl2 l932 t2064\" id=\"a7484\">3.083 </div><div class=\"po0 fs35 cl2 l917 t2064\" id=\"a7486\">- </div><div class=\"po0 fs35 cl2 l933 t2064\" id=\"a7488\">(102.379) </div><div class=\"po0 fs35 cl2 l910 t2065\" id=\"a7490\">Prototipos </div><div class=\"po0 fs35 cl2 l600 t2065\" id=\"a7492\">(193.964) </div><div class=\"po0 fs35 cl2 l934 t2065\" id=\"a7494\">(14.026) </div><div class=\"po0 fs35 cl2 l935 t2065\" id=\"a7496\">21.934 </div><div class=\"po0 fs35 cl2 l549 t2065\" id=\"a7498\">(18.753) </div><div class=\"po0 fs35 cl2 l354 t2065\" id=\"a7500\">13.284 </div><div class=\"po0 fs35 cl2 l645 t2065\" id=\"a7502\">(102) </div><div class=\"po0 fs35 cl2 l933 t2065\" id=\"a7504\">(191.627) </div><div class=\"po0 fs35 cl2 l910 t2066\" id=\"a7506\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l936 t2066\" id=\"a7508\">(865) </div><div class=\"po0 fs35 cl2 l937 t2066\" id=\"a7510\">- </div><div class=\"po0 fs35 cl2 l575 t2066\" id=\"a7512\">119 </div><div class=\"po0 fs35 cl2 l938 t2066\" id=\"a7514\">(74) </div><div class=\"po0 fs35 cl2 l939 t2066\" id=\"a7516\">128 </div><div class=\"po0 fs35 cl2 l917 t2066\" id=\"a7518\">- </div><div class=\"po0 fs35 cl2 l940 t2066\" id=\"a7520\">(692) </div><div class=\"po0 fs35 cl2 l910 t2067\" id=\"a7522\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l930 t2067\" id=\"a7524\">(19.044) </div><div class=\"po0 fs35 cl2 l941 t2067\" id=\"a7526\">(180) </div><div class=\"po0 fs35 cl2 l575 t2067\" id=\"a7528\">826 </div><div class=\"po0 fs35 cl2 l942 t2067\" id=\"a7530\">(220) </div><div class=\"po0 fs35 cl2 l943 t2067\" id=\"a7532\">91 </div><div class=\"po0 fs35 cl2 l917 t2067\" id=\"a7534\">- </div><div class=\"po0 fs35 cl2 l944 t2067\" id=\"a7536\">(18.527) </div><div class=\"po0 fs36 cl2 l910 t2068\" id=\"a7538\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l600 t2068\" id=\"a7541\">(306.487) </div><div class=\"po0 fs36 cl2 l934 t2068\" id=\"a7543\">(15.824) </div><div class=\"po0 fs36 cl2 l935 t2068\" id=\"a7545\">24.856 </div><div class=\"po0 fs36 cl2 l549 t2068\" id=\"a7547\">(32.254) </div><div class=\"po0 fs36 cl2 l354 t2068\" id=\"a7549\">16.586 </div><div class=\"po0 fs36 cl2 l645 t2068\" id=\"a7551\">(102) </div><div class=\"po0 fs36 cl2 l933 t2068\" id=\"a7553\">(313.225) </div><div class=\"po0 fs36 cl2 l910 t2069\" id=\"a7555\">Deterioro: </div><div class=\"po0 fs35 cl2 l910 t2070\" id=\"a7564\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l936 t2070\" id=\"a7566\">(829) </div><div class=\"po0 fs35 cl2 l937 t2070\" id=\"a7568\">- </div><div class=\"po0 fs35 cl2 l945 t2070\" id=\"a7570\">- </div><div class=\"po0 fs35 cl2 l938 t2070\" id=\"a7572\">(16) </div><div class=\"po0 fs35 cl2 l939 t2070\" id=\"a7574\">781 </div><div class=\"po0 fs35 cl2 l917 t2070\" id=\"a7576\">- </div><div class=\"po0 fs35 cl2 l681 t2070\" id=\"a7578\">(64) </div><div class=\"po0 fs35 cl2 l910 t2071\" id=\"a7580\">Prototipos </div><div class=\"po0 fs35 cl2 l946 t2071\" id=\"a7582\">(3.409) </div><div class=\"po0 fs35 cl2 l574 t2071\" id=\"a7584\">25 </div><div class=\"po0 fs35 cl2 l575 t2071\" id=\"a7586\">114 </div><div class=\"po0 fs35 cl2 l947 t2071\" id=\"a7588\">(1.912) </div><div class=\"po0 fs35 cl2 l939 t2071\" id=\"a7590\">684 </div><div class=\"po0 fs35 cl2 l645 t2071\" id=\"a7592\">(684) </div><div class=\"po0 fs35 cl2 l948 t2071\" id=\"a7594\">(5.182) </div><div class=\"po0 fs35 cl2 l910 t2072\" id=\"a7596\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l936 t2072\" id=\"a7598\">(332) </div><div class=\"po0 fs35 cl2 l949 t2072\" id=\"a7600\">1 </div><div class=\"po0 fs35 cl2 l950 t2072\" id=\"a7602\">27 </div><div class=\"po0 fs35 cl2 l938 t2072\" id=\"a7604\">(60) </div><div class=\"po0 fs35 cl2 l943 t2072\" id=\"a7606\">14 </div><div class=\"po0 fs35 cl2 l917 t2072\" id=\"a7608\">- </div><div class=\"po0 fs35 cl2 l940 t2072\" id=\"a7610\">(350) </div><div class=\"po0 fs35 cl2 l910 t2073\" id=\"a7612\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l936 t2073\" id=\"a7614\">(639) </div><div class=\"po0 fs35 cl2 l937 t2073\" id=\"a7616\">- </div><div class=\"po0 fs35 cl2 l950 t2073\" id=\"a7618\">10 </div><div class=\"po0 fs35 cl2 l942 t2073\" id=\"a7620\">(682) </div><div class=\"po0 fs35 cl2 l951 t2073\" id=\"a7622\">- </div><div class=\"po0 fs35 cl2 l921 t2073\" id=\"a7624\">684 </div><div class=\"po0 fs35 cl2 l940 t2073\" id=\"a7626\">(627) </div><div class=\"po0 fs36 cl2 l910 t2074\" id=\"a7628\">Total deterioro </div><div class=\"po0 fs36 cl2 l946 t2074\" id=\"a7630\">(5.209) </div><div class=\"po0 fs36 cl2 l574 t2074\" id=\"a7632\">26 </div><div class=\"po0 fs36 cl2 l575 t2074\" id=\"a7634\">151 </div><div class=\"po0 fs36 cl2 l947 t2074\" id=\"a7636\">(2.670) </div><div class=\"po0 fs36 cl2 l932 t2074\" id=\"a7638\">1.479 </div><div class=\"po0 fs36 cl2 l917 t2074\" id=\"a7640\">- </div><div class=\"po0 fs36 cl2 l948 t2074\" id=\"a7642\">(6.223) </div><div class=\"po0 fs36 cl2 l910 t2075\" id=\"a7644\">Activo intangible neto </div><div class=\"po0 fs36 cl2 l927 t2075\" id=\"a7646\">92.361 </div><div class=\"po0 fs36 cl2 l928 t2075\" id=\"a7648\">123 </div><div class=\"po0 fs36 cl2 l914 t2075\" id=\"a7650\">(7.102) </div><div class=\"po0 fs36 cl2 l942 t2075\" id=\"a7652\">(663) </div><div class=\"po0 fs36 cl2 l925 t2075\" id=\"a7654\">(383) </div><div class=\"po0 fs36 cl2 l917 t2075\" id=\"a7656\">- </div><div class=\"po0 fs36 cl2 l832 t2075\" id=\"a7658\">84.336 </div><div class=\"po0 fs36 cl2 l910 t2076\" id=\"a7660\">Coste inmovilizado en </div><div class=\"po0 fs36 cl2 l910 t2077\" id=\"a7661\">arrendamiento: </div><div class=\"po0 fs35 cl2 l910 t2078\" id=\"a7670\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l927 t2078\" id=\"a7673\">19.630 </div><div class=\"po0 fs35 cl2 l937 t2078\" id=\"a7675\">- </div><div class=\"po0 fs35 cl2 l923 t2078\" id=\"a7677\">(766) </div><div class=\"po0 fs35 cl2 l763 t2078\" id=\"a7679\">4.099 </div><div class=\"po0 fs35 cl2 l925 t2078\" id=\"a7681\">(592) </div><div class=\"po0 fs35 cl2 l917 t2078\" id=\"a7683\">- </div><div class=\"po0 fs35 cl2 l832 t2078\" id=\"a7685\">22.371 </div><div class=\"po0 fs36 cl2 l910 t2079\" id=\"a7687\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l910 t2080\" id=\"a7688\">arrendamiento </div><div class=\"po0 fs36 cl2 l927 t2081\" id=\"a7690\">19.630 </div><div class=\"po0 fs36 cl2 l937 t2081\" id=\"a7692\">- </div><div class=\"po0 fs36 cl2 l923 t2081\" id=\"a7694\">(766) </div><div class=\"po0 fs36 cl2 l763 t2081\" id=\"a7696\">4.099 </div><div class=\"po0 fs36 cl2 l925 t2081\" id=\"a7698\">(592) </div><div class=\"po0 fs36 cl2 l917 t2081\" id=\"a7700\">- </div><div class=\"po0 fs36 cl2 l832 t2081\" id=\"a7702\">22.371 </div><div class=\"po0 fs36 cl2 l910 t2082\" id=\"a7704\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l910 t2083\" id=\"a7705\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l910 t2084\" id=\"a7714\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l946 t2084\" id=\"a7716\">(7.972) </div><div class=\"po0 fs35 cl2 l937 t2084\" id=\"a7718\">- </div><div class=\"po0 fs35 cl2 l575 t2084\" id=\"a7720\">391 </div><div class=\"po0 fs35 cl2 l947 t2084\" id=\"a7722\">(4.049) </div><div class=\"po0 fs35 cl2 l943 t2084\" id=\"a7724\">66 </div><div class=\"po0 fs35 cl2 l917 t2084\" id=\"a7726\">- </div><div class=\"po0 fs35 cl2 l944 t2084\" id=\"a7728\">(11.564) </div><div class=\"po0 fs36 cl2 l910 t2085\" id=\"a7730\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l910 t2086\" id=\"a7731\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l946 t2087\" id=\"a7733\">(7.972) </div><div class=\"po0 fs36 cl2 l937 t2087\" id=\"a7735\">- </div><div class=\"po0 fs36 cl2 l575 t2087\" id=\"a7737\">391 </div><div class=\"po0 fs36 cl2 l947 t2087\" id=\"a7739\">(4.049) </div><div class=\"po0 fs36 cl2 l943 t2087\" id=\"a7741\">66 </div><div class=\"po0 fs36 cl2 l917 t2087\" id=\"a7743\">- </div><div class=\"po0 fs36 cl2 l944 t2087\" id=\"a7745\">(11.564) </div><div class=\"po0 fs36 cl2 l910 t2088\" id=\"a7747\">Activo intangible neto en </div><div class=\"po0 fs36 cl2 l910 t2089\" id=\"a7748\">arrendamiento </div><div class=\"po0 fs36 cl2 l927 t2090\" id=\"a7750\">11.658 </div><div class=\"po0 fs36 cl2 l937 t2090\" id=\"a7752\">- </div><div class=\"po0 fs36 cl2 l923 t2090\" id=\"a7754\">(375) </div><div class=\"po0 fs36 cl2 l952 t2090\" id=\"a7756\">50 </div><div class=\"po0 fs36 cl2 l925 t2090\" id=\"a7758\">(526) </div><div class=\"po0 fs36 cl2 l917 t2090\" id=\"a7760\">- </div><div class=\"po0 fs36 cl2 l832 t2090\" id=\"a7762\">10.807 </div><div class=\"po0 fs36 cl2 l910 t2091\" id=\"a7764\">TOTAL ACTIVO INTANGIBLE </div><div class=\"po0 fs36 cl2 l910 t2092\" id=\"a7765\">NETO </div><div class=\"po0 fs36 cl2 l912 t2093\" id=\"a7767\">104.019 </div><div class=\"po0 fs36 cl2 l928 t2093\" id=\"a7769\">123 </div><div class=\"po0 fs36 cl2 l914 t2093\" id=\"a7771\">(7.477) </div><div class=\"po0 fs36 cl2 l942 t2093\" id=\"a7773\">(613) </div><div class=\"po0 fs36 cl2 l925 t2093\" id=\"a7775\">(909) </div><div class=\"po0 fs36 cl2 l917 t2093\" id=\"a7777\">- </div><div class=\"po0 fs36 cl2 l832 t2093\" id=\"a7779\">95.143 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2136 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l877 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l878 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l954 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l954 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l955 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l956 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l956 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l957 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l958 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l958 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l959 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l960 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l960 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l333 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l961 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l961 t2136 bgc0\">\u00a0</div>\n<div class=\"w853 po0 h12 l962 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l963 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l963 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l964 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l953 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2136 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2175\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a7792\">Ejercicio 2023- </div></div><div class=\"po0 l342 t1610 f0\" id=\"div_2169_XBRL_TS_e5a5afab91524c2d915e5a50205fbea3\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2173\"><div class=\"po0 l342 t756 f0\" id=\"div_2170_XBRL_TS_7e1bb124aa1d4a2ba397ba1fb90f8eec\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2171\"><div class=\"po1 w198 z0\" id=\"TextContainer2171\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a7795\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a7796\">fue el siguiente:</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2176\"><div class=\"po0 fs35 cl2 l973 t2137\" id=\"a7800\">Miles de euros </div><div class=\"po0 fs35 cl2 l974 t2138\" id=\"a7802\">Saldo al </div><div class=\"po0 fs35 cl2 l975 t2139\" id=\"a7803\">31.12.2022 </div><div class=\"po0 fs35 cl2 l976 t2138\" id=\"a7805\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l977 t2139\" id=\"a7806\">monetaria </div><div class=\"po0 fs35 cl2 l978 t2138\" id=\"a7808\">Ajuste por </div><div class=\"po0 fs35 cl2 l979 t2139\" id=\"a7809\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l980 t2140\" id=\"a7811\">Adiciones </div><div class=\"po0 fs35 cl2 l981 t2140\" id=\"a7813\">Retiros </div><div class=\"po0 fs35 cl2 l982 t2140\" id=\"a7815\">Traspasos </div><div class=\"po0 fs35 cl2 l983 t2138\" id=\"a7817\">Saldo al </div><div class=\"po0 fs35 cl2 l944 t2139\" id=\"a7818\">31.12.2023 </div><div class=\"po0 fs36 cl2 l910 t2141\" id=\"a7820\">Coste</div><div class=\"po0 fs35 cl2 l911 t2142\" id=\"a7821\">:</div><div class=\"po0 fs35 cl2 l910 t2143\" id=\"a7830\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l984 t2143\" id=\"a7832\">111.408 </div><div class=\"po0 fs35 cl2 l584 t2143\" id=\"a7834\">5.103 </div><div class=\"po0 fs35 cl2 l931 t2143\" id=\"a7836\">(4.317) </div><div class=\"po0 fs35 cl2 l426 t2143\" id=\"a7838\">11.952 </div><div class=\"po0 fs35 cl2 l587 t2143\" id=\"a7840\">(1.266) </div><div class=\"po0 fs35 cl2 l604 t2143\" id=\"a7842\">13 </div><div class=\"po0 fs35 cl2 l985 t2143\" id=\"a7844\">122.893 </div><div class=\"po0 fs35 cl2 l910 t2144\" id=\"a7846\">Prototipos </div><div class=\"po0 fs35 cl2 l984 t2144\" id=\"a7848\">230.413 </div><div class=\"po0 fs35 cl2 l986 t2144\" id=\"a7850\">42.790 </div><div class=\"po0 fs35 cl2 l987 t2144\" id=\"a7852\">(42.069) </div><div class=\"po0 fs35 cl2 l426 t2144\" id=\"a7854\">19.169 </div><div class=\"po0 fs35 cl2 l988 t2144\" id=\"a7856\">(13.545) </div><div class=\"po0 fs35 cl2 l989 t2144\" id=\"a7858\">8 </div><div class=\"po0 fs35 cl2 l985 t2144\" id=\"a7860\">236.766 </div><div class=\"po0 fs35 cl2 l910 t2145\" id=\"a7862\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l990 t2145\" id=\"a7864\">2.210 </div><div class=\"po0 fs35 cl2 l991 t2145\" id=\"a7866\">5 </div><div class=\"po0 fs35 cl2 l992 t2145\" id=\"a7868\">139 </div><div class=\"po0 fs35 cl2 l993 t2145\" id=\"a7870\">377 </div><div class=\"po0 fs35 cl2 l994 t2145\" id=\"a7872\">(327) </div><div class=\"po0 fs35 cl2 l593 t2145\" id=\"a7874\">(699) </div><div class=\"po0 fs35 cl2 l417 t2145\" id=\"a7876\">1.705 </div><div class=\"po0 fs35 cl2 l910 t2146\" id=\"a7878\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l995 t2146\" id=\"a7881\">41.671 </div><div class=\"po0 fs35 cl2 l996 t2146\" id=\"a7883\">495 </div><div class=\"po0 fs35 cl2 l992 t2146\" id=\"a7885\">119 </div><div class=\"po0 fs35 cl2 l997 t2146\" id=\"a7887\">75 </div><div class=\"po0 fs35 cl2 l998 t2146\" id=\"a7889\">(30) </div><div class=\"po0 fs35 cl2 l999 t2146\" id=\"a7891\">363 </div><div class=\"po0 fs35 cl2 l1000 t2146\" id=\"a7893\">42.693 </div><div class=\"po0 fs36 cl2 l910 t2147\" id=\"a7895\">Total coste </div><div class=\"po0 fs36 cl2 l984 t2147\" id=\"a7897\">385.702 </div><div class=\"po0 fs36 cl2 l986 t2147\" id=\"a7899\">48.393 </div><div class=\"po0 fs36 cl2 l987 t2147\" id=\"a7901\">(46.128) </div><div class=\"po0 fs36 cl2 l426 t2147\" id=\"a7903\">31.573 </div><div class=\"po0 fs36 cl2 l988 t2147\" id=\"a7905\">(15.168) </div><div class=\"po0 fs36 cl2 l593 t2147\" id=\"a7907\">(315) </div><div class=\"po0 fs36 cl2 l985 t2147\" id=\"a7909\">404.057 </div><div class=\"po0 fs36 cl2 l910 t2148\" id=\"a7911\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l910 t2149\" id=\"a7920\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l1001 t2149\" id=\"a7922\">(82.502) </div><div class=\"po0 fs35 cl2 l1002 t2149\" id=\"a7924\">(4.595) </div><div class=\"po0 fs35 cl2 l1003 t2149\" id=\"a7926\">4.356 </div><div class=\"po0 fs35 cl2 l1004 t2149\" id=\"a7928\">(10.911) </div><div class=\"po0 fs35 cl2 l577 t2149\" id=\"a7930\">1.038 </div><div class=\"po0 fs35 cl2 l1005 t2149\" id=\"a7932\">- </div><div class=\"po0 fs35 cl2 l1006 t2149\" id=\"a7934\">(92.614) </div><div class=\"po0 fs35 cl2 l910 t2150\" id=\"a7936\">Prototipos </div><div class=\"po0 fs35 cl2 l1007 t2150\" id=\"a7938\">(182.743) </div><div class=\"po0 fs35 cl2 l1008 t2150\" id=\"a7940\">(40.852) </div><div class=\"po0 fs35 cl2 l1009 t2150\" id=\"a7942\">42.717 </div><div class=\"po0 fs35 cl2 l1004 t2150\" id=\"a7944\">(24.433) </div><div class=\"po0 fs35 cl2 l929 t2150\" id=\"a7946\">11.346 </div><div class=\"po0 fs35 cl2 l989 t2150\" id=\"a7948\">1 </div><div class=\"po0 fs35 cl2 l421 t2150\" id=\"a7950\">(193.964) </div><div class=\"po0 fs35 cl2 l910 t2151\" id=\"a7952\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l1010 t2151\" id=\"a7954\">(1.204) </div><div class=\"po0 fs35 cl2 l696 t2151\" id=\"a7956\">- </div><div class=\"po0 fs35 cl2 l575 t2151\" id=\"a7958\">(519) </div><div class=\"po0 fs35 cl2 l1011 t2151\" id=\"a7960\">(465) </div><div class=\"po0 fs35 cl2 l1012 t2151\" id=\"a7962\">633 </div><div class=\"po0 fs35 cl2 l999 t2151\" id=\"a7964\">690 </div><div class=\"po0 fs35 cl2 l685 t2151\" id=\"a7966\">(865) </div><div class=\"po0 fs35 cl2 l910 t2152\" id=\"a7968\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l1001 t2152\" id=\"a7970\">(18.903) </div><div class=\"po0 fs35 cl2 l1013 t2152\" id=\"a7972\">(495) </div><div class=\"po0 fs35 cl2 l992 t2152\" id=\"a7974\">862 </div><div class=\"po0 fs35 cl2 l1011 t2152\" id=\"a7976\">(173) </div><div class=\"po0 fs35 cl2 l1014 t2152\" id=\"a7978\">15 </div><div class=\"po0 fs35 cl2 l593 t2152\" id=\"a7980\">(350) </div><div class=\"po0 fs35 cl2 l1006 t2152\" id=\"a7982\">(19.044) </div><div class=\"po0 fs36 cl2 l910 t2153\" id=\"a7984\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l1007 t2153\" id=\"a7986\">(285.352) </div><div class=\"po0 fs36 cl2 l1008 t2153\" id=\"a7988\">(45.942) </div><div class=\"po0 fs36 cl2 l1009 t2153\" id=\"a7990\">47.416 </div><div class=\"po0 fs36 cl2 l1004 t2153\" id=\"a7992\">(35.982) </div><div class=\"po0 fs36 cl2 l929 t2153\" id=\"a7994\">13.032 </div><div class=\"po0 fs36 cl2 l999 t2153\" id=\"a7996\">341 </div><div class=\"po0 fs36 cl2 l421 t2153\" id=\"a7998\">(306.487) </div><div class=\"po0 fs36 cl2 l910 t2154\" id=\"a8000\">Deterioro: </div><div class=\"po0 fs35 cl2 l910 t2155\" id=\"a8009\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l1015 t2155\" id=\"a8011\">(855) </div><div class=\"po0 fs35 cl2 l696 t2155\" id=\"a8013\">- </div><div class=\"po0 fs35 cl2 l1016 t2155\" id=\"a8015\">- </div><div class=\"po0 fs35 cl2 l1017 t2155\" id=\"a8017\">(49) </div><div class=\"po0 fs35 cl2 l1014 t2155\" id=\"a8019\">75 </div><div class=\"po0 fs35 cl2 l1005 t2155\" id=\"a8021\">- </div><div class=\"po0 fs35 cl2 l685 t2155\" id=\"a8023\">(829) </div><div class=\"po0 fs35 cl2 l910 t2156\" id=\"a8025\">Prototipos </div><div class=\"po0 fs35 cl2 l1010 t2156\" id=\"a8027\">(3.687) </div><div class=\"po0 fs35 cl2 l696 t2156\" id=\"a8029\">- </div><div class=\"po0 fs35 cl2 l1018 t2156\" id=\"a8031\">(18) </div><div class=\"po0 fs35 cl2 l1019 t2156\" id=\"a8033\">(1.348) </div><div class=\"po0 fs35 cl2 l577 t2156\" id=\"a8035\">1.644 </div><div class=\"po0 fs35 cl2 l1005 t2156\" id=\"a8037\">- </div><div class=\"po0 fs35 cl2 l1020 t2156\" id=\"a8039\">(3.409) </div><div class=\"po0 fs35 cl2 l910 t2157\" id=\"a8041\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l1015 t2157\" id=\"a8043\">(387) </div><div class=\"po0 fs35 cl2 l1021 t2157\" id=\"a8045\">(19) </div><div class=\"po0 fs35 cl2 l1022 t2157\" id=\"a8047\">(1) </div><div class=\"po0 fs35 cl2 l997 t2157\" id=\"a8049\">69 </div><div class=\"po0 fs35 cl2 l1023 t2157\" id=\"a8051\">6 </div><div class=\"po0 fs35 cl2 l1005 t2157\" id=\"a8053\">- </div><div class=\"po0 fs35 cl2 l685 t2157\" id=\"a8055\">(332) </div><div class=\"po0 fs35 cl2 l910 t2158\" id=\"a8057\">Otro inmovilizado intangible </div><div class=\"po0 fs35 cl2 l1015 t2158\" id=\"a8059\">(610) </div><div class=\"po0 fs35 cl2 l696 t2158\" id=\"a8061\">- </div><div class=\"po0 fs35 cl2 l1018 t2158\" id=\"a8063\">(28) </div><div class=\"po0 fs35 cl2 l1011 t2158\" id=\"a8065\">(670) </div><div class=\"po0 fs35 cl2 l1012 t2158\" id=\"a8067\">669 </div><div class=\"po0 fs35 cl2 l1005 t2158\" id=\"a8069\">- </div><div class=\"po0 fs35 cl2 l685 t2158\" id=\"a8071\">(639) </div><div class=\"po0 fs36 cl2 l910 t2159\" id=\"a8073\">Total deterioro </div><div class=\"po0 fs36 cl2 l1010 t2159\" id=\"a8075\">(5.539) </div><div class=\"po0 fs36 cl2 l1021 t2159\" id=\"a8077\">(19) </div><div class=\"po0 fs36 cl2 l1018 t2159\" id=\"a8079\">(47) </div><div class=\"po0 fs36 cl2 l1019 t2159\" id=\"a8081\">(1.998) </div><div class=\"po0 fs36 cl2 l577 t2159\" id=\"a8083\">2.394 </div><div class=\"po0 fs36 cl2 l1005 t2159\" id=\"a8085\">- </div><div class=\"po0 fs36 cl2 l1020 t2159\" id=\"a8087\">(5.209) </div><div class=\"po0 fs36 cl2 l910 t2160\" id=\"a8089\">Activo intangible neto </div><div class=\"po0 fs36 cl2 l995 t2160\" id=\"a8091\">94.811 </div><div class=\"po0 fs36 cl2 l584 t2160\" id=\"a8093\">2.432 </div><div class=\"po0 fs36 cl2 l1003 t2160\" id=\"a8095\">1.241 </div><div class=\"po0 fs36 cl2 l1019 t2160\" id=\"a8097\">(6.407) </div><div class=\"po0 fs36 cl2 l1012 t2160\" id=\"a8099\">258 </div><div class=\"po0 fs36 cl2 l604 t2160\" id=\"a8101\">26 </div><div class=\"po0 fs36 cl2 l1000 t2160\" id=\"a8103\">92.361 </div><div class=\"po0 fs36 cl2 l910 t2161\" id=\"a8105\">Coste inmovilizado en </div><div class=\"po0 fs36 cl2 l910 t2162\" id=\"a8106\">arrendamiento: </div><div class=\"po0 fs35 cl2 l910 t486\" id=\"a8115\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l995 t486\" id=\"a8117\">16.546 </div><div class=\"po0 fs35 cl2 l696 t486\" id=\"a8119\">- </div><div class=\"po0 fs35 cl2 l1003 t486\" id=\"a8121\">1.719 </div><div class=\"po0 fs35 cl2 l1024 t486\" id=\"a8123\">4.976 </div><div class=\"po0 fs35 cl2 l587 t486\" id=\"a8125\">(3.611) </div><div class=\"po0 fs35 cl2 l1005 t486\" id=\"a8127\">- </div><div class=\"po0 fs35 cl2 l1000 t486\" id=\"a8129\">19.630 </div><div class=\"po0 fs36 cl2 l910 t2163\" id=\"a8131\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l910 t2164\" id=\"a8132\">arrendamiento </div><div class=\"po0 fs36 cl2 l995 t2165\" id=\"a8134\">16.546 </div><div class=\"po0 fs36 cl2 l696 t2165\" id=\"a8136\">- </div><div class=\"po0 fs36 cl2 l1003 t2165\" id=\"a8138\">1.719 </div><div class=\"po0 fs36 cl2 l1024 t2165\" id=\"a8140\">4.976 </div><div class=\"po0 fs36 cl2 l587 t2165\" id=\"a8142\">(3.611) </div><div class=\"po0 fs36 cl2 l1005 t2165\" id=\"a8144\">- </div><div class=\"po0 fs36 cl2 l1000 t2165\" id=\"a8146\">19.630 </div><div class=\"po0 fs36 cl2 l910 t2166\" id=\"a8148\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l910 t2167\" id=\"a8149\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l910 t2168\" id=\"a8158\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l1010 t2168\" id=\"a8160\">(6.414) </div><div class=\"po0 fs35 cl2 l696 t2168\" id=\"a8162\">- </div><div class=\"po0 fs35 cl2 l931 t2168\" id=\"a8164\">(1.083) </div><div class=\"po0 fs35 cl2 l1019 t2168\" id=\"a8166\">(3.899) </div><div class=\"po0 fs35 cl2 l577 t2168\" id=\"a8168\">3.424 </div><div class=\"po0 fs35 cl2 l1005 t2168\" id=\"a8170\">- </div><div class=\"po0 fs35 cl2 l1020 t2168\" id=\"a8172\">(7.972) </div><div class=\"po0 fs36 cl2 l910 t2169\" id=\"a8174\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l910 t2170\" id=\"a8176\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l1010 t2171\" id=\"a8178\">(6.414) </div><div class=\"po0 fs36 cl2 l696 t2171\" id=\"a8180\">- </div><div class=\"po0 fs36 cl2 l931 t2171\" id=\"a8182\">(1.083) </div><div class=\"po0 fs36 cl2 l1019 t2171\" id=\"a8184\">(3.899) </div><div class=\"po0 fs36 cl2 l577 t2171\" id=\"a8186\">3.424 </div><div class=\"po0 fs36 cl2 l1005 t2171\" id=\"a8188\">- </div><div class=\"po0 fs36 cl2 l1020 t2171\" id=\"a8190\">(7.972) </div><div class=\"po0 fs36 cl2 l910 t2172\" id=\"a8192\">Activo intangible neto en </div><div class=\"po0 fs36 cl2 l910 t2173\" id=\"a8193\">arrendamiento </div><div class=\"po0 fs36 cl2 l995 t2174\" id=\"a8195\">10.132 </div><div class=\"po0 fs36 cl2 l696 t2174\" id=\"a8197\">- </div><div class=\"po0 fs36 cl2 l992 t2174\" id=\"a8199\">636 </div><div class=\"po0 fs36 cl2 l1024 t2174\" id=\"a8201\">1.077 </div><div class=\"po0 fs36 cl2 l994 t2174\" id=\"a8203\">(187) </div><div class=\"po0 fs36 cl2 l1005 t2174\" id=\"a8205\">- </div><div class=\"po0 fs36 cl2 l1000 t2174\" id=\"a8207\">11.658 </div><div class=\"po0 fs36 cl2 l910 t2175\" id=\"a8209\">TOTAL ACTIVO INTANGIBLE </div><div class=\"po0 fs36 cl2 l910 t2176\" id=\"a8210\">NETO </div><div class=\"po0 fs36 cl2 l984 t2177\" id=\"a8212\">104.943 </div><div class=\"po0 fs36 cl2 l584 t2177\" id=\"a8214\">2.432 </div><div class=\"po0 fs36 cl2 l1003 t2177\" id=\"a8216\">1.877 </div><div class=\"po0 fs36 cl2 l1019 t2177\" id=\"a8218\">(5.330) </div><div class=\"po0 fs36 cl2 l1014 t2177\" id=\"a8220\">71 </div><div class=\"po0 fs36 cl2 l604 t2177\" id=\"a8222\">26 </div><div class=\"po0 fs36 cl2 l985 t2177\" id=\"a8224\">104.019 </div><div class=\"po0 fs31 cl4 l340 t2178\" id=\"a8226\">.</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2183\"></div><div class=\"po0 l342 t2182 f0\" id=\"div_2180_XBRL_TS_227d24a499c146b9a07e9a184c58ee4f\"><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer2181\"><div class=\"po1 w198 z0\" id=\"TextContainer2181\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a8228\">Correcci\u00f3n monetaria y ajustes por conversi\u00f3n- </div><div class=\"po0 fs14 cl2 l340 t2179\" id=\"a8232\">La columna \u201c</div><div class=\"po0 fs26 cl2 l1025 t2180\" id=\"a8233\">Correcci\u00f3n monetaria</div><div class=\"po0 fs14 cl2 l1026 t2179\" id=\"a8234\">\u201d recoge el efecto de<div class=\"d0 w22\">\u00a0</div>la hiperinflaci\u00f3n en Argentina en 2024 y </div><div class=\"po0 fs14 cl2 l340 t1153\" id=\"a8237\">en<div class=\"d0 w448\">\u00a0</div>2023.<div class=\"d0 w222\">\u00a0</div>Por<div class=\"d0 w500\">\u00a0</div>otro<div class=\"d0 w222\">\u00a0</div>lado,<div class=\"d0 w335\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>columna<div class=\"d0 w468\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1027 t2181\" id=\"a8239\">Ajustes<div class=\"d0 w233\">\u00a0</div>por<div class=\"d0 w501\">\u00a0</div>conversi\u00f3n</div><div class=\"po0 fs14 cl2 l587 t1153\" id=\"a8240\">\u201d<div class=\"d0 w119\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>incluye<div class=\"d0 w477\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>impacto<div class=\"d0 w404\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t861\" id=\"a8241\">variaci\u00f3n de los tipos de cambio en<div class=\"d0 w21\">\u00a0</div>Latinoam\u00e9rica, destacando principalmente la contribuci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t862\" id=\"a8243\">en el<div class=\"d0 w395\">\u00a0</div>ejercicio 2024 del<div class=\"d0 w58\">\u00a0</div>efecto negativo<div class=\"d0 w47\">\u00a0</div>de Brasil y<div class=\"d0 w295\">\u00a0</div>M\u00e9xico por la<div class=\"d0 w239\">\u00a0</div>devaluaci\u00f3n de sus<div class=\"d0 w366\">\u00a0</div>monedas </div></div></div></div></div><div class=\"po1 w681 h163 lh0\" id=\"TextBlockContainer2208\"><div class=\"po0 l450 t756 f0\" id=\"div_2190_XBRL_TS_227d24a499c146b9a07e9a184c58ee4f_1\"><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer2191\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2191\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8265\">(efecto negativo de<div class=\"d0 w473\">\u00a0</div>Argentina, y<div class=\"d0 w584\">\u00a0</div>en menor<div class=\"d0 w330\">\u00a0</div>medida, efecto<div class=\"d0 w532\">\u00a0</div>positivo de<div class=\"d0 w375\">\u00a0</div>Colombia, Brasil<div class=\"d0 w472\">\u00a0</div>y M\u00e9xico </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a8268\">en 2023).</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2208\"><div class=\"po0 fs26 cl2 l451 t2183\" id=\"a8271\">Adiciones- </div><div class=\"po0 fs14 cl2 l451 t2184\" id=\"a8275\">Las adiciones m\u00e1s significativas del ejercicio 2024 se producen<div class=\"d0 w406\">\u00a0</div>en las siguientes cuentas: </div><div class=\"po0 fs33 cl2 l469 t2185\" id=\"a8278\">-</div><div class=\"po0 fs14 cl2 l489 t821\" id=\"a8280\">\u201c</div><div class=\"po0 fs26 cl2 l1028 t2186\" id=\"a8281\">Prototipos</div><div class=\"po0 fs14 cl2 l1029 t821\" id=\"a8282\">\u201d, por importe de<div class=\"d0 w34\">\u00a0</div>22.057 miles de euros (19.169 miles de<div class=\"d0 w236\">\u00a0</div>euros en el ejercicio </div><div class=\"po0 fs14 cl2 l489 t822\" id=\"a8285\">2023),<div class=\"d0 w281\">\u00a0</div>correspondientes<div class=\"d0 w480\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>altas<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>prototipos<div class=\"d0 w248\">\u00a0</div>para<div class=\"d0 w229\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>edici\u00f3n<div class=\"d0 w486\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>libros<div class=\"d0 w293\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>Grupo </div><div class=\"po0 fs14 cl2 l489 t823\" id=\"a8287\">Santillana,<div class=\"d0 w858\">\u00a0</div>fundamentalmente en Brasil y M\u00e9xico. </div><div class=\"po0 fs33 cl2 l469 t2187\" id=\"a8297\">-</div><div class=\"po0 fs14 cl2 l489 t2188\" id=\"a8299\">\u201c</div><div class=\"po0 fs26 cl2 l1028 t2189\" id=\"a8300\">Aplicaciones inform\u00e1ticas</div><div class=\"po0 fs14 cl2 l1030 t2188\" id=\"a8301\">\u201d, por importe de 11.563 miles<div class=\"d0 w7\">\u00a0</div>de euros (11.952 miles de euros </div><div class=\"po0 fs14 cl2 l489 t2190\" id=\"a8304\">en<div class=\"d0 w22\">\u00a0</div>el ejercicio<div class=\"d0 w286\">\u00a0</div>2023), correspondientes<div class=\"d0 w333\">\u00a0</div>a las<div class=\"d0 w174\">\u00a0</div>aplicaciones adquiridas<div class=\"d0 w19\">\u00a0</div>y/o desarrolladas </div><div class=\"po0 fs14 cl2 l489 t2191\" id=\"a8305\">por terceros para las sociedades del Grupo. </div><div class=\"po0 fs33 cl2 l469 t2192\" id=\"a8308\">-</div></div><div class=\"po0 l703 t966 f0\" id=\"div_2193_XBRL_TS_5b5159802f0d479a83fc833fb9437407\"><div class=\"po1 w712 h162 lh0\" id=\"TextBlockContainer2194\"><div class=\"po1 w712 z0\" id=\"TextContainer2194\"><div class=\"po0 fs14 cl2 l1031 t756\" id=\"a8310\">\u201c</div><div class=\"po0 fs26 cl2 l1032 t756\" id=\"a8311\">Otros activos<div class=\"d0 w419\">\u00a0</div>intangibles en<div class=\"d0 w283\">\u00a0</div>arrendamiento</div><div class=\"po0 fs14 cl2 l1033 t756\" id=\"a8312\">\u201d, por<div class=\"d0 w345\">\u00a0</div>importe de<div class=\"d0 w235\">\u00a0</div>4.099 miles<div class=\"d0 w296\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>(4.976 </div><div class=\"po0 fs14 cl2 l1031 t1298\" id=\"a8318\">miles de euros en el ejercicio 2023), corresponden<div class=\"d0 w325\">\u00a0</div>a la activaci\u00f3n inicial o renovaci\u00f3n de </div><div class=\"po0 fs14 cl2 l462 t762\" id=\"a8326\">contratos de arrendamiento de frecuencias de radio.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2209\"><div class=\"po0 fs26 cl2 l451 t2193\" id=\"a8329\">Retiros- </div><div class=\"po0 fs14 cl2 l451 t2194\" id=\"a8333\">Grupo<div class=\"d0 w57\">\u00a0</div>Santillana ha<div class=\"d0 w167\">\u00a0</div>dado<div class=\"d0 w47\">\u00a0</div>de baja<div class=\"d0 w247\">\u00a0</div>en el<div class=\"d0 w282\">\u00a0</div>ejercicio 2024<div class=\"d0 w225\">\u00a0</div>prototipos totalmente<div class=\"d0 w394\">\u00a0</div>amortizados por </div><div class=\"po0 fs14 cl2 l451 t2195\" id=\"a8336\">importe<div class=\"d0 w39\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>13.284 miles<div class=\"d0 w549\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros (11.346<div class=\"d0 w615\">\u00a0</div>miles<div class=\"d0 w21\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros en<div class=\"d0 w549\">\u00a0</div>el ejercicio<div class=\"d0 w249\">\u00a0</div>2023),<div class=\"d0 w129\">\u00a0</div>as\u00ed como<div class=\"d0 w469\">\u00a0</div>otros </div><div class=\"po0 fs14 cl2 l451 t2196\" id=\"a8345\">prototipos ya deteriorados. </div><div class=\"po0 fs14 cl2 l451 t1965\" id=\"a8349\">Adicionalmente, en los ejercicios 2024 y 2023 los diferentes segmentos de negocio han dado de </div><div class=\"po0 fs14 cl2 l451 t1966\" id=\"a8351\">baja aplicaciones inform\u00e1ticas totalmente amortizadas o deterioradas. </div><div class=\"po0 fs14 cl2 l451 t1968\" id=\"a8354\">Los<div class=\"d0 w245\">\u00a0</div>retiros<div class=\"d0 w419\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>otros<div class=\"d0 w296\">\u00a0</div>activos<div class=\"d0 w223\">\u00a0</div>intangibles<div class=\"d0 w7\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>arrendamiento<div class=\"d0 w58\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2023<div class=\"d0 w389\">\u00a0</div>corresponden, </div><div class=\"po0 fs14 cl2 l451 t1969\" id=\"a8357\">principalmente, a la baja de los contratos de<div class=\"d0 w299\">\u00a0</div>arrendamiento de frecuencias de radio<div class=\"d0 w113\">\u00a0</div>que hab\u00edan </div><div class=\"po0 fs14 cl2 l451 t2197\" id=\"a8358\">finalizado y estaban totalmente amortizados. </div></div><div class=\"po0 l468 t2200 f0\" id=\"div_2196_XBRL_TS_6da6ec0a9a78404ca5f1d5ece73c3df9\"><div class=\"po1 w502 h57 lh0\" id=\"TextBlockContainer2197\"><div class=\"po1 w502 z0\" id=\"TextContainer2197\"><div class=\"po0 fs26 cl2 l362 t756\" id=\"a8361\">P\u00e9rdida por deterioro- </div><div class=\"po0 fs14 cl2 l340 t2198\" id=\"a8365\">En<div class=\"d0 w237\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>ejercicios<div class=\"d0 w486\">\u00a0</div>2024<div class=\"d0 w31\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>2023<div class=\"d0 w293\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>registraron<div class=\"d0 w296\">\u00a0</div>deterioros<div class=\"d0 w286\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>prototipos<div class=\"d0 w543\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>libros<div class=\"d0 w31\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>Santillana, </div><div class=\"po0 fs14 cl2 l340 t2199\" id=\"a8368\">fundamentalmente<div class=\"d0 w291\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>Brasil,<div class=\"d0 w468\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>importe<div class=\"d0 w285\">\u00a0</div>de<div class=\"d0 w292\">\u00a0</div>1.912<div class=\"d0 w378\">\u00a0</div>miles<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>euros<div class=\"d0 w377\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>1.348<div class=\"d0 w226\">\u00a0</div>miles<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>euros, </div><div class=\"po0 fs14 cl2 l341 t1311\" id=\"a8376\">respectivamente.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2210\"><div class=\"po0 fs26 cl2 l451 t2201\" id=\"a8379\">Otras consideraciones- </div></div><div class=\"po0 l450 t2202 f0\" id=\"div_2199_XBRL_TS_4d11f07440ac473e9a39795a329fe15d\"><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer2200\"><div class=\"po1 w198 z0\" id=\"TextContainer2200\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8383\">El<div class=\"d0 w278\">\u00a0</div>saldo<div class=\"d0 w586\">\u00a0</div>neto<div class=\"d0 w449\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>contratos<div class=\"d0 w586\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>arrendamiento<div class=\"d0 w617\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>concesiones<div class=\"d0 w500\">\u00a0</div>administrativas<div class=\"d0 w337\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>Radio </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a8384\">asciende a 10.807 miles de euros a 31 de diciembre de 2024 (11.658<div class=\"d0 w515\">\u00a0</div>miles de euros en 2023).</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2211\"></div><div class=\"po0 l450 t2203 f0\" id=\"div_2202_XBRL_TS_1860dc7664754ae99010861598122efe\"><div class=\"po1 w198 h137 lh0\" id=\"TextBlockContainer2206\"><div class=\"po0 l342 t756 f0\" id=\"div_2203_XBRL_TS_a584fea830c946b3bf3d5c644462c10b\"><div class=\"po1 w198 h137 lh0\" id=\"TextBlockContainer2204\"><div class=\"po1 w198 z0\" id=\"TextContainer2204\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8392\">El<div class=\"d0 w398\">\u00a0</div>gasto<div class=\"d0 w507\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>amortizaci\u00f3n<div class=\"d0 w273\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>inmovilizado<div class=\"d0 w493\">\u00a0</div>intangible<div class=\"d0 w494\">\u00a0</div>registrado<div class=\"d0 w648\">\u00a0</div>durante<div class=\"d0 w448\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>ejercicio<div class=\"d0 w612\">\u00a0</div>2024 </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a8393\">asciende a 36.303 miles<div class=\"d0 w228\">\u00a0</div>de euros (39.881 miles<div class=\"d0 w296\">\u00a0</div>de euros en 2023),<div class=\"d0 w22\">\u00a0</div>correspondiendo 4.049 miles </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a8400\">de euros a la amortizaci\u00f3n<div class=\"d0 w387\">\u00a0</div>de inmovilizado en r\u00e9gimen<div class=\"d0 w141\">\u00a0</div>de arrendamiento (3.899<div class=\"d0 w85\">\u00a0</div>miles de euros </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a8401\">en 2023).</div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2212\"></div></div><div class=\"po1 w502 h164 lh0\" id=\"TextBlockContainer2224\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZkvN8bvxFt5K/5AdCk+g4TnQ5z8ALYEBqL9c+AHM3jgBG4mdpBR/LBb+VtqSwcwUzmCTHMXjQlEXNecYRFgXnPd4JR/nCIhB7+KODG1yRKTF1oH8UDLqLze9nz3ACbCDV1cZBkgEnAJjDo71Db2fYlpCwxZYXe9rZ8YoH8+BBwH16wNCMBMqL5LDWlDF8mqz4loMUPO6i3/d5RBn1JeZj+sV7+QFp234FNPADznTe48Dw7lgFTfby4glgEy06xpIiBcNzB3Vr1viJ/+obrGSPEOeiDAHbEEwA2qwQRnHFvuEfcobhPP1lwQ2hrflurWoyXEo6mAexxfkmABtgyr89rdi7Tui1Qn49qvn8g03sk5scL8gI169UrRTR1Q/lowAncALspYLcq6mgBe7lxWxzAXhKwGyX5mRIgeZnc/AQvgzY6n1v11RvxXQhw659rUjROvI0FcPPi/dDeDIgAtga/a+0tDbaIegM4OF6YmB7U4LU++KMB7Pl6Am4ECUBzzY3PLU3omlv10J9rboCN9kZTAWw0EtoZjR1g5W2mAewjgQxTFDMUIeFuhAQEC1lYHUcVGMxoYZ96E3MNPngE1JgKE9Bce0fgLxaHNF0z+1tPHz1wgPMeNV6SCLhPjrK3sxKNRnvzZlOlABvLAM3uwFZKPdHaVCYvMBMAXFtfV5nr3hZM51m8Q8BGaxN4Y9YBYN+4IfPe30gTC2mwnELIXtP9WfdVdAQSaTugxprh+Xmm0egzZhgANfeSp8i4T2Fx1eIe+S2K+xT37L3T1fvc34QIfqO5hW1/e0lFg5Tf3brZrNrHKw37aGXFPlKnf7R20262btlK5ZaVcrdsNLltneFdO+zfs93OPXvVvmsv4M4d2+3dtePRPetOP5Cz8aHVK/dtvfGRrdQ+EKBvCdDX5O+vubYfSJAwZw7zxBmr21ge8hUX6QqIG+kmGqlr2WAIoI3liuC/Aih3Y53iGr9O11xo55QGv07k55SOJ1Z+RJGJBDOg3WeelRvX6QoXGkSisSQI1KH54oWGq7Icqu5zM5WEObwvoPjCDgSV/Foe0sA09SAS9fY2EmlnDlr6NPNT6WH8ViwAgn7MJxNUZOntAQFACT8CXuT9avu5vXjJDwU8tKdPH/gqNB79ZFksK9GYpmLqCz8ZwGF+I3R4xRIaG3+daDxWCMKVep6d8agskXWWm9Y8QMfTX7fv3LNb8t+db96Vf3/PZyWYsSC9dedD8Qc+a8H5mPAIJ4KRk9FEFgrvl8Nfx7LgJY8nLtSufkR9c/pewU0zZ8y4U8rYK6kWy+WC3WqU7GcrVfvl2pL9enPD/kGa5f7qLduq37J68bblpnesO7orrf6BbXc+sOfnH9jjs+CX3Q9tb/ChnU7u26TwkbTRx7be/JnAfc+a5ZtWK8j3yi17ZL47KcnEZ9FLznqqyEAV8ufFs8p5wr8roQyMgNTBiimNGxAPbTDwxg6AAFsCnFfCeyjR3PalusX+qG8ccEzPmet8vF3CFkAbazBGME9l0Wi/jHP5fTDe9a0BL83lbxmVkAXglUrdr+GnfXjnOau2wnxmDTfvMh9l7Utt1E1V33qbKDOVR5tn8/loQIFCeeJLs9ab97ZjOvP02+7eS3spLf7sxSMH9JPHn0vD8yTYA3+pooNb5/HMO+WXyiWf2mOaz380QBYKGpTyPVh23hafq1wJIrlitBWQYsEAXAe0z0SkB1gu1rrDBDt58wtWj1sgEiSlYkXtMmnxvgTHmSyDAwmmbY8PoNldoM3fxstf3it9r+BOFENQpHbmc1NWmPoL/W80ytLcVfsF4N5YF7hvCtw3Z+A2u2M9gfuwd8/B/aJ9z56cBb+UJt8H3OMPZdp/ZLXKRwL3xw7ulsBdL8j3ygvcMul7LGyZ5AXyvIO7rwqxYi70CoN9VsPvTAGwpIU16DMA0HiKcVCjSTVCpq7hdIgqzAYB6dyASFXzdG6/KKqtfQnUGfOdQ4DLwS1wpYg3AzM1l3oRWAPc+Jus9+YxzPSyAs4nTuDLWuVi7Gy/dP8azcvbUX2VmYNbnMUxkuaetVENBOiA29/JJnCjUVlgArgxnx3cRxm4twF3aG8enHkscPNwyPPnj+MlDQQnpblHE2luuS2sGPOXPar+gA/NSnm8Q67dDnAPhrEKkgdesFJYEJM0900Be7a2ILEAfxONrnNYZ4BVQ4yk0SDmUPE29ruAW4Lv8NCfrjuRsEprCy7u0uX79b7p+/e5vX3RSP5r+OkfphzBtXjJIDKH1WxMm7nZzqCT6d7A16uUrS5fpiVfb5kpHPmiy9WKbTWqtlmHa7Zeq9pqpWpNdfzpIG8H3ZxM+IkEwti222Ntj+2kN5KJP7FhNsgZ/ggZlrN7rRIwrogAFD8KgKk2e1ChEO/qYlChLYheY/JhUuK/MXCiCm+oxxv2c64vw5TZC/r9HWcaYJjMRLeJIMNoHparUiZlYYr70kv1JdcldyCCa7x9Rf2SveETM3dV5rrPr3v0O/xa5trxR1kl5qu0BCjOJU/yvs2S1Vt3XKvSNsxhgmrMHcfDHWNZB/FKZt6kin/rL0D0wFsE33hxoz/QoWMRlFuW8ElvTbnmmvf27dDAuBQt+cnMONAe6oRA4TfD/O2om/G65A8++JmvukNjU0+EW3pIhPoTFMNd4ccaCGLiUlBfUvoIv5qgGSY6727Db6dfiJvQt2xzXtyruF9XOKzeRd9vQG2+TYDagT1LabRA7lthqteK8FQglWav5m2tXsjeRFqwjUZBgFaqfde073ZLPrvMel41vFwu6jq0h0B9PrZHpwP79Ghgj5U+gU8GMu1HsgJkHmoQAuyCqlDhRYfacGDz+Y53Yf565nGZ/2QXIOAVxAxUwMbAn4F7YzMGfxaJvtxrIn2NfOFQuakY0giGoYULMQB1HgOQuWuAQODOV8BJoPBebwJAvDOMc3gxYOQv1oB0P1rAYL7bV4VRX4Fvk/edy6piXpwBTJ7UmcdBCbr5oBdQY7UW89Qr/hth/Agg1/KmE6wD3o0OYFhlxrkJFAAV4YGgI2qND+3R6/UIcrEiz1ngpN94igyz+c7dWIKLtiXyTd/Sx/Q3mpo6IVRuZK90ZnEQwoB+4HzWhlMfd5u8E6JfITaJKaTYAcD3XxNV+3wqbXVNdZFW92W5GzOQE9gLNywR4yrbfL90lT++/01JAzL+0jcRrWUrWC6hM6by2WAi7SvuT+xEzvGxbOgTcUcH0bpDmbX82L2/uFACgB8FqGiMyoW3kvhzgfqz44HSvnWlqQdyrgfKfEsC4t5y0T5YKtkdMT8qcKvJDxTwaCpCBmviu98FwAYzdcLqL0xYf9OKz98yxXPkg5BBhzbCTIx3lfNTsfH88DwhdBK5C/EaobkT+5rno307zh7iSL8mioYCQDA+Z2gffuM7prX8LihNPzMcgaL4PS6CXnRL0nLM6fqcuUDLKje/Jq3llmkKMzPg7RKTRqQ8tLC/+IBlqrOlqh1/CQUWTjDTevFWFWdpeFybiCkQAGS+nWh/3QUiQgO/27Us7scknpU/UB/4k2pyAQA57aUNMV1GVHzT84t4QQbG+duv/qDHqRPPiXMvmV5Lv01GBJ7+IE/MfYRQCKotz+9CIOv/94Bu3b+r/PH9v4O8o+iqS72nb2l/GmBmXYG3K0CSngvcZ0PzlH2jDNzk0pSqh2vSvvFzvvL1lAGg/kxM2tc17mfqmi1p/A+WS863BGz/kQGZCMsSEh7xVa5XBW6IQYmJnDiWn8ZrcvFnGRA1pqSkwVg3zRw3A3Se5oENRS9dJrRK8m0BDPmziopByZQNc8GAGJMVEKRy0hSb5+H/4znvmFaTP8kKL8AqwUTemK34s2jzldWY30XD89goZfnqMJULsDDvASDLRmkfwTkXDpWaa0JMf6wa/xFDAZkHOAB0MM9hD7z/ADfWiLsNAByrQgIl8pJ14WVEH3Lv/BoJOfqb59URVLSFttIHTC9i8rsrIPOf/LyXPfXNGcUm8YPIj+WoBAPb8uHjIZSu+/xodPJPQoaU/ObBDb1vgP9w4J6ji+F5AfWZ9hD74haBcaB0IFeyp21Z1L6fKDNghfDJYbS1nyvua+A8lgn+5KTvpjj5ctswwfmR/FutsrR1/M52aH6WxoY5T+dfxQ0IbFPPWBQSPPBB5sDRAGagoaXhmRYVs3Dk7yWA5/0nngFE5eBvukZ3X5FIcWgZygptFX52IqpNXfnxA1Iiv77eWgOaRvn56u/wNwNQDGpA6m1EkFA2gBXz2uJYiFNxEGACu6Xg9xEQBhCdVVd/ZXJKxfSfCy1x3JcATAJq6kNfD6A2cQrnpn5nfp65fh78oL2xViD7zTMJBjjyDX7brY9pvHjrigtL3Uf/wUK1O/pRrHyjf7EoYp6bNwVBaUyl9H3RjwLcbyKHNgNU2/66WPbpH5oYLAvf/j0GsV+iTk2aNmdtmd2JX50NbPtcLJVfzE/910HgNTn0m3V+mbPsvyDCPt5BXhLT8d75V3ADUv2irqFR4TRYiSL7/LCbmQGwBLZvNwAu+iTKyJ6wUsf5RwfJlwUwqRwfzH5FVl6WRD3jGvIBgKQpD07k+tD8sQw2tS2uydqr9GIqMNqZpuqinCgjsf7pT/lk6Wx/Vv+oYFwbJnrUI+XtqT46O8srBEjqC8pNnPqANKoT+b6Noi6pXcqPetInDExd6j2pjJLvHtYQ4I7rU5tT+r5I9fwxgztLRclchy62oDgvKDqVPm7L/E7gPuwM7ag7VDoyueP+65vwkhxzfo6XHwEk+OaRcrH/5rbYO/+KbkC6sUGXW/A2uqqbf7nsNzcpztG/dO43KppBTkpfRXpBF4VeasfF7vnNr1C6It3/oMtXJE0IXW7TpS/fKK/Xr/l64vqUR6TU4fW+jnwj7/lj9MlV3d+3EeC+sMN+RJSafdE1b6Kv9KTv4vySfG5Z2NaUy7pezdtNbXy4UrJ7/B4YvwUmbc1vf7WksSvS1IBawt8vljz2nN+Q+0+CGGSv84yyPvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2224\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a8413\">En<div class=\"d0 w859\">\u00a0</div>la<div class=\"d0 w860\">\u00a0</div>cuenta<div class=\"d0 w607\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1034 t814\" id=\"a8414\">Otros<div class=\"d0 w861\">\u00a0</div>activos<div class=\"d0 w862\">\u00a0</div>intangibles</div><div class=\"po0 fs14 cl2 l353 t756\" id=\"a8415\">\u201d<div class=\"d0 w863\">\u00a0</div>del<div class=\"d0 w520\">\u00a0</div>activo<div class=\"d0 w864\">\u00a0</div>intangible<div class=\"d0 w865\">\u00a0</div>se<div class=\"d0 w866\">\u00a0</div>incluyen<div class=\"d0 w867\">\u00a0</div>concesiones </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a8416\">administrativas adquiridas cuyo<div class=\"d0 w171\">\u00a0</div>valor neto<div class=\"d0 w19\">\u00a0</div>en libros asciende<div class=\"d0 w60\">\u00a0</div>a 21.161 miles<div class=\"d0 w486\">\u00a0</div>de euros<div class=\"d0 w24\">\u00a0</div>a 31<div class=\"d0 w110\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a8425\">diciembre de<div class=\"d0 w299\">\u00a0</div>2024 (21.880 miles de<div class=\"d0 w740\">\u00a0</div>euros a 31<div class=\"d0 w300\">\u00a0</div>de diciembre<div class=\"d0 w472\">\u00a0</div>de 2023), consideradas<div class=\"d0 w387\">\u00a0</div>como activos </div><div class=\"po0 fs14 cl2 l362 t817\" id=\"a8429\">de<div class=\"d0 w246\">\u00a0</div>vida \u00fatil<div class=\"d0 w98\">\u00a0</div>indefinida, al<div class=\"d0 w390\">\u00a0</div>ser muy<div class=\"d0 w167\">\u00a0</div>probable la<div class=\"d0 w287\">\u00a0</div>obtenci\u00f3n de<div class=\"d0 w248\">\u00a0</div>la renovaci\u00f3n<div class=\"d0 w390\">\u00a0</div>de las<div class=\"d0 w111\">\u00a0</div>mismas sin </div><div class=\"po0 fs14 cl2 l362 t818\" id=\"a8430\">incurrir en<div class=\"d0 w175\">\u00a0</div>costes significativos.<div class=\"d0 w228\">\u00a0</div>Dichas concesiones<div class=\"d0 w201\">\u00a0</div>corresponden principalmente<div class=\"d0 w395\">\u00a0</div>a Sociedad </div><div class=\"po0 fs14 cl2 l362 t819\" id=\"a8432\">Espa\u00f1ola de<div class=\"d0 w394\">\u00a0</div>Radiodifusi\u00f3n, S.L.U.<div class=\"d0 w49\">\u00a0</div>y Grupo<div class=\"d0 w361\">\u00a0</div>Latino de<div class=\"d0 w31\">\u00a0</div>Radiodifusi\u00f3n Chile,<div class=\"d0 w22\">\u00a0</div>Ltda. Al<div class=\"d0 w293\">\u00a0</div>cierre de </div><div class=\"po0 fs14 cl2 l362 t820\" id=\"a8438\">cada ejercicio se analiza la vida \u00fatil remanente de<div class=\"d0 w126\">\u00a0</div>estas concesiones con objeto de asegurar que </div><div class=\"po0 fs14 cl2 l362 t821\" id=\"a8439\">\u00e9sta sigue siendo indefinida para, en caso contrario, proceder a su<div class=\"d0 w34\">\u00a0</div>amortizaci\u00f3n. Asimismo, se </div><div class=\"po0 fs14 cl2 l362 t822\" id=\"a8444\">analiza, al menos anualmente, la existencia de indicios de<div class=\"d0 w18\">\u00a0</div>deterioro en estos activos, conforme </div><div class=\"po0 fs14 cl2 l362 t823\" id=\"a8445\">a lo descrito en la nota 4 f).<div class=\"d0 w487\">\u00a0</div></div><div class=\"po0 fs14 cl2 l362 t825\" id=\"a8451\">Grupo<div class=\"d0 w530\">\u00a0</div>PRISA<div class=\"d0 w704\">\u00a0</div>mantiene<div class=\"d0 w450\">\u00a0</div>en<div class=\"d0 w355\">\u00a0</div>el<div class=\"d0 w657\">\u00a0</div>activo<div class=\"d0 w760\">\u00a0</div>bienes<div class=\"d0 w364\">\u00a0</div>intangibles<div class=\"d0 w594\">\u00a0</div>que<div class=\"d0 w301\">\u00a0</div>se<div class=\"d0 w520\">\u00a0</div>encuentran<div class=\"d0 w307\">\u00a0</div>totalmente </div><div class=\"po0 fs14 cl2 l362 t826\" id=\"a8452\">amortizados por importe de 230.865<div class=\"d0 w387\">\u00a0</div>miles de euros a 31 de<div class=\"d0 w299\">\u00a0</div>diciembre de 2024 (228.548 miles<div class=\"d0 w446\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t903\" id=\"a8459\">euros a 31 de diciembre de 2023). </div><div class=\"po0 fs14 cl2 l362 t1057\" id=\"a8462\">No existen restricciones a la titularidad del activo intangible. </div></div><div class=\"po0 l342 t1326 f0\" id=\"div_2218_XBRL_TS_4b26f06d70684d0c9b33d8fa1277647f\"><div class=\"po1 w374 h114 lh0\" id=\"TextBlockContainer2222\"><div class=\"po0 l342 t756 f0\" id=\"div_2219_XBRL_TS_424dcb7fbfe54fbcabd3989fec8bb2bf\"><div class=\"po1 w374 h114 lh0\" id=\"TextBlockContainer2220\"><div class=\"po1 w374 z0\" id=\"TextContainer2220\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8465\">No<div class=\"d0 w373\">\u00a0</div>existen<div class=\"d0 w6\">\u00a0</div>compromisos<div class=\"d0 w289\">\u00a0</div>futuros<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>compra<div class=\"d0 w273\">\u00a0</div>relevantes<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>activo<div class=\"d0 w382\">\u00a0</div>intangible<div class=\"d0 w280\">\u00a0</div>distintos<div class=\"d0 w492\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a8466\">mencionados en la nota 23.</div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfIntangibleAssetsAndGoodwillExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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class=\"w89 po0 h141 l715 t1759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l717 t1759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l719 t1759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l714 t1759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l721 t1760 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l712 t1760 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l715 t1760 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l717 t1760 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l719 t1760 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l714 t1760 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l721 t1761 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l712 t1761 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l715 t1761 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l717 t1761 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l719 t1761 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l714 t1761 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l721 t1762 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l712 t1762 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l715 t1762 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l717 t1762 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l719 t1762 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l714 t1762 bgc0\">\u00a0</div>\n<div class=\"w810 po0 h83 l722 t1763 bgc3\">\u00a0</div>\n<div class=\"w811 po0 h33 l724 t1764 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h83 l713 t1763 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l725 t1764 bgc3\">\u00a0</div>\n<div class=\"w814 po0 h83 l726 t1763 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l727 t1764 bgc3\">\u00a0</div>\n<div class=\"w816 po0 h83 l718 t1763 bgc3\">\u00a0</div>\n<div class=\"w817 po0 h33 l728 t1764 bgc3\">\u00a0</div>\n<div class=\"w814 po0 h83 l729 t1763 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l730 t1764 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l721 t1765 bgc0\">\u00a0</div>\n<div class=\"w818 po0 h12 l722 t1765 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l712 t1765 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l713 t1765 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l715 t1765 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l716 t1765 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l717 t1765 bgc0\">\u00a0</div>\n<div class=\"w808 po0 h12 l718 t1765 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l719 t1765 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l720 t1765 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l714 t1765 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l721 t1763 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l721 t1766 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l721 t1766 bgc0\">\u00a0</div>\n<div class=\"w818 po0 h12 l722 t1766 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l712 t1763 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l712 t1766 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l713 t1766 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l715 t1763 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l715 t1766 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l716 t1766 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l717 t1763 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l717 t1766 bgc0\">\u00a0</div>\n<div class=\"w808 po0 h12 l718 t1766 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l719 t1763 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l719 t1766 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l720 t1766 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l714 t1763 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l714 t1766 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l714 t1766 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l731 t1767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l731 t1767 bgc0\">\u00a0</div>\n<div class=\"w819 po0 h12 l732 t1767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l731 t1768 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l733 t1768 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l731 t1769 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l732 t1769 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l734 t1769 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l735 t1769 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l736 t1769 bgc0\">\u00a0</div>\n<div class=\"w808 po0 h12 l737 t1769 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l738 t1769 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l739 t1769 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1769 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h142 l731 t1770 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h142 l734 t1770 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h142 l736 t1770 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h142 l738 t1770 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h142 l733 t1770 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l740 t1771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l740 t1771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l741 t1771 bgc0\">\u00a0</div>\n<div class=\"w820 po0 h12 l742 t1771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l731 t1771 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l732 t1771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l734 t1771 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l735 t1771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l736 t1771 bgc0\">\u00a0</div>\n<div class=\"w808 po0 h12 l737 t1771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l738 t1771 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l739 t1771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l740 t1772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l731 t1772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l734 t1772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l736 t1772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l738 t1772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l733 t1772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l740 t1773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l731 t1773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l734 t1773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l736 t1773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l738 t1773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l733 t1773 bgc0\">\u00a0</div>\n<div class=\"w821 po0 h143 l741 t1774 bgc3\">\u00a0</div>\n<div class=\"w822 po0 h33 l743 t1775 bgc3\">\u00a0</div>\n<div class=\"w814 po0 h143 l744 t1774 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l745 t1775 bgc3\">\u00a0</div>\n<div class=\"w814 po0 h143 l735 t1774 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l746 t1775 bgc3\">\u00a0</div>\n<div class=\"w816 po0 h143 l737 t1774 bgc3\">\u00a0</div>\n<div class=\"w817 po0 h33 l747 t1775 bgc3\">\u00a0</div>\n<div class=\"w814 po0 h143 l748 t1774 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h33 l749 t1775 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l740 t1776 bgc0\">\u00a0</div>\n<div class=\"w823 po0 h12 l741 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l731 t1776 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l732 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l734 t1776 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l735 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l736 t1776 bgc0\">\u00a0</div>\n<div class=\"w808 po0 h12 l737 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l738 t1776 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l739 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l740 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l740 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l740 t1777 bgc0\">\u00a0</div>\n<div class=\"w823 po0 h12 l741 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l731 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l731 t1777 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l732 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l734 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l734 t1777 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l735 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l736 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l736 t1777 bgc0\">\u00a0</div>\n<div class=\"w808 po0 h12 l737 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l738 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l738 t1777 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l739 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l733 t1774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l733 t1777 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2093\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a6365\">(6)<div class=\"d0 w138\">\u00a0</div>FONDO DE COMERCIO </div><div class=\"po0 fs25 cl2 l451 t1778\" id=\"a6369\">Ejercicio 2024- </div><div class=\"po0 fs14 cl2 l451 t1779\" id=\"a6372\">La composici\u00f3n y<div class=\"d0 w148\">\u00a0</div>movimiento del<div class=\"d0 w392\">\u00a0</div>fondo de comercio<div class=\"d0 w824\">\u00a0</div>del Grupo de<div class=\"d0 w488\">\u00a0</div>las sociedades consolidadas </div><div class=\"po0 fs14 cl2 l451 t1780\" id=\"a6373\">por el m\u00e9todo de integraci\u00f3n global durante el ejercicio<div class=\"d0 w354\">\u00a0</div>2024 han sido los siguientes: </div><div class=\"po0 fs38 cl2 l750 t1781\" id=\"a6379\">Miles de euros </div><div class=\"po0 fs38 cl2 l751 t1782\" id=\"a6381\">Saldo al </div><div class=\"po0 fs38 cl2 l752 t1783\" id=\"a6382\">31.12.2023 </div><div class=\"po0 fs38 cl2 l753 t1782\" id=\"a6384\">Ajustes por </div><div class=\"po0 fs38 cl2 l754 t1783\" id=\"a6385\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l755 t1784\" id=\"a6387\">Alta </div><div class=\"po0 fs38 cl2 l756 t1782\" id=\"a6389\">Saldo al </div><div class=\"po0 fs38 cl2 l757 t1783\" id=\"a6390\">31.12.2024 </div><div class=\"po0 fs38 cl2 l758 t1785\" id=\"a6392\">Editora Moderna, Ltda. </div><div class=\"po0 fs38 cl2 l759 t1785\" id=\"a6394\">15.227 </div><div class=\"po0 fs38 cl2 l760 t1785\" id=\"a6396\">(2.521) </div><div class=\"po0 fs39 cl2 l761 t1786\" id=\"a6398\">- </div><div class=\"po0 fs38 cl2 l762 t1785\" id=\"a6400\">12.706 </div><div class=\"po0 fs38 cl2 l758 t1787\" id=\"a6402\">Santillana Educa\u00e7ao Ltda. </div><div class=\"po0 fs38 cl2 l759 t1787\" id=\"a6404\">25.992 </div><div class=\"po0 fs38 cl2 l760 t1787\" id=\"a6406\">(4.302) </div><div class=\"po0 fs39 cl2 l761 t1788\" id=\"a6408\">- </div><div class=\"po0 fs38 cl2 l762 t1787\" id=\"a6410\">21.690 </div><div class=\"po0 fs38 cl2 l758 t1789\" id=\"a6412\">Grupo Latino de Radiodifusi\u00f3n Chile,<div class=\"d0 w29\">\u00a0</div>Ltda. </div><div class=\"po0 fs38 cl2 l759 t1790\" id=\"a6414\">26.803 </div><div class=\"po0 fs38 cl2 l760 t1789\" id=\"a6416\">(1.404) </div><div class=\"po0 fs39 cl2 l761 t1791\" id=\"a6418\">- </div><div class=\"po0 fs38 cl2 l762 t1790\" id=\"a6420\">25.399 </div><div class=\"po0 fs38 cl2 l758 t1792\" id=\"a6422\">Propulsora Monta\u00f1esa, S.A. </div><div class=\"po0 fs38 cl2 l763 t1793\" id=\"a6424\">8.608 </div><div class=\"po0 fs39 cl2 l764 t1794\" id=\"a6426\">- </div><div class=\"po0 fs39 cl2 l761 t1794\" id=\"a6428\">- </div><div class=\"po0 fs38 cl2 l765 t1793\" id=\"a6430\">8.608 </div><div class=\"po0 fs38 cl2 l758 t1795\" id=\"a6432\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n,<div class=\"d0 w16\">\u00a0</div>S.L.U. </div><div class=\"po0 fs38 cl2 l759 t1796\" id=\"a6435\">27.217 </div><div class=\"po0 fs39 cl2 l764 t1797\" id=\"a6437\">- </div><div class=\"po0 fs39 cl2 l761 t1797\" id=\"a6439\">- </div><div class=\"po0 fs38 cl2 l762 t1796\" id=\"a6441\">27.217 </div><div class=\"po0 fs38 cl2 l758 t1798\" id=\"a6443\">Otras sociedades </div><div class=\"po0 fs38 cl2 l759 t507\" id=\"a6445\">13.807 </div><div class=\"po0 fs38 cl2 l766 t1798\" id=\"a6447\">(29) </div><div class=\"po0 fs38 cl2 l767 t1798\" id=\"a6449\">689 </div><div class=\"po0 fs38 cl2 l762 t507\" id=\"a6451\">14.467 </div><div class=\"po0 fs39 cl2 l758 t1799\" id=\"a6453\">Total </div><div class=\"po0 fs39 cl2 l768 t1799\" id=\"a6455\">117.654 </div><div class=\"po0 fs39 cl2 l760 t1799\" id=\"a6457\">(8.256) </div><div class=\"po0 fs39 cl2 l767 t1799\" id=\"a6459\">689 </div><div class=\"po0 fs39 cl2 l769 t1799\" id=\"a6461\">110.087 </div><div class=\"po0 fs14 cl2 l451 t1800\" id=\"a6465\">En el<div class=\"d0 w171\">\u00a0</div>ejercicio 2024,<div class=\"d0 w23\">\u00a0</div>la adici\u00f3n<div class=\"d0 w32\">\u00a0</div>en </div><div class=\"po0 fs26 cl2 l770 t1801\" id=\"a6468\">\u201cOtras sociedades\u201d </div><div class=\"po0 fs14 cl2 l771 t1800\" id=\"a6471\">se debe<div class=\"d0 w200\">\u00a0</div>al alta<div class=\"d0 w58\">\u00a0</div>del fondo de<div class=\"d0 w238\">\u00a0</div>comercio por </div><div class=\"po0 fs14 cl2 l451 t1802\" id=\"a6476\">importe de 689<div class=\"d0 w584\">\u00a0</div>miles de euros<div class=\"d0 w489\">\u00a0</div>surgido en la<div class=\"d0 w354\">\u00a0</div>adquisici\u00f3n del<div class=\"d0 w144\">\u00a0</div>64% de Radio<div class=\"d0 w268\">\u00a0</div>Ja\u00e9n S.L.U. </div><div class=\"po0 fs26 cl2 l772 t1803\" id=\"a6480\">(v\u00e9ase nota </div><div class=\"po0 fs26 cl2 l451 t1804\" id=\"a6481\">3)</div><div class=\"po0 fs14 cl2 l773 t1805\" id=\"a6482\">. </div><div class=\"po0 fs14 cl2 l451 t1806\" id=\"a6485\">A continuaci\u00f3n,<div class=\"d0 w738\">\u00a0</div>se presenta la<div class=\"d0 w333\">\u00a0</div>composici\u00f3n y el movimiento<div class=\"d0 w63\">\u00a0</div>de los fondos<div class=\"d0 w295\">\u00a0</div>de comercio de las </div><div class=\"po0 fs14 cl2 l451 t1807\" id=\"a6490\">sociedades consolidadas<div class=\"d0 w473\">\u00a0</div>por el<div class=\"d0 w411\">\u00a0</div>m\u00e9todo de<div class=\"d0 w558\">\u00a0</div>integraci\u00f3n<div class=\"d0 w556\">\u00a0</div>global del<div class=\"d0 w626\">\u00a0</div>Grupo durante<div class=\"d0 w584\">\u00a0</div>el ejercicio<div class=\"d0 w825\">\u00a0</div>2024 </div><div class=\"po0 fs14 cl2 l451 t1808\" id=\"a6495\">por segmentos de negocio: </div><div class=\"po0 fs38 cl2 l774 t1809\" id=\"a6499\">Miles de euros </div><div class=\"po0 fs38 cl2 l775 t1810\" id=\"a6501\">Saldo al </div><div class=\"po0 fs38 cl2 l776 t1811\" id=\"a6502\">31.12.2023 </div><div class=\"po0 fs38 cl2 l777 t1810\" id=\"a6504\">Ajuste por </div><div class=\"po0 fs38 cl2 l778 t1811\" id=\"a6505\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l562 t1812\" id=\"a6507\">Altas </div><div class=\"po0 fs38 cl2 l779 t1810\" id=\"a6509\">Saldo al </div><div class=\"po0 fs38 cl2 l780 t1811\" id=\"a6510\">31.12.2024 </div><div class=\"po0 fs38 cl2 l781 t1813\" id=\"a6512\">Media </div><div class=\"po0 fs38 cl2 l782 t1813\" id=\"a6514\">74.715 </div><div class=\"po0 fs38 cl2 l783 t1813\" id=\"a6516\">(1.404) </div><div class=\"po0 fs38 cl2 ls9 l784 t1813\" id=\"a6518\">689<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs38 cl2 l785 t1813\" id=\"a6520\">74.000 </div><div class=\"po0 fs38 cl2 l781 t1814\" id=\"a6522\">Educaci\u00f3n </div><div class=\"po0 fs38 cl2 l782 t1814\" id=\"a6524\">42.939 </div><div class=\"po0 fs38 cl2 l783 t1814\" id=\"a6526\">(6.852) </div><div class=\"po0 fs38 cl2 l786 t1814\" id=\"a6528\">- </div><div class=\"po0 fs38 cl2 l785 t1814\" id=\"a6530\">36.087 </div><div class=\"po0 fs39 cl2 l781 t1815\" id=\"a6532\">Total </div><div class=\"po0 fs39 cl2 l787 t1815\" id=\"a6534\">117.654 </div><div class=\"po0 fs39 cl2 l783 t1815\" id=\"a6536\">(8.256) </div><div class=\"po0 fs39 cl2 l788 t1815\" id=\"a6538\">689 </div><div class=\"po0 fs39 cl2 l789 t1815\" id=\"a6540\">110.087 </div></div></div></div></div><div class=\"po1 w198 h136 lh0\" id=\"TextBlockContainer2110\"><div class=\"po0 l342 t756 f0\" id=\"div_2100_XBRL_TS_283ed5b416fe42fdbc3f07fec059dacf_1\"><div class=\"po1 w198 h136 lh0\" id=\"TextBlockContainer2107\"><div class=\"w826 po0 h143 l790 t1816 bgc3\">\u00a0</div>\n<div class=\"w814 po0 h143 l791 t1816 bgc3\">\u00a0</div>\n<div class=\"w807 po0 h143 l792 t1816 bgc3\">\u00a0</div>\n<div class=\"w806 po0 h143 l793 t1816 bgc3\">\u00a0</div>\n<div class=\"w814 po0 h143 l794 t1816 bgc3\">\u00a0</div>\n<div class=\"w807 po0 h143 l795 t1816 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h143 l796 t1816 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l796 t1634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l796 t1634 bgc0\">\u00a0</div>\n<div class=\"w826 po0 h12 l790 t1634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l797 t1816 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1634 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l791 t1634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l798 t1816 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t1634 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l629 t1634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l799 t1816 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l799 t1634 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l793 t1634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l800 t1816 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l800 t1634 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l794 t1634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l801 t1816 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l801 t1634 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l802 t1634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l69 t1816 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1634 bgc0\">\u00a0</div>\n<div class=\"po0 l342 t756 f0\" id=\"div_2101_XBRL_TS_b0ffac6fb9f34911a29f354dc2fa9ed8_1\"><div class=\"po1 w198 h148 lh0\" id=\"TextBlockContainer2102\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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l802 t1825 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l729 t1825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l804 t1825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l808 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l808 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l808 t690 bgc0\">\u00a0</div>\n<div class=\"w818 po0 h12 l809 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l791 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l791 t690 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l803 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l792 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l792 t690 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l805 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l793 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l793 t690 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l806 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l794 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l794 t690 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l807 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l802 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t690 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l729 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l804 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l804 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l804 t690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1826 bgc0\">\u00a0</div>\n<div class=\"w827 po0 h12 l791 t1826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l797 t1827 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l69 t1827 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1828 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l791 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t1828 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l629 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l799 t1828 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l793 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l800 t1828 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l794 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l801 t1828 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l802 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l797 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l798 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l799 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l800 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l801 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l69 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l796 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l796 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l790 t1830 bgc0\">\u00a0</div>\n<div class=\"w820 po0 h12 l817 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1830 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l791 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t1830 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l629 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l799 t1830 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l793 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l800 t1830 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l794 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l801 t1830 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l802 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l796 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l797 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l798 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l799 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l800 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l801 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l69 t1831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l796 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l797 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l798 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l799 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l800 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l801 t1832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l69 t1832 bgc0\">\u00a0</div>\n<div class=\"w822 po0 h33 l818 t1833 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l819 t1833 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l820 t1833 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l821 t1833 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l822 t1833 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h33 l823 t1833 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l796 t1834 bgc0\">\u00a0</div>\n<div class=\"w826 po0 h12 l790 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l797 t1834 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l791 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t1834 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l629 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l799 t1834 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l793 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l800 t1834 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l794 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l801 t1834 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l802 t1834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l69 t1834 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2102\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a6553\">Ejercicio 2023- </div><div class=\"po0 fs14 cl2 l340 t1658\" id=\"a6556\">La composici\u00f3n y<div class=\"d0 w148\">\u00a0</div>movimiento del<div class=\"d0 w392\">\u00a0</div>fondo de comercio<div class=\"d0 w824\">\u00a0</div>del Grupo de<div class=\"d0 w488\">\u00a0</div>las sociedades consolidadas </div><div class=\"po0 fs14 cl2 l340 t1659\" id=\"a6557\">por el m\u00e9todo de integraci\u00f3n global durante el ejercicio<div class=\"d0 w354\">\u00a0</div>2023 fueron los siguientes: </div><div class=\"po0 fs38 cl2 l824 t1835\" id=\"a6563\">Miles de euros </div><div class=\"po0 fs38 cl2 l825 t1836\" id=\"a6565\">Saldo al </div><div class=\"po0 fs38 cl2 l826 t1837\" id=\"a6566\">31.12.2022 </div><div class=\"po0 fs38 cl2 l827 t1836\" id=\"a6568\">Ajustes por </div><div class=\"po0 fs38 cl2 l828 t1837\" id=\"a6569\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l829 t1838\" id=\"a6571\">Alta </div><div class=\"po0 fs38 cl2 l830 t1838\" id=\"a6573\">Deterioro </div><div class=\"po0 fs38 cl2 l831 t1836\" id=\"a6575\">Saldo al </div><div class=\"po0 fs38 cl2 l832 t1837\" id=\"a6576\">31.12.2023 </div><div class=\"po0 fs38 cl2 l833 t1839\" id=\"a6578\">Editora Moderna, Ltda. </div><div class=\"po0 fs38 cl2 l834 t1839\" id=\"a6580\">14.394 </div><div class=\"po0 fs38 cl2 l835 t1839\" id=\"a6582\">833 </div><div class=\"po0 fs39 cl2 l836 t1840\" id=\"a6584\">- </div><div class=\"po0 fs39 cl2 l837 t1840\" id=\"a6586\">- </div><div class=\"po0 fs38 cl2 l838 t1839\" id=\"a6588\">15.227 </div><div class=\"po0 fs38 cl2 l833 t1841\" id=\"a6590\">Santillana Educa\u00e7ao Ltda. </div><div class=\"po0 fs38 cl2 l834 t1841\" id=\"a6592\">24.571 </div><div class=\"po0 fs38 cl2 l839 t1841\" id=\"a6594\">1.421 </div><div class=\"po0 fs39 cl2 l836 t1842\" id=\"a6596\">- </div><div class=\"po0 fs39 cl2 l837 t1842\" id=\"a6598\">- </div><div class=\"po0 fs38 cl2 l838 t1841\" id=\"a6600\">25.992 </div><div class=\"po0 fs38 cl2 l833 t1843\" id=\"a6602\">Grupo Latino de Radiodifusi\u00f3n Chile,<div class=\"d0 w29\">\u00a0</div>Ltda. </div><div class=\"po0 fs38 cl2 l834 t1844\" id=\"a6604\">28.633 </div><div class=\"po0 fs38 cl2 l840 t1843\" id=\"a6606\">(1.830) </div><div class=\"po0 fs39 cl2 l836 t1845\" id=\"a6608\">- </div><div class=\"po0 fs39 cl2 l837 t1845\" id=\"a6610\">- </div><div class=\"po0 fs38 cl2 l838 t1844\" id=\"a6612\">26.803 </div><div class=\"po0 fs38 cl2 l833 t1846\" id=\"a6614\">Propulsora Monta\u00f1esa, S.A. </div><div class=\"po0 fs38 cl2 l841 t499\" id=\"a6616\">8.608 </div><div class=\"po0 fs39 cl2 l842 t1847\" id=\"a6618\">- </div><div class=\"po0 fs39 cl2 l836 t1847\" id=\"a6620\">- </div><div class=\"po0 fs39 cl2 l837 t1847\" id=\"a6622\">- </div><div class=\"po0 fs38 cl2 l843 t499\" id=\"a6624\">8.608 </div><div class=\"po0 fs38 cl2 l833 t1848\" id=\"a6626\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n,<div class=\"d0 w828\">\u00a0</div>S.L.U. </div><div class=\"po0 fs38 cl2 l834 t1849\" id=\"a6628\">27.217 </div><div class=\"po0 fs39 cl2 l842 t1850\" id=\"a6630\">- </div><div class=\"po0 fs39 cl2 l836 t1850\" id=\"a6632\">- </div><div class=\"po0 fs39 cl2 l837 t1850\" id=\"a6634\">- </div><div class=\"po0 fs38 cl2 l838 t1849\" id=\"a6636\">27.217 </div><div class=\"po0 fs38 cl2 l833 t504\" id=\"a6638\">Otras sociedades </div><div class=\"po0 fs38 cl2 l834 t1851\" id=\"a6640\">13.797 </div><div class=\"po0 fs38 cl2 l586 t504\" id=\"a6642\">10 </div><div class=\"po0 fs38 cl2 l844 t504\" id=\"a6644\">155 </div><div class=\"po0 fs38 cl2 l845 t504\" id=\"a6646\">(155) </div><div class=\"po0 fs38 cl2 l838 t1851\" id=\"a6648\">13.807 </div><div class=\"po0 fs39 cl2 l833 t1852\" id=\"a6650\">Total </div><div class=\"po0 fs39 cl2 l846 t1852\" id=\"a6652\">117.220 </div><div class=\"po0 fs39 cl2 l835 t1852\" id=\"a6654\">434 </div><div class=\"po0 fs39 cl2 l844 t1852\" id=\"a6656\">155 </div><div class=\"po0 fs39 cl2 l845 t1852\" id=\"a6658\">(155) </div><div class=\"po0 fs39 cl2 l847 t1852\" id=\"a6660\">117.654 </div><div class=\"po0 fs14 cl2 l340 t1853\" id=\"a6664\">A continuaci\u00f3n, se<div class=\"d0 w23\">\u00a0</div>presenta la composici\u00f3n y<div class=\"d0 w164\">\u00a0</div>el movimiento de<div class=\"d0 w38\">\u00a0</div>los fondos de<div class=\"d0 w34\">\u00a0</div>comercio de las </div><div class=\"po0 fs14 cl2 l340 t1854\" id=\"a6666\">sociedades consolidadas<div class=\"d0 w473\">\u00a0</div>por el<div class=\"d0 w411\">\u00a0</div>m\u00e9todo de<div class=\"d0 w558\">\u00a0</div>integraci\u00f3n<div class=\"d0 w556\">\u00a0</div>global del<div class=\"d0 w626\">\u00a0</div>Grupo durante<div class=\"d0 w584\">\u00a0</div>el ejercicio<div class=\"d0 w825\">\u00a0</div>2023 </div><div class=\"po0 fs14 cl2 l340 t1855\" id=\"a6671\">por segmentos de negocio: </div><div class=\"po0 fs38 cl2 l848 t1856\" id=\"a6675\">Miles de euros </div><div class=\"po0 fs38 cl2 l641 t1857\" id=\"a6677\">Saldo al </div><div class=\"po0 fs38 cl2 l849 t1858\" id=\"a6678\">31.12.2022 </div><div class=\"po0 fs38 cl2 l850 t1857\" id=\"a6680\">Ajuste por </div><div class=\"po0 fs38 cl2 l851 t1858\" id=\"a6681\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l852 t1859\" id=\"a6683\">Altas </div><div class=\"po0 fs38 cl2 l853 t1859\" id=\"a6685\">Deterioro </div><div class=\"po0 fs38 cl2 l756 t1857\" id=\"a6687\">Saldo al </div><div class=\"po0 fs38 cl2 l757 t1858\" id=\"a6688\">31.12.2023 </div><div class=\"po0 fs38 cl2 l854 t1860\" id=\"a6690\">Media </div><div class=\"po0 fs38 cl2 l855 t1860\" id=\"a6692\">76.545 </div><div class=\"po0 fs38 cl2 l856 t1860\" id=\"a6694\">(1.830) </div><div class=\"po0 fs38 cl2 ls9 l857 t1860\" id=\"a6696\">155<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs38 cl2 l858 t1860\" id=\"a6698\">(155) </div><div class=\"po0 fs38 cl2 l762 t1860\" id=\"a6700\">74.715 </div><div class=\"po0 fs38 cl2 l854 t1861\" id=\"a6702\">Educaci\u00f3n </div><div class=\"po0 fs38 cl2 l855 t1861\" id=\"a6704\">40.675 </div><div class=\"po0 fs38 cl2 l859 t1861\" id=\"a6706\">2.264<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l860 t1861\" id=\"a6708\">- </div><div class=\"po0 fs38 cl2 l861 t1861\" id=\"a6710\">- </div><div class=\"po0 fs38 cl2 l762 t1861\" id=\"a6712\">42.939 </div><div class=\"po0 fs39 cl2 l854 t451\" id=\"a6714\">Total </div><div class=\"po0 fs39 cl2 l862 t451\" id=\"a6716\">117.220 </div><div class=\"po0 fs39 cl2 ls9 l863 t451\" id=\"a6718\">434<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs39 cl2 ls9 l857 t451\" id=\"a6720\">155<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs39 cl2 l858 t451\" id=\"a6722\">(155) </div><div class=\"po0 fs39 cl2 l864 t452\" id=\"a6724\">117.654</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2107\"></div><div class=\"po0 l342 t456 f0\" id=\"div_2104_XBRL_TS_738f656dea5247c3bc2de178f8a7d1ab\"><div class=\"po1 w198 h149 lh0\" id=\"TextBlockContainer2105\"><div class=\"po1 w198 z0\" id=\"TextContainer2105\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a6728\">Test de deterioro </div><div class=\"po0 fs14 cl2 l340 t1561\" id=\"a6730\">Al cierre de cada ejercicio o siempre que existan<div class=\"d0 w299\">\u00a0</div>indicios de p\u00e9rdida de valor el Grupo<div class=\"d0 w556\">\u00a0</div>procede </div><div class=\"po0 fs14 cl2 l340 t1562\" id=\"a6731\">a<div class=\"d0 w672\">\u00a0</div>estimar,<div class=\"d0 w153\">\u00a0</div>mediante<div class=\"d0 w749\">\u00a0</div>el<div class=\"d0 w598\">\u00a0</div>denominado<div class=\"d0 w194\">\u00a0</div>test<div class=\"d0 w157\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>deterioro,<div class=\"d0 w349\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>posible<div class=\"d0 w155\">\u00a0</div>existencia<div class=\"d0 w259\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>p\u00e9rdidas </div><div class=\"po0 fs14 cl2 l340 t1862\" id=\"a6732\">permanentes de<div class=\"d0 w472\">\u00a0</div>valor que<div class=\"d0 w386\">\u00a0</div>reduzcan el<div class=\"d0 w555\">\u00a0</div>valor recuperable<div class=\"d0 w830\">\u00a0</div>de los<div class=\"d0 w556\">\u00a0</div>fondos de<div class=\"d0 w558\">\u00a0</div>comercio a<div class=\"d0 w473\">\u00a0</div>un importe </div><div class=\"po0 fs14 cl2 l340 t1863\" id=\"a6734\">inferior al coste neto registrado. </div><div class=\"po0 fs14 cl2 l340 t1864\" id=\"a6737\">Para realizar el<div class=\"d0 w558\">\u00a0</div>mencionado test de<div class=\"d0 w330\">\u00a0</div>deterioro los fondos<div class=\"d0 w387\">\u00a0</div>de comercio<div class=\"d0 w561\">\u00a0</div>son asignados a<div class=\"d0 w325\">\u00a0</div>una o m\u00e1s </div><div class=\"po0 fs14 cl2 l340 t1865\" id=\"a6738\">unidades generadoras de efectivo. El valor recuperable de cada unidad generadora<div class=\"d0 w479\">\u00a0</div>de efectivo </div><div class=\"po0 fs14 cl2 l340 t1866\" id=\"a6739\">se determina como el mayor entre el valor en uso y el precio de venta neto que se obtendr\u00eda de </div><div class=\"po0 fs14 cl2 l340 t1867\" id=\"a6741\">los<div class=\"d0 w291\">\u00a0</div>activos<div class=\"d0 w222\">\u00a0</div>asociados<div class=\"d0 w287\">\u00a0</div>a<div class=\"d0 w337\">\u00a0</div>dicha<div class=\"d0 w161\">\u00a0</div>unidad<div class=\"d0 w485\">\u00a0</div>generadora<div class=\"d0 w227\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>efectivo.<div class=\"d0 w280\">\u00a0</div>En<div class=\"d0 w388\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>caso<div class=\"d0 w468\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>principales </div><div class=\"po0 fs14 cl2 l340 t1868\" id=\"a6745\">unidades<div class=\"d0 w279\">\u00a0</div>generadoras<div class=\"d0 w6\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>efectivo<div class=\"d0 w380\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>han<div class=\"d0 w269\">\u00a0</div>asignado<div class=\"d0 w372\">\u00a0</div>fondos<div class=\"d0 w382\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>comercio<div class=\"d0 w166\">\u00a0</div>(Editora </div><div class=\"po0 fs14 cl2 l340 t1869\" id=\"a6746\">Moderna,<div class=\"d0 w153\">\u00a0</div>Ltda.,<div class=\"d0 w194\">\u00a0</div>Santillana<div class=\"d0 w745\">\u00a0</div>Educa\u00e7ao<div class=\"d0 w551\">\u00a0</div>Ltda.,<div class=\"d0 w194\">\u00a0</div>Grupo<div class=\"d0 w195\">\u00a0</div>Latino<div class=\"d0 w193\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>Radiodifusi\u00f3n<div class=\"d0 w831\">\u00a0</div>Chile,<div class=\"d0 w649\">\u00a0</div>Ltda., </div><div class=\"po0 fs14 cl2 l340 t1870\" id=\"a6750\">Sociedad Espa\u00f1ola<div class=\"d0 w283\">\u00a0</div>de Radiodifusi\u00f3n,<div class=\"d0 w480\">\u00a0</div>S.L.U. y<div class=\"d0 w164\">\u00a0</div>Propulsora Monta\u00f1esa,<div class=\"d0 w264\">\u00a0</div>S.A. (estas<div class=\"d0 w172\">\u00a0</div>dos \u00faltimas </div><div class=\"po0 fs14 cl2 l340 t1871\" id=\"a6756\">filiales<div class=\"d0 w231\">\u00a0</div>pertenecen a<div class=\"d0 w469\">\u00a0</div>una misma<div class=\"d0 w170\">\u00a0</div>unidad<div class=\"d0 w33\">\u00a0</div>generadora<div class=\"d0 w24\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>efectivo)),<div class=\"d0 w246\">\u00a0</div>su<div class=\"d0 w50\">\u00a0</div>valor<div class=\"d0 w49\">\u00a0</div>recuperable se<div class=\"d0 w382\">\u00a0</div>ha </div><div class=\"po0 fs14 cl2 l340 t1872\" id=\"a6759\">calculado en base al valor en uso de las mismas.<div class=\"d0 w832\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1873\" id=\"a6765\">El valor en uso<div class=\"d0 w354\">\u00a0</div>se ha calculado<div class=\"d0 w251\">\u00a0</div>a partir de los<div class=\"d0 w330\">\u00a0</div>flujos futuros de efectivo<div class=\"d0 w403\">\u00a0</div>estimados a partir<div class=\"d0 w556\">\u00a0</div>de los </div><div class=\"po0 fs14 cl2 l340 t1874\" id=\"a6766\">planes de negocio<div class=\"d0 w725\">\u00a0</div>m\u00e1s recientes<div class=\"d0 w479\">\u00a0</div>elaborados por<div class=\"d0 w141\">\u00a0</div>la direcci\u00f3n<div class=\"d0 w386\">\u00a0</div>del Grupo. Estos<div class=\"d0 w330\">\u00a0</div>planes incorporan </div><div class=\"po0 fs14 cl2 l340 t1875\" id=\"a6767\">las<div class=\"d0 w376\">\u00a0</div>mejores<div class=\"d0 w2\">\u00a0</div>estimaciones<div class=\"d0 w297\">\u00a0</div>disponibles<div class=\"d0 w380\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>ingresos<div class=\"d0 w474\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>costes<div class=\"d0 w377\">\u00a0</div>de<div class=\"d0 w336\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>unidades<div class=\"d0 w249\">\u00a0</div>generadoras<div class=\"d0 w6\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1876\" id=\"a6770\">efectivo utilizando previsiones sectoriales y expectativas futuras. </div></div></div></div></div></div></div><div class=\"po1 w502 h150 lh0\" id=\"TextBlockContainer2119\"><div class=\"po0 l342 t756 f0\" id=\"div_2113_XBRL_TS_283ed5b416fe42fdbc3f07fec059dacf_2\"><div class=\"po1 w502 h150 lh0\" id=\"TextBlockContainer2117\"><div 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2115\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a6782\">Estas<div class=\"d0 w351\">\u00a0</div>previsiones<div class=\"d0 w242\">\u00a0</div>futuras<div class=\"d0 w401\">\u00a0</div>cubren<div class=\"d0 w400\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>pr\u00f3ximos<div class=\"d0 w397\">\u00a0</div>cinco<div class=\"d0 w706\">\u00a0</div>a\u00f1os,<div class=\"d0 w541\">\u00a0</div>incluyendo<div class=\"d0 w611\">\u00a0</div>un<div class=\"d0 w191\">\u00a0</div>valor<div class=\"d0 w417\">\u00a0</div>terminal </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a6783\">adecuado a<div class=\"d0 w31\">\u00a0</div>cada negocio,<div class=\"d0 w19\">\u00a0</div>en el<div class=\"d0 w23\">\u00a0</div>que se<div class=\"d0 w48\">\u00a0</div>aplica una tasa<div class=\"d0 w247\">\u00a0</div>de crecimiento<div class=\"d0 w24\">\u00a0</div>esperado constante que </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a6787\">var\u00eda entre el 0%y<div class=\"d0 w129\">\u00a0</div>el 2,5%, al igual que<div class=\"d0 w26\">\u00a0</div>en el ejercicio 2023. Las<div class=\"d0 w396\">\u00a0</div>tasas<div class=\"d0 w112\">\u00a0</div>de crecimiento esperadas </div><div class=\"po0 fs14 cl2 l362 t817\" id=\"a6798\">que se han utilizado para los test de deterioro m\u00e1s relevantes<div class=\"d0 w85\">\u00a0</div>son las siguientes: </div><div class=\"po0 fs14 cl2 l362 t819\" id=\"a6806\">-</div><div class=\"po0 fs14 cl2 l382 t819\" id=\"a6808\">Editora Moderna, Ltda.: entre 0% y 0,75% en 2024 y 2023. </div><div class=\"po0 fs14 cl2 l362 t1877\" id=\"a6810\">-</div><div class=\"po0 fs14 cl2 l382 t1877\" id=\"a6812\">Santillana Educa\u00e7ao Ltda.: entre 0% y 0,75% en 2024 y 2023. </div><div class=\"po0 fs14 cl2 l362 t1878\" id=\"a6816\">-</div><div class=\"po0 fs14 cl2 l382 t1878\" id=\"a6818\">Grupo Latino de Radiodifusi\u00f3n Chile, Ltda.: entre<div class=\"d0 w515\">\u00a0</div>0,75% y 1,5%<div class=\"d0 w833\">\u00a0</div>en 2024 y 2023. </div><div class=\"po0 fs14 cl2 l362 t1879\" id=\"a6822\">-</div><div class=\"po0 fs14 cl2 l382 t1879\" id=\"a6824\">Sociedad Espa\u00f1ola de Radiofusi\u00f3n, S.L.U. y Propulsora Monta\u00f1esa, S.A.: entre<div class=\"d0 w24\">\u00a0</div>0% y 0,75% </div><div class=\"po0 fs14 cl2 l382 t1880\" id=\"a6828\">en 2024 y 2023. </div><div class=\"po0 fs14 cl2 l340 t1881\" id=\"a6831\">Las tasas de crecimiento anteriores son razonables<div class=\"d0 w341\">\u00a0</div>y est\u00e1n acordes al pa\u00eds y mercado en los<div class=\"d0 w354\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t1882\" id=\"a6833\">opera<div class=\"d0 w285\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo,<div class=\"d0 w232\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>no<div class=\"d0 w475\">\u00a0</div>superan<div class=\"d0 w237\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>crecimiento<div class=\"d0 w483\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>largo<div class=\"d0 w344\">\u00a0</div>plazo<div class=\"d0 w289\">\u00a0</div>estimado<div class=\"d0 w367\">\u00a0</div>con<div class=\"d0 w389\">\u00a0</div>sus<div class=\"d0 w282\">\u00a0</div>proyecciones, </div><div class=\"po0 fs14 cl2 l340 t1883\" id=\"a6834\">considerando el grado de madurez de los negocios afectados. </div><div class=\"po0 fs14 cl2 l362 t1884\" id=\"a6837\">A efectos de calcular el valor actual de estos flujos, se descuentan<div class=\"d0 w328\">\u00a0</div>a una tasa que refleja el coste </div><div class=\"po0 fs14 cl2 l362 t1885\" id=\"a6838\">medio<div class=\"d0 w834\">\u00a0</div>ponderado<div class=\"d0 w835\">\u00a0</div>del<div class=\"d0 w301\">\u00a0</div>capital<div class=\"d0 w217\">\u00a0</div>empleado<div class=\"d0 w452\">\u00a0</div>ajustado<div class=\"d0 w836\">\u00a0</div>por<div class=\"d0 w660\">\u00a0</div>el<div class=\"d0 w657\">\u00a0</div>riesgo<div class=\"d0 w710\">\u00a0</div>pa\u00eds<div class=\"d0 w579\">\u00a0</div>y<div class=\"d0 w610\">\u00a0</div>riesgo<div class=\"d0 w710\">\u00a0</div>negocio </div><div class=\"po0 fs14 cl2 l362 t1886\" id=\"a6839\">correspondiente<div class=\"d0 w717\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>cada<div class=\"d0 w278\">\u00a0</div>unidad<div class=\"d0 w718\">\u00a0</div>generadora<div class=\"d0 w442\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>efectivo.<div class=\"d0 w435\">\u00a0</div>As\u00ed,<div class=\"d0 w442\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>ejercicio<div class=\"d0 w503\">\u00a0</div>2024<div class=\"d0 w210\">\u00a0</div>las<div class=\"d0 w504\">\u00a0</div>tasas </div><div class=\"po0 fs14 cl2 l362 t1887\" id=\"a6841\">utilizadas (excluyendo Argentina,<div class=\"d0 w837\">\u00a0</div>sin fondo de comercio<div class=\"d0 w329\">\u00a0</div>asociado)<div class=\"d0 w677\">\u00a0</div>se han situado entre el<div class=\"d0 w532\">\u00a0</div>8,0% </div><div class=\"po0 fs14 cl2 l362 t438\" id=\"a6848\">y el<div class=\"d0 w223\">\u00a0</div>27,0% (8,0%<div class=\"d0 w63\">\u00a0</div>y el<div class=\"d0 w111\">\u00a0</div>20,0% en<div class=\"d0 w47\">\u00a0</div>el ejercicio<div class=\"d0 w395\">\u00a0</div>2023) en<div class=\"d0 w286\">\u00a0</div>funci\u00f3n del negocio<div class=\"d0 w172\">\u00a0</div>objeto de<div class=\"d0 w33\">\u00a0</div>an\u00e1lisis. Las </div><div class=\"po0 fs14 cl2 l362 t1888\" id=\"a6859\">tasas<div class=\"d0 w276\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>descuento<div class=\"d0 w282\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>han<div class=\"d0 w373\">\u00a0</div>utilizado<div class=\"d0 w170\">\u00a0</div>para<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w447\">\u00a0</div>test<div class=\"d0 w336\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>deterioro<div class=\"d0 w287\">\u00a0</div>m\u00e1s<div class=\"d0 w586\">\u00a0</div>relevantes<div class=\"d0 w288\">\u00a0</div>son<div class=\"d0 w272\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l362 t1889\" id=\"a6869\">siguientes: </div><div class=\"po0 fs14 cl2 l362 t1890\" id=\"a6872\">-</div><div class=\"po0 fs14 cl2 l382 t1890\" id=\"a6874\">Editora<div class=\"d0 w388\">\u00a0</div>Moderna,<div class=\"d0 w586\">\u00a0</div>Ltda.:<div class=\"d0 w160\">\u00a0</div>entre<div class=\"d0 w382\">\u00a0</div>18%<div class=\"d0 w377\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>19%<div class=\"d0 w279\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>2024<div class=\"d0 w382\">\u00a0</div>(entre<div class=\"d0 w294\">\u00a0</div>19%<div class=\"d0 w249\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>20%<div class=\"d0 w161\">\u00a0</div>ajustando<div class=\"d0 w285\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>tasa </div><div class=\"po0 fs14 cl2 l382 t1891\" id=\"a6887\">impositiva) y entre 14% y 15% en 2023. </div><div class=\"po0 fs14 cl2 l362 t1892\" id=\"a6890\">-</div><div class=\"po0 fs14 cl2 l382 t1892\" id=\"a6892\">Santillana<div class=\"d0 w247\">\u00a0</div>Educa\u00e7ao<div class=\"d0 w361\">\u00a0</div>Ltda:<div class=\"d0 w248\">\u00a0</div>entre<div class=\"d0 w295\">\u00a0</div>18%<div class=\"d0 w165\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>19%<div class=\"d0 w391\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>2024<div class=\"d0 w293\">\u00a0</div>(entre<div class=\"d0 w167\">\u00a0</div>19%<div class=\"d0 w286\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>20%<div class=\"d0 w484\">\u00a0</div>ajustando<div class=\"d0 w228\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>tasa </div><div class=\"po0 fs14 cl2 l382 t1893\" id=\"a6901\">impositiva) y entre 14% y 15% en 2023. </div><div class=\"po0 fs14 cl2 l362 t1894\" id=\"a6903\">-</div><div class=\"po0 fs14 cl2 l382 t1894\" id=\"a6905\">Grupo Latino de Radiodifusi\u00f3n Chile, Ltda.: entre 8,5%<div class=\"d0 w838\">\u00a0</div>y 9,5%<div class=\"d0 w839\">\u00a0</div>en 2024 (entre 9,5% y 10,5% </div><div class=\"po0 fs14 cl2 l382 t1895\" id=\"a6914\">ajustando la tasa impositiva) y entre 9% y 10% en 2023. </div><div class=\"po0 fs14 cl2 l362 t1896\" id=\"a6916\">-</div><div class=\"po0 fs14 cl2 l382 t1896\" id=\"a6918\">Sociedad Espa\u00f1ola de Radiofusi\u00f3n, S.L.U. y Propulsora Monta\u00f1esa, S.A.: entre 8% y 9%<div class=\"d0 w32\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l382 t1897\" id=\"a6926\">2024 (entre 9% y 10% ajustando la tasa impositiva) y 2023. </div><div class=\"po0 fs14 cl2 l340 t1898\" id=\"a6934\">Las tasas de<div class=\"d0 w395\">\u00a0</div>descuento a 31 de<div class=\"d0 w50\">\u00a0</div>diciembre de 2024 se<div class=\"d0 w55\">\u00a0</div>mantuvieron en l\u00ednea respecto<div class=\"d0 w27\">\u00a0</div>al ejercicio </div><div class=\"po0 fs14 cl2 l340 t1899\" id=\"a6940\">2023,<div class=\"d0 w408\">\u00a0</div>excepto<div class=\"d0 w194\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>caso<div class=\"d0 w511\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>Educaci\u00f3n<div class=\"d0 w511\">\u00a0</div>en<div class=\"d0 w601\">\u00a0</div>Brasil,<div class=\"d0 w511\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>ha<div class=\"d0 w255\">\u00a0</div>visto<div class=\"d0 w194\">\u00a0</div>incrementada,<div class=\"d0 w189\">\u00a0</div>debido </div><div class=\"po0 fs14 cl2 l340 t1900\" id=\"a6944\">principalmente al<div class=\"d0 w228\">\u00a0</div>incremento del<div class=\"d0 w201\">\u00a0</div>coste del<div class=\"d0 w63\">\u00a0</div>endeudamiento estimado<div class=\"d0 w39\">\u00a0</div>en dicho<div class=\"d0 w32\">\u00a0</div>pa\u00eds, motivado </div><div class=\"po0 fs14 cl2 l340 t1901\" id=\"a6956\">por la evoluci\u00f3n del actual entorno macroecon\u00f3mico.<div class=\"d0 w840\">\u00a0</div></div><div class=\"po0 fs26 cl2 l362 t1902\" id=\"a6959\">Hip\u00f3tesis clave- </div><div class=\"po0 fs14 cl2 l340 t1903\" id=\"a6963\">Se describe a continuaci\u00f3n<div class=\"d0 w327\">\u00a0</div>las principales palancas<div class=\"d0 w329\">\u00a0</div>de ingresos de<div class=\"d0 w140\">\u00a0</div>los negocios anteriores,<div class=\"d0 w498\">\u00a0</div>como </div><div class=\"po0 fs14 cl2 l340 t1904\" id=\"a6966\">hip\u00f3tesis clave para<div class=\"d0 w329\">\u00a0</div>la elaboraci\u00f3n<div class=\"d0 w557\">\u00a0</div>de sus proyecciones,<div class=\"d0 w300\">\u00a0</div>considerando adem\u00e1s<div class=\"d0 w299\">\u00a0</div>que es la<div class=\"d0 w488\">\u00a0</div>variable </div><div class=\"po0 fs14 cl2 l340 t1905\" id=\"a6967\">con un mayor componente de juicio para su estimaci\u00f3n:<div class=\"d0 w250\">\u00a0</div></div><div class=\"po0 fs33 cl2 l865 t1906\" id=\"a6970\">-</div><div class=\"po0 fs14 cl2 l866 t1907\" id=\"a6972\">Editora Moderna Ltda.:</div><div class=\"po0 fs26 cl2 l867 t1908\" id=\"a6975\">Evoluci\u00f3n de<div class=\"d0 w171\">\u00a0</div>los ciclos<div class=\"d0 w366\">\u00a0</div>de compra<div class=\"d0 w49\">\u00a0</div>p\u00fablica</div><div class=\"po0 fs14 cl2 l868 t1909\" id=\"a6976\"><div class=\"d0 w137\">\u00a0</div>\u2013 La<div class=\"d0 w9\">\u00a0</div>Direcci\u00f3n ha<div class=\"d0 w48\">\u00a0</div>tenido en<div class=\"d0 w369\">\u00a0</div>cuenta la<div class=\"d0 w39\">\u00a0</div>evoluci\u00f3n </div><div class=\"po0 fs14 cl2 l867 t1910\" id=\"a6980\">hist\u00f3rica<div class=\"d0 w480\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>esta<div class=\"d0 w368\">\u00a0</div>variable,<div class=\"d0 w296\">\u00a0</div>fundamentalmente<div class=\"d0 w234\">\u00a0</div>con<div class=\"d0 w264\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>pedidos<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>compra<div class=\"d0 w24\">\u00a0</div>p\u00fablica<div class=\"d0 w295\">\u00a0</div>del </div></div></div></div></div></div></div><div class=\"po1 w844 h88 lh0\" id=\"TextBlockContainer2128\"><div class=\"po0 l342 t756 f0\" id=\"div_2122_XBRL_TS_283ed5b416fe42fdbc3f07fec059dacf_3\"><div class=\"po1 w844 h88 lh0\" id=\"TextBlockContainer2126\"><div class=\"po0 l342 t756 f0\" id=\"div_2123_XBRL_TS_738f656dea5247c3bc2de178f8a7d1ab_2\"><div class=\"po1 w844 h88 lh0\" id=\"TextBlockContainer2124\"><img alt=\"doc2p9i1\" class=\"po0 l471 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l472 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w844 z0\" id=\"TextContainer2124\"><div class=\"po0 fs14 cl2 l869 t756\" id=\"a6990\">Programa<div class=\"d0 w841\">\u00a0</div>Nacional<div class=\"d0 w496\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>Libros<div class=\"d0 w432\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>Material<div class=\"d0 w398\">\u00a0</div>Did\u00e1ctico<div class=\"d0 w378\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>Brasil<div class=\"d0 w263\">\u00a0</div>\u2013<div class=\"d0 w439\">\u00a0</div>PNLD,<div class=\"d0 w460\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>cual<div class=\"d0 w467\">\u00a0</div>est\u00e1 </div><div class=\"po0 fs14 cl2 l869 t1911\" id=\"a6994\">afectado por los citados programas de compra en cada a\u00f1o.<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs14 cl2 l457 t1912\" id=\"a6997\">A efectos informativos,<div class=\"d0 w26\">\u00a0</div>el CAGR (tasa de<div class=\"d0 w33\">\u00a0</div>crecimiento anual compuesto) de los<div class=\"d0 w361\">\u00a0</div>ingresos </div><div class=\"po0 fs14 cl2 l457 t1913\" id=\"a6998\">por<div class=\"d0 w345\">\u00a0</div>venta<div class=\"d0 w229\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>libros<div class=\"d0 w31\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>periodo<div class=\"d0 w484\">\u00a0</div>considerado<div class=\"d0 w543\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>proyecciones<div class=\"d0 w518\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2024<div class=\"d0 w293\">\u00a0</div>es </div><div class=\"po0 fs14 cl2 l457 t1914\" id=\"a6999\">similar a los<div class=\"d0 w418\">\u00a0</div>utilizados en el<div class=\"d0 w39\">\u00a0</div>test de deterioro del<div class=\"d0 w22\">\u00a0</div>ejercicio 2023. A<div class=\"d0 w31\">\u00a0</div>estos efectos, se debe </div><div class=\"po0 fs14 cl2 l457 t1915\" id=\"a7004\">considerar que se trata de un negocio afectado por los ciclos educativos<div class=\"d0 w251\">\u00a0</div>de ense\u00f1anza. </div><div class=\"po0 fs33 cl2 l340 t959\" id=\"a7007\">-</div><div class=\"po0 fs14 cl2 l457 t1916\" id=\"a7009\">Santillana Educa\u00e7ao Ltda.: </div><div class=\"po0 fs26 cl2 l869 t1917\" id=\"a7013\">Evoluci\u00f3n<div class=\"d0 w223\">\u00a0</div>del<div class=\"d0 w248\">\u00a0</div>mercado<div class=\"d0 w58\">\u00a0</div>de<div class=\"d0 w539\">\u00a0</div>ense\u00f1anza<div class=\"d0 w23\">\u00a0</div>privada </div><div class=\"po0 fs14 cl2 l870 t1918\" id=\"a7014\">\u2013<div class=\"d0 w293\">\u00a0</div>La<div class=\"d0 w164\">\u00a0</div>Direcci\u00f3n<div class=\"d0 w47\">\u00a0</div>adapta<div class=\"d0 w367\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>proyecciones<div class=\"d0 w518\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l869 t1919\" id=\"a7017\">mercado<div class=\"d0 w565\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>educaci\u00f3n<div class=\"d0 w442\">\u00a0</div>a<div class=\"d0 w194\">\u00a0</div>las<div class=\"d0 w431\">\u00a0</div>circunstancias<div class=\"d0 w401\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>entorno<div class=\"d0 w442\">\u00a0</div>macroecon\u00f3mico<div class=\"d0 w204\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>Brasil </div><div class=\"po0 fs14 cl2 l869 t1920\" id=\"a7018\">(principalmente PIB<div class=\"d0 w169\">\u00a0</div>e inflaci\u00f3n)<div class=\"d0 w234\">\u00a0</div>y del<div class=\"d0 w420\">\u00a0</div>sector educativo.<div class=\"d0 w31\">\u00a0</div>En cuanto<div class=\"d0 w223\">\u00a0</div>a las<div class=\"d0 w419\">\u00a0</div>tendencias del </div><div class=\"po0 fs14 cl2 l869 t1921\" id=\"a7021\">sector<div class=\"d0 w27\">\u00a0</div>educativo, el<div class=\"d0 w404\">\u00a0</div>mercado privado<div class=\"d0 w483\">\u00a0</div>sigue manteniendo<div class=\"d0 w483\">\u00a0</div>cierto nivel<div class=\"d0 w404\">\u00a0</div>de madurez<div class=\"d0 w380\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l869 t1922\" id=\"a7022\">niveles<div class=\"d0 w741\">\u00a0</div>estables<div class=\"d0 w842\">\u00a0</div>en<div class=\"d0 w308\">\u00a0</div>las<div class=\"d0 w622\">\u00a0</div>matr\u00edculas<div class=\"d0 w220\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>alumnos<div class=\"d0 w309\">\u00a0</div>y<div class=\"d0 w836\">\u00a0</div>en<div class=\"d0 w310\">\u00a0</div>el<div class=\"d0 w629\">\u00a0</div>que<div class=\"d0 w705\">\u00a0</div>los<div class=\"d0 w358\">\u00a0</div>colegios<div class=\"d0 w302\">\u00a0</div>buscan </div><div class=\"po0 fs14 cl2 l869 t1059\" id=\"a7027\">diferenciarse.<div class=\"d0 w281\">\u00a0</div>Esto<div class=\"d0 w245\">\u00a0</div>hace<div class=\"d0 w338\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>ofertas<div class=\"d0 w287\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>servicios<div class=\"d0 w226\">\u00a0</div>educativos<div class=\"d0 w343\">\u00a0</div>h\u00edbridos<div class=\"d0 w248\">\u00a0</div>(impresos<div class=\"d0 w343\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l869 t913\" id=\"a7028\">digitales) sigan creciendo<div class=\"d0 w143\">\u00a0</div>en detrimento de<div class=\"d0 w148\">\u00a0</div>los libros<div class=\"d0 w267\">\u00a0</div>tradicionales de<div class=\"d0 w561\">\u00a0</div>texto. En conjunto, </div><div class=\"po0 fs14 cl2 l869 t1923\" id=\"a7030\">se estima<div class=\"d0 w484\">\u00a0</div>ligero crecimiento basado<div class=\"d0 w58\">\u00a0</div>principalmente en<div class=\"d0 w9\">\u00a0</div>los crecimientos de<div class=\"d0 w230\">\u00a0</div>sistemas de </div><div class=\"po0 fs14 cl2 l869 t1924\" id=\"a7031\">ense\u00f1anza.<div class=\"d0 w843\">\u00a0</div></div><div class=\"po0 fs14 cl2 l457 t1925\" id=\"a7034\">A efectos informativos, el CAGR de los ingresos por<div class=\"d0 w515\">\u00a0</div>venta de sistemas de ense\u00f1anza del </div><div class=\"po0 fs14 cl2 l457 t1926\" id=\"a7035\">periodo considerado<div class=\"d0 w367\">\u00a0</div>en las<div class=\"d0 w404\">\u00a0</div>proyecciones del<div class=\"d0 w486\">\u00a0</div>ejercicio 2024<div class=\"d0 w486\">\u00a0</div>es<div class=\"d0 w34\">\u00a0</div>tres puntos<div class=\"d0 w539\">\u00a0</div>porcentuales </div><div class=\"po0 fs14 cl2 l457 t1927\" id=\"a7039\">inferior a los utilizados en<div class=\"d0 w19\">\u00a0</div>el test de deterioro del ejercicio 2023.<div class=\"d0 w129\">\u00a0</div>A estos efectos, se debe </div><div class=\"po0 fs14 cl2 l457 t1928\" id=\"a7046\">considerar<div class=\"d0 w615\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>trata<div class=\"d0 w160\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>negocio<div class=\"d0 w222\">\u00a0</div>afectado<div class=\"d0 w228\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>novedades<div class=\"d0 w391\">\u00a0</div>curriculares<div class=\"d0 w287\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l457 t1929\" id=\"a7047\">ense\u00f1anza. </div><div class=\"po0 fs33 cl2 l340 t1930\" id=\"a7050\">-</div><div class=\"po0 fs14 cl2 l457 t1931\" id=\"a7052\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U.,<div class=\"d0 w550\">\u00a0</div>Propulsora Monta\u00f1esa, S.A y Grupo<div class=\"d0 w324\">\u00a0</div>Latino </div><div class=\"po0 fs14 cl2 l457 t1932\" id=\"a7055\">de Radiodifusi\u00f3n Chile, Ltda:<div class=\"d0 w762\">\u00a0</div></div><div class=\"po0 fs26 cl2 l457 t1933\" id=\"a7058\">Evoluci\u00f3n del mercado de publicidad</div><div class=\"po0 fs14 cl2 l871 t1934\" id=\"a7059\"><div class=\"d0 w352\">\u00a0</div>\u2013 La Direcci\u00f3n<div class=\"d0 w332\">\u00a0</div>adapta las proyecciones del<div class=\"d0 w478\">\u00a0</div>mercado de </div><div class=\"po0 fs14 cl2 l457 t1935\" id=\"a7063\">publicidad<div class=\"d0 w395\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>circunstancias<div class=\"d0 w55\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>entorno<div class=\"d0 w228\">\u00a0</div>macroecon\u00f3mico<div class=\"d0 w18\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>Espa\u00f1a<div class=\"d0 w295\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>Chile<div class=\"d0 w518\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l457 t1898\" id=\"a7064\">sector<div class=\"d0 w27\">\u00a0</div>publicitario en<div class=\"d0 w223\">\u00a0</div>particular. En<div class=\"d0 w280\">\u00a0</div>ese sentido,<div class=\"d0 w172\">\u00a0</div>se tiene<div class=\"d0 w166\">\u00a0</div>en cuenta<div class=\"d0 w232\">\u00a0</div>las estimaciones<div class=\"d0 w167\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l457 t1936\" id=\"a7065\">mercado<div class=\"d0 w239\">\u00a0</div>realizadas<div class=\"d0 w48\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>PwC<div class=\"d0 w367\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>su<div class=\"d0 w345\">\u00a0</div>informe<div class=\"d0 w223\">\u00a0</div>\u201cGlobal Entertainment<div class=\"d0 w277\">\u00a0</div>&amp;<div class=\"d0 w171\">\u00a0</div>Media<div class=\"d0 w295\">\u00a0</div>Outlook </div><div class=\"po0 fs14 cl2 l457 t1937\" id=\"a7067\">2023-2027\u201d<div class=\"d0 w344\">\u00a0</div>(que<div class=\"d0 w39\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>difieren<div class=\"d0 w333\">\u00a0</div>apenas<div class=\"d0 w361\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las<div class=\"d0 w8\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>informe<div class=\"d0 w7\">\u00a0</div>2024-2028)<div class=\"d0 w395\">\u00a0</div>e<div class=\"d0 w295\">\u00a0</div>i2P.<div class=\"d0 w200\">\u00a0</div>Asimismo,<div class=\"d0 w59\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l457 t1938\" id=\"a7084\">Grupo<div class=\"d0 w340\">\u00a0</div>tiene<div class=\"d0 w2\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>cuenta<div class=\"d0 w227\">\u00a0</div>su<div class=\"d0 w274\">\u00a0</div>experiencia<div class=\"d0 w391\">\u00a0</div>pasada<div class=\"d0 w274\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>sector<div class=\"d0 w2\">\u00a0</div>radiof\u00f3nico,<div class=\"d0 w162\">\u00a0</div>considerando </div><div class=\"po0 fs14 cl2 l457 t1939\" id=\"a7085\">adem\u00e1s<div class=\"d0 w212\">\u00a0</div>su<div class=\"d0 w717\">\u00a0</div>posicionamiento<div class=\"d0 w717\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>t\u00e9rminos<div class=\"d0 w465\">\u00a0</div>de<div class=\"d0 w544\">\u00a0</div>cuotas<div class=\"d0 w533\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>participaci\u00f3n<div class=\"d0 w715\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>mercado </div><div class=\"po0 fs14 cl2 l457 t1940\" id=\"a7088\">publicitario. </div><div class=\"po0 fs14 cl2 l457 t1941\" id=\"a7091\">Finalmente, y a<div class=\"d0 w200\">\u00a0</div>efectos informativos, el CAGR<div class=\"d0 w231\">\u00a0</div>de los ingresos<div class=\"d0 w20\">\u00a0</div>publicitarios del periodo </div><div class=\"po0 fs14 cl2 l457 t1942\" id=\"a7092\">considerado<div class=\"d0 w517\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>proyecciones<div class=\"d0 w404\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2024<div class=\"d0 w119\">\u00a0</div>es<div class=\"d0 w175\">\u00a0</div>aproximadamente<div class=\"d0 w486\">\u00a0</div>similar<div class=\"d0 w173\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l457 t1943\" id=\"a7098\">utilizados<div class=\"d0 w363\">\u00a0</div>en<div class=\"d0 w355\">\u00a0</div>el<div class=\"d0 w575\">\u00a0</div>test<div class=\"d0 w579\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>deterioro<div class=\"d0 w303\">\u00a0</div>del<div class=\"d0 w181\">\u00a0</div>ejercicio<div class=\"d0 w185\">\u00a0</div>2023<div class=\"d0 w186\">\u00a0</div>para<div class=\"d0 w355\">\u00a0</div>Sociedad<div class=\"d0 w569\">\u00a0</div>Espa\u00f1ola<div class=\"d0 w748\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l457 t1944\" id=\"a7101\">Radiodifusi\u00f3n, S.L.U. En<div class=\"d0 w147\">\u00a0</div>el caso<div class=\"d0 w251\">\u00a0</div>de Grupo<div class=\"d0 w332\">\u00a0</div>Latino de<div class=\"d0 w113\">\u00a0</div>Radiodifusi\u00f3n Chile,<div class=\"d0 w515\">\u00a0</div>Ltda., el<div class=\"d0 w414\">\u00a0</div>CAGR </div><div class=\"po0 fs14 cl2 l457 t1945\" id=\"a7109\">de<div class=\"d0 w167\">\u00a0</div>esos<div class=\"d0 w167\">\u00a0</div>mismos<div class=\"d0 w245\">\u00a0</div>ingresos<div class=\"d0 w26\">\u00a0</div>para<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>periodo<div class=\"d0 w484\">\u00a0</div>considerado<div class=\"d0 w19\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>proyecciones<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2024<div class=\"d0 w343\">\u00a0</div>es </div><div class=\"po0 fs14 cl2 l457 t1946\" id=\"a7113\">superior en aproximadamente<div class=\"d0 w96\">\u00a0</div>un punto<div class=\"d0 w299\">\u00a0</div>porcentual a<div class=\"d0 w140\">\u00a0</div>los utilizados<div class=\"d0 w268\">\u00a0</div>en el<div class=\"d0 w140\">\u00a0</div>test de deterioro </div><div class=\"po0 fs14 cl2 l457 t1947\" id=\"a7122\">del ejercicio precedente.<div class=\"d0 w57\">\u00a0</div>En ambos casos se<div class=\"d0 w333\">\u00a0</div>ha considerado el<div class=\"d0 w21\">\u00a0</div>entorno macroecon\u00f3mico </div><div class=\"po0 fs14 cl2 l457 t1948\" id=\"a7125\">y las \u00faltimas estimaciones de mercado. </div></div></div></div></div></div></div><div class=\"po1 w681 h111 lh0\" id=\"TextBlockContainer2137\"><div class=\"po0 l342 t756 f0\" id=\"div_2131_XBRL_TS_283ed5b416fe42fdbc3f07fec059dacf_4\"><div class=\"po1 w681 h111 lh0\" id=\"TextBlockContainer2135\"><div class=\"po0 l468 t756 f0\" id=\"div_2132_XBRL_TS_738f656dea5247c3bc2de178f8a7d1ab_3\"><div class=\"po1 w502 h151 lh0\" id=\"TextBlockContainer2133\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2133\"><div class=\"po0 fs14 cl2 l340 t1949\" id=\"a7137\">Para<div class=\"d0 w228\">\u00a0</div>el resto<div class=\"d0 w297\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>variables<div class=\"d0 w21\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>test de<div class=\"d0 w617\">\u00a0</div>deterioro, tales<div class=\"d0 w468\">\u00a0</div>como<div class=\"d0 w50\">\u00a0</div>inversi\u00f3n en<div class=\"d0 w469\">\u00a0</div>capital<div class=\"d0 w39\">\u00a0</div>circulante, </div><div class=\"po0 fs14 cl2 l340 t1950\" id=\"a7138\">capital<div class=\"d0 w383\">\u00a0</div>fijo,<div class=\"d0 w60\">\u00a0</div>pagos<div class=\"d0 w383\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>arrendamientos y<div class=\"d0 w492\">\u00a0</div>pagos<div class=\"d0 w39\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>impuestos,<div class=\"d0 w34\">\u00a0</div>su<div class=\"d0 w344\">\u00a0</div>estimaci\u00f3n<div class=\"d0 w201\">\u00a0</div>est\u00e1<div class=\"d0 w129\">\u00a0</div>basada<div class=\"d0 w295\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l340 t1951\" id=\"a7139\">mayor medida en la<div class=\"d0 w410\">\u00a0</div>experiencia hist\u00f3rica<div class=\"d0 w251\">\u00a0</div>y actual o en<div class=\"d0 w300\">\u00a0</div>correlaci\u00f3n con otras<div class=\"d0 w328\">\u00a0</div>variables (ingresos, </div><div class=\"po0 fs14 cl2 l340 t1952\" id=\"a7141\">resultado, etc.). </div><div class=\"po0 fs26 cl2 l362 t1953\" id=\"a7144\">Resultado de los test de deterioro- </div><div class=\"po0 fs14 cl2 l362 t1954\" id=\"a7148\">De acuerdo con las estimaciones y<div class=\"d0 w299\">\u00a0</div>proyecciones de las que disponen los<div class=\"d0 w300\">\u00a0</div>Administradores de la </div><div class=\"po0 fs14 cl2 l362 t1955\" id=\"a7149\">Sociedad, las previsiones<div class=\"d0 w342\">\u00a0</div>de los flujos<div class=\"d0 w446\">\u00a0</div>de caja atribuibles<div class=\"d0 w266\">\u00a0</div>a las unidades<div class=\"d0 w267\">\u00a0</div>generadoras de efectivo </div><div class=\"po0 fs14 cl2 l362 t1956\" id=\"a7150\">a las que se encuentran asignados los distintos<div class=\"d0 w251\">\u00a0</div>fondos de comercio permiten recuperar el valor </div><div class=\"po0 fs14 cl2 l504 t1957\" id=\"a7152\">en libros de cada uno de los fondos de comercio registrados a 31 de<div class=\"d0 w402\">\u00a0</div>diciembre de 2024.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2135\"><div class=\"po0 fs26 cl2 l451 t1958\" id=\"a7155\">Sensibilidad a los cambios en las hip\u00f3tesis clave, tasa de descuento<div class=\"d0 w125\">\u00a0</div>y tasa de crecimiento esperada- </div><div class=\"po0 fs14 cl2 l451 t1387\" id=\"a7160\">El Grupo<div class=\"d0 w236\">\u00a0</div>ha realizado un<div class=\"d0 w169\">\u00a0</div>an\u00e1lisis de sensibilidad<div class=\"d0 w26\">\u00a0</div>ante una<div class=\"d0 w22\">\u00a0</div>subida de 0,5<div class=\"d0 w8\">\u00a0</div>puntos de la<div class=\"d0 w343\">\u00a0</div>tasa de </div><div class=\"po0 fs14 cl2 l451 t1388\" id=\"a7161\">descuento y<div class=\"d0 w340\">\u00a0</div>una bajada<div class=\"d0 w389\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>0,5 puntos<div class=\"d0 w280\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la tasa<div class=\"d0 w174\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>crecimiento, que<div class=\"d0 w237\">\u00a0</div>se considera<div class=\"d0 w3\">\u00a0</div>razonable, </div><div class=\"po0 fs14 cl2 l451 t1389\" id=\"a7162\">basado<div class=\"d0 w394\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>experiencia<div class=\"d0 w395\">\u00a0</div>pasada<div class=\"d0 w56\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>considerando que<div class=\"d0 w278\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>efectos<div class=\"d0 w231\">\u00a0</div>adversos<div class=\"d0 w248\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>invasi\u00f3n<div class=\"d0 w296\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t1959\" id=\"a7164\">Ucrania<div class=\"d0 w467\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>entorno<div class=\"d0 w719\">\u00a0</div>macroecon\u00f3mico<div class=\"d0 w699\">\u00a0</div>ya<div class=\"d0 w465\">\u00a0</div>est\u00e1n<div class=\"d0 w496\">\u00a0</div>recogidos<div class=\"d0 w434\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>manera<div class=\"d0 w739\">\u00a0</div>significativa<div class=\"d0 w611\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l451 t1960\" id=\"a7167\">elaboraci\u00f3n de<div class=\"d0 w172\">\u00a0</div>las proyecciones<div class=\"d0 w484\">\u00a0</div>financieras. Asimismo,<div class=\"d0 w246\">\u00a0</div>se incluye<div class=\"d0 w483\">\u00a0</div>un an\u00e1lisis<div class=\"d0 w345\">\u00a0</div>de sensibilidad </div><div class=\"po0 fs14 cl2 l451 t1961\" id=\"a7168\">ante un descenso del 5% en los principales ingresos de los negocios. </div><div class=\"po0 fs33 cl2 l451 t1962\" id=\"a7172\">-</div><div class=\"po0 fs14 cl2 l873 t1963\" id=\"a7174\">Editora Moderna, Ltda. </div><div class=\"po0 fs14 cl2 l469 t1964\" id=\"a7177\">Para determinar<div class=\"d0 w480\">\u00a0</div>la sensibilidad del<div class=\"d0 w539\">\u00a0</div>c\u00e1lculo del<div class=\"d0 w55\">\u00a0</div>valor en<div class=\"d0 w230\">\u00a0</div>uso ante<div class=\"d0 w200\">\u00a0</div>cambios en<div class=\"d0 w57\">\u00a0</div>las hip\u00f3tesis </div><div class=\"po0 fs14 cl2 l469 t1965\" id=\"a7178\">b\u00e1sicas,<div class=\"d0 w297\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>ha<div class=\"d0 w340\">\u00a0</div>incrementado<div class=\"d0 w235\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>0,5%<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>tasa<div class=\"d0 w226\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>descuento.<div class=\"d0 w517\">\u00a0</div>En<div class=\"d0 w388\">\u00a0</div>este<div class=\"d0 w161\">\u00a0</div>caso,<div class=\"d0 w3\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>importe </div><div class=\"po0 fs14 cl2 l469 t1966\" id=\"a7180\">recuperable exceder\u00eda<div class=\"d0 w389\">\u00a0</div>el valor<div class=\"d0 w199\">\u00a0</div>en libros<div class=\"d0 w389\">\u00a0</div>en aproximadamente<div class=\"d0 w250\">\u00a0</div>94 millones<div class=\"d0 w248\">\u00a0</div>de euros.<div class=\"d0 w248\">\u00a0</div>En el </div><div class=\"po0 fs14 cl2 l469 t1967\" id=\"a7187\">caso de que la tasa de<div class=\"d0 w27\">\u00a0</div>crecimiento esperada a partir del quinto a\u00f1o se redujera en<div class=\"d0 w50\">\u00a0</div>un 0,5%, </div><div class=\"po0 fs14 cl2 l469 t1968\" id=\"a7188\">el<div class=\"d0 w235\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>recuperable<div class=\"d0 w333\">\u00a0</div>exceder\u00eda<div class=\"d0 w480\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>libros<div class=\"d0 w293\">\u00a0</div>en<div class=\"d0 w239\">\u00a0</div>aproximadamente<div class=\"d0 w31\">\u00a0</div>95<div class=\"d0 w293\">\u00a0</div>millones<div class=\"d0 w238\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l469 t1969\" id=\"a7194\">euros. </div><div class=\"po0 fs14 cl2 l469 t1273\" id=\"a7198\">Asimismo, ante una reducci\u00f3n<div class=\"d0 w353\">\u00a0</div>del 5% en las estimaciones<div class=\"d0 w324\">\u00a0</div>de crecimiento de los ingresos<div class=\"d0 w326\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l469 t1274\" id=\"a7199\">libros y formaci\u00f3n el<div class=\"d0 w332\">\u00a0</div>valor recuperable ser\u00eda<div class=\"d0 w326\">\u00a0</div>superior al valor en libros<div class=\"d0 w324\">\u00a0</div>a 31 de diciembre<div class=\"d0 w472\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l469 t1275\" id=\"a7200\">2024 en aproximadamente 48 millones de euros. </div><div class=\"po0 fs33 cl2 l509 t1970\" id=\"a7203\">-</div><div class=\"po0 fs14 cl2 l874 t1971\" id=\"a7205\">Santillana Educa\u00e7ao Ltda.: </div><div class=\"po0 fs14 cl2 l469 t1972\" id=\"a7209\">Para determinar<div class=\"d0 w480\">\u00a0</div>la sensibilidad del<div class=\"d0 w539\">\u00a0</div>c\u00e1lculo del<div class=\"d0 w55\">\u00a0</div>valor en<div class=\"d0 w230\">\u00a0</div>uso ante<div class=\"d0 w200\">\u00a0</div>cambios en<div class=\"d0 w57\">\u00a0</div>las hip\u00f3tesis </div><div class=\"po0 fs14 cl2 l469 t1973\" id=\"a7210\">b\u00e1sicas,<div class=\"d0 w297\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>ha<div class=\"d0 w340\">\u00a0</div>incrementado<div class=\"d0 w235\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>0,5%<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>tasa<div class=\"d0 w226\">\u00a0</div>de<div class=\"d0 w492\">\u00a0</div>descuento.<div class=\"d0 w338\">\u00a0</div>En<div class=\"d0 w388\">\u00a0</div>este<div class=\"d0 w161\">\u00a0</div>caso,<div class=\"d0 w3\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>importe </div><div class=\"po0 fs14 cl2 l469 t1974\" id=\"a7212\">recuperable exceder\u00eda<div class=\"d0 w389\">\u00a0</div>el valor<div class=\"d0 w199\">\u00a0</div>en libros<div class=\"d0 w389\">\u00a0</div>en aproximadamente<div class=\"d0 w250\">\u00a0</div>23 millones<div class=\"d0 w248\">\u00a0</div>de euros.<div class=\"d0 w248\">\u00a0</div>En el </div><div class=\"po0 fs14 cl2 l469 t1975\" id=\"a7215\">caso de que la tasa de<div class=\"d0 w27\">\u00a0</div>crecimiento esperada a partir del quinto a\u00f1o se redujera en<div class=\"d0 w50\">\u00a0</div>un 0,5%, </div><div class=\"po0 fs14 cl2 l469 t1976\" id=\"a7216\">el<div class=\"d0 w235\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>recuperable<div class=\"d0 w333\">\u00a0</div>exceder\u00eda<div class=\"d0 w480\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>libros<div class=\"d0 w293\">\u00a0</div>en<div class=\"d0 w239\">\u00a0</div>aproximadamente<div class=\"d0 w31\">\u00a0</div>24<div class=\"d0 w293\">\u00a0</div>millones<div class=\"d0 w518\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l469 t1977\" id=\"a7219\">euros. </div><div class=\"po0 fs14 cl2 l469 t1978\" id=\"a7222\">Asimismo, ante una reducci\u00f3n<div class=\"d0 w353\">\u00a0</div>del 5% en las estimaciones<div class=\"d0 w324\">\u00a0</div>de crecimiento de los ingresos<div class=\"d0 w326\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l469 t1979\" id=\"a7223\">libros y formaci\u00f3n el valor recuperable ser\u00eda inferior al valor en libros a 31 de diciembre de </div><div class=\"po0 fs14 cl2 l469 t1980\" id=\"a7224\">2024 en aproximadamente 4 millones de euros. </div></div></div></div></div><div class=\"po1 w566 h152 lh0\" id=\"TextBlockContainer2143\"><div class=\"po0 l342 t756 f0\" id=\"div_2140_XBRL_TS_283ed5b416fe42fdbc3f07fec059dacf_5\"><div class=\"po1 w566 h152 lh0\" id=\"TextBlockContainer2141\"><img alt=\"doc2p9i1\" class=\"po0 l375 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l376 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w566 z0\" id=\"TextContainer2141\"><div class=\"po0 fs34 cl2 l477 t756\" id=\"a7239\">-</div><div class=\"po0 fs14 cl2 l875 t1359\" id=\"a7241\">Grupo Latino de Radiodifusi\u00f3n Chile, Ltda. </div><div class=\"po0 fs14 cl2 l875 t1981\" id=\"a7244\">Para determinar<div class=\"d0 w480\">\u00a0</div>la sensibilidad<div class=\"d0 w32\">\u00a0</div>del c\u00e1lculo<div class=\"d0 w55\">\u00a0</div>del valor<div class=\"d0 w543\">\u00a0</div>en uso<div class=\"d0 w390\">\u00a0</div>ante cambios<div class=\"d0 w171\">\u00a0</div>en las<div class=\"d0 w234\">\u00a0</div>hip\u00f3tesis </div><div class=\"po0 fs14 cl2 l875 t1982\" id=\"a7245\">b\u00e1sicas,<div class=\"d0 w297\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>ha<div class=\"d0 w340\">\u00a0</div>incrementado<div class=\"d0 w222\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>0,5%<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>tasa<div class=\"d0 w98\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>descuento.<div class=\"d0 w517\">\u00a0</div>En<div class=\"d0 w388\">\u00a0</div>este<div class=\"d0 w377\">\u00a0</div>caso,<div class=\"d0 w222\">\u00a0</div>el<div class=\"d0 w380\">\u00a0</div>importe </div><div class=\"po0 fs14 cl2 l875 t1983\" id=\"a7250\">recuperable ser\u00eda<div class=\"d0 w235\">\u00a0</div>inferior al<div class=\"d0 w30\">\u00a0</div>valor en<div class=\"d0 w230\">\u00a0</div>libros en<div class=\"d0 w394\">\u00a0</div>aproximadamente 1<div class=\"d0 w420\">\u00a0</div>mill\u00f3n de<div class=\"d0 w486\">\u00a0</div>euros. En<div class=\"d0 w239\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l875 t1984\" id=\"a7265\">caso de que la tasa de<div class=\"d0 w27\">\u00a0</div>crecimiento esperada a partir del quinto a\u00f1o se redujera en<div class=\"d0 w50\">\u00a0</div>un 0,5%, </div><div class=\"po0 fs14 cl2 l875 t1985\" id=\"a7266\">el importe recuperable ser\u00eda inferior al valor en libros en aproximadamente 0,5 millones de </div><div class=\"po0 fs14 cl2 l875 t1986\" id=\"a7280\">euros.<div class=\"d0 w845\">\u00a0</div></div><div class=\"po0 fs14 cl2 l875 t1987\" id=\"a7284\">Asimismo, ante<div class=\"d0 w517\">\u00a0</div>una reducci\u00f3n<div class=\"d0 w176\">\u00a0</div>del 5%<div class=\"d0 w615\">\u00a0</div>en las<div class=\"d0 w404\">\u00a0</div>estimaciones de<div class=\"d0 w174\">\u00a0</div>crecimiento de<div class=\"d0 w227\">\u00a0</div>los ingresos </div><div class=\"po0 fs14 cl2 l875 t1988\" id=\"a7285\">publicitarios el<div class=\"d0 w98\">\u00a0</div>valor recuperable<div class=\"d0 w334\">\u00a0</div>ser\u00eda<div class=\"d0 w9\">\u00a0</div>inferior al<div class=\"d0 w394\">\u00a0</div>valor en<div class=\"d0 w285\">\u00a0</div>libros en<div class=\"d0 w404\">\u00a0</div>aproximadamente 12 </div><div class=\"po0 fs14 cl2 l875 t1989\" id=\"a7292\">millones de euros a 31 de diciembre de 2024.<div class=\"d0 w846\">\u00a0</div></div><div class=\"po0 fs34 cl2 l477 t1990\" id=\"a7298\">-</div><div class=\"po0 fs14 cl2 l875 t1991\" id=\"a7300\">Sociedad Espa\u00f1ola de Radiodifusi\u00f3n, S.L.U. y Propulsora<div class=\"d0 w325\">\u00a0</div>Monta\u00f1esa, S.A. </div><div class=\"po0 fs14 cl2 l875 t1992\" id=\"a7306\">Para determinar<div class=\"d0 w480\">\u00a0</div>la sensibilidad<div class=\"d0 w32\">\u00a0</div>del c\u00e1lculo<div class=\"d0 w55\">\u00a0</div>del valor<div class=\"d0 w543\">\u00a0</div>en uso<div class=\"d0 w390\">\u00a0</div>ante cambios<div class=\"d0 w171\">\u00a0</div>en las<div class=\"d0 w234\">\u00a0</div>hip\u00f3tesis </div><div class=\"po0 fs14 cl2 l875 t1309\" id=\"a7307\">b\u00e1sicas,<div class=\"d0 w297\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>ha<div class=\"d0 w340\">\u00a0</div>incrementado<div class=\"d0 w222\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>0,5%<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>tasa<div class=\"d0 w98\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>descuento.<div class=\"d0 w517\">\u00a0</div>En<div class=\"d0 w388\">\u00a0</div>este<div class=\"d0 w377\">\u00a0</div>caso,<div class=\"d0 w3\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>importe </div><div class=\"po0 fs14 cl2 l875 t1993\" id=\"a7309\">recuperable exceder\u00eda el<div class=\"d0 w56\">\u00a0</div>valor en<div class=\"d0 w24\">\u00a0</div>libros en<div class=\"d0 w63\">\u00a0</div>aproximadamente 280 millones<div class=\"d0 w20\">\u00a0</div>de euros. En<div class=\"d0 w60\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l875 t1994\" id=\"a7316\">caso de que la tasa de<div class=\"d0 w27\">\u00a0</div>crecimiento esperada a partir del quinto a\u00f1o se redujera en<div class=\"d0 w50\">\u00a0</div>un 0,5%, </div><div class=\"po0 fs14 cl2 l875 t1995\" id=\"a7317\">el<div class=\"d0 w231\">\u00a0</div>importe<div class=\"d0 w24\">\u00a0</div>recuperable<div class=\"d0 w33\">\u00a0</div>exceder\u00eda el<div class=\"d0 w615\">\u00a0</div>valor<div class=\"d0 w49\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>libros<div class=\"d0 w63\">\u00a0</div>en<div class=\"d0 w396\">\u00a0</div>aproximadamente 285<div class=\"d0 w98\">\u00a0</div>millones<div class=\"d0 w234\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l875 t1996\" id=\"a7323\">euros. </div><div class=\"po0 fs14 cl2 l875 t1997\" id=\"a7326\">Asimismo, ante<div class=\"d0 w517\">\u00a0</div>una reducci\u00f3n<div class=\"d0 w176\">\u00a0</div>del 5%<div class=\"d0 w615\">\u00a0</div>en las<div class=\"d0 w404\">\u00a0</div>estimaciones de<div class=\"d0 w174\">\u00a0</div>crecimiento de<div class=\"d0 w227\">\u00a0</div>los ingresos </div><div class=\"po0 fs14 cl2 l875 t1998\" id=\"a7327\">publicitarios el valor recuperable ser\u00eda superior al valor en libros en aproximadamente 210 </div><div class=\"po0 fs14 cl2 l876 t1999\" id=\"a7330\">millones de euros a 31 de diciembre de 2024.</div></div></div></div></div>",
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    "concept": "ifrs-full:DisclosureOfGoodwillExplanatory",
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    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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bgc3\">\u00a0</div>\n<div class=\"w791 po0 h153 l888 t2041 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l897 t2044 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2045 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2045 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2045 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2045 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2045 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l528 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l877 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l880 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l882 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l535 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l520 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l885 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l887 t2041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h153 l879 t2041 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h156 l529 t2046 bgc3\">\u00a0</div>\n<div class=\"w850 po0 h126 l889 t2047 bgc3\">\u00a0</div>\n<div class=\"w850 po0 h126 l889 t2048 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h156 l890 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l891 t2049 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h156 l881 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l892 t2049 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h156 l893 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l894 t2049 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h156 l884 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l895 t2049 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h156 l521 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l536 t2049 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h156 l896 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l522 t2049 bgc3\">\u00a0</div>\n<div class=\"w791 po0 h156 l888 t2046 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l897 t2049 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2050 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2050 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2050 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2050 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2050 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l528 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2051 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l877 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l878 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l880 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l880 t2051 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l881 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l882 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l882 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l883 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l535 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l535 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l884 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l520 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l520 t2051 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l521 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l885 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l885 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l886 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l887 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l887 t2051 bgc0\">\u00a0</div>\n<div class=\"w791 po0 h12 l888 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l879 t2046 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2051 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l879 t2051 bgc0\">\u00a0</div>\n<div class=\"po0 l342 t756 f0\" id=\"div_2149_XBRL_TS_b0d48e351cc949089483acd26deab6be\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2153\"><div class=\"po0 l342 t756 f0\" id=\"div_2150_XBRL_TS_2ebfcff7d6914c25add4a113aab25768\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2151\"><div class=\"po1 w198 z0\" id=\"TextContainer2151\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a7349\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a7350\">ha sido el siguiente:</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2155\"><div class=\"po0 fs35 cl2 l898 t2052\" id=\"a7354\">Miles de euros </div><div class=\"po0 fs35 cl2 l899 t2053\" id=\"a7356\">Saldo al </div><div class=\"po0 fs35 cl2 l900 t2054\" id=\"a7357\">31.12.2023 </div><div class=\"po0 fs35 cl2 l901 t2053\" id=\"a7359\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l902 t2054\" id=\"a7360\">monetaria </div><div class=\"po0 fs35 cl2 l903 t2053\" id=\"a7362\">Ajuste por </div><div class=\"po0 fs35 cl2 l904 t2054\" id=\"a7363\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l905 t2055\" id=\"a7365\">Adiciones </div><div class=\"po0 fs35 cl2 l906 t2055\" id=\"a7367\">Retiros </div><div class=\"po0 fs35 cl2 l907 t2055\" id=\"a7369\">Traspasos </div><div class=\"po0 fs35 cl2 l908 t2053\" id=\"a7371\">Saldo al </div><div class=\"po0 fs35 cl2 l909 t2054\" id=\"a7372\">31.12.2024 </div><div class=\"po0 fs36 cl2 l910 t2056\" id=\"a7374\">Coste</div><div class=\"po0 fs35 cl2 l911 t2057\" id=\"a7375\">:</div><div class=\"po0 fs35 cl2 l910 t2058\" id=\"a7384\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l912 t2058\" id=\"a7386\">122.893 </div><div class=\"po0 fs35 cl2 l913 t2058\" id=\"a7388\">1.742 </div><div class=\"po0 fs35 cl2 l914 t2058\" id=\"a7390\">(3.004) </div><div class=\"po0 fs35 cl2 l915 t2058\" id=\"a7392\">11.563 </div><div class=\"po0 fs35 cl2 l916 t2058\" id=\"a7394\">(3.883) </div><div class=\"po0 fs35 cl2 l917 t2058\" id=\"a7396\">- </div><div class=\"po0 fs35 cl2 l780 t2058\" id=\"a7398\">129.311 </div><div class=\"po0 fs35 cl2 l910 t2059\" id=\"a7400\">Prototipos </div><div class=\"po0 fs35 cl2 l912 t2059\" id=\"a7402\">236.766 </div><div class=\"po0 fs35 cl2 l918 t2059\" id=\"a7404\">13.977 </div><div class=\"po0 fs35 cl2 l919 t2059\" id=\"a7406\">(27.519) </div><div class=\"po0 fs35 cl2 l915 t2059\" id=\"a7408\">22.057 </div><div class=\"po0 fs35 cl2 l920 t2059\" id=\"a7410\">(14.270) </div><div class=\"po0 fs35 cl2 l921 t2059\" id=\"a7412\">102 </div><div class=\"po0 fs35 cl2 l780 t2059\" id=\"a7414\">231.113 </div><div class=\"po0 fs35 cl2 l910 t2060\" id=\"a7416\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l922 t2060\" id=\"a7419\">1.705 </div><div class=\"po0 fs35 cl2 l574 t2060\" id=\"a7421\">22 </div><div class=\"po0 fs35 cl2 l923 t2060\" id=\"a7423\">(171) </div><div class=\"po0 fs35 cl2 l924 t2060\" id=\"a7425\">321 </div><div class=\"po0 fs35 cl2 l925 t2060\" id=\"a7427\">(204) </div><div class=\"po0 fs35 cl2 l917 t2060\" id=\"a7429\">- </div><div class=\"po0 fs35 cl2 l926 t2060\" id=\"a7431\">1.673 </div><div class=\"po0 fs35 cl2 l910 t2061\" id=\"a7433\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l927 t2061\" id=\"a7435\">42.693 </div><div class=\"po0 fs35 cl2 l928 t2061\" id=\"a7437\">180 </div><div class=\"po0 fs35 cl2 l914 t2061\" id=\"a7439\">(1.415) </div><div class=\"po0 fs35 cl2 l924 t2061\" id=\"a7441\">320 </div><div class=\"po0 fs35 cl2 l929 t2061\" id=\"a7443\">(91) </div><div class=\"po0 fs35 cl2 l917 t2061\" id=\"a7445\">- </div><div class=\"po0 fs35 cl2 l832 t2061\" id=\"a7447\">41.687 </div><div class=\"po0 fs36 cl2 l910 t2062\" id=\"a7449\">Total coste </div><div class=\"po0 fs36 cl2 l912 t2062\" id=\"a7451\">404.057 </div><div class=\"po0 fs36 cl2 l918 t2062\" id=\"a7453\">15.921 </div><div class=\"po0 fs36 cl2 l919 t2062\" id=\"a7455\">(32.109) </div><div class=\"po0 fs36 cl2 l915 t2062\" id=\"a7457\">34.261 </div><div class=\"po0 fs36 cl2 l920 t2062\" id=\"a7459\">(18.448) </div><div class=\"po0 fs36 cl2 l921 t2062\" id=\"a7461\">102 </div><div class=\"po0 fs36 cl2 l780 t2062\" id=\"a7463\">403.784 </div><div class=\"po0 fs36 cl2 l910 t2063\" id=\"a7465\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l910 t2064\" id=\"a7474\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l930 t2064\" id=\"a7476\">(92.614) </div><div class=\"po0 fs35 cl2 l564 t2064\" id=\"a7478\">(1.618) </div><div class=\"po0 fs35 cl2 l931 t2064\" id=\"a7480\">1.977 </div><div class=\"po0 fs35 cl2 l549 t2064\" id=\"a7482\">(13.207) </div><div class=\"po0 fs35 cl2 l932 t2064\" id=\"a7484\">3.083 </div><div class=\"po0 fs35 cl2 l917 t2064\" id=\"a7486\">- </div><div class=\"po0 fs35 cl2 l933 t2064\" id=\"a7488\">(102.379) </div><div class=\"po0 fs35 cl2 l910 t2065\" id=\"a7490\">Prototipos </div><div class=\"po0 fs35 cl2 l600 t2065\" id=\"a7492\">(193.964) </div><div class=\"po0 fs35 cl2 l934 t2065\" id=\"a7494\">(14.026) </div><div class=\"po0 fs35 cl2 l935 t2065\" id=\"a7496\">21.934 </div><div class=\"po0 fs35 cl2 l549 t2065\" id=\"a7498\">(18.753) </div><div class=\"po0 fs35 cl2 l354 t2065\" id=\"a7500\">13.284 </div><div class=\"po0 fs35 cl2 l645 t2065\" id=\"a7502\">(102) </div><div class=\"po0 fs35 cl2 l933 t2065\" id=\"a7504\">(191.627) </div><div class=\"po0 fs35 cl2 l910 t2066\" id=\"a7506\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l936 t2066\" id=\"a7508\">(865) </div><div class=\"po0 fs35 cl2 l937 t2066\" id=\"a7510\">- </div><div class=\"po0 fs35 cl2 l575 t2066\" id=\"a7512\">119 </div><div class=\"po0 fs35 cl2 l938 t2066\" id=\"a7514\">(74) </div><div class=\"po0 fs35 cl2 l939 t2066\" id=\"a7516\">128 </div><div class=\"po0 fs35 cl2 l917 t2066\" id=\"a7518\">- </div><div class=\"po0 fs35 cl2 l940 t2066\" id=\"a7520\">(692) </div><div class=\"po0 fs35 cl2 l910 t2067\" id=\"a7522\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l930 t2067\" id=\"a7524\">(19.044) </div><div class=\"po0 fs35 cl2 l941 t2067\" id=\"a7526\">(180) </div><div class=\"po0 fs35 cl2 l575 t2067\" id=\"a7528\">826 </div><div class=\"po0 fs35 cl2 l942 t2067\" id=\"a7530\">(220) </div><div class=\"po0 fs35 cl2 l943 t2067\" id=\"a7532\">91 </div><div class=\"po0 fs35 cl2 l917 t2067\" id=\"a7534\">- </div><div class=\"po0 fs35 cl2 l944 t2067\" id=\"a7536\">(18.527) </div><div class=\"po0 fs36 cl2 l910 t2068\" id=\"a7538\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l600 t2068\" id=\"a7541\">(306.487) </div><div class=\"po0 fs36 cl2 l934 t2068\" id=\"a7543\">(15.824) </div><div class=\"po0 fs36 cl2 l935 t2068\" id=\"a7545\">24.856 </div><div class=\"po0 fs36 cl2 l549 t2068\" id=\"a7547\">(32.254) </div><div class=\"po0 fs36 cl2 l354 t2068\" id=\"a7549\">16.586 </div><div class=\"po0 fs36 cl2 l645 t2068\" id=\"a7551\">(102) </div><div class=\"po0 fs36 cl2 l933 t2068\" id=\"a7553\">(313.225) </div><div class=\"po0 fs36 cl2 l910 t2069\" id=\"a7555\">Deterioro: </div><div class=\"po0 fs35 cl2 l910 t2070\" id=\"a7564\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l936 t2070\" id=\"a7566\">(829) </div><div class=\"po0 fs35 cl2 l937 t2070\" id=\"a7568\">- </div><div class=\"po0 fs35 cl2 l945 t2070\" id=\"a7570\">- </div><div class=\"po0 fs35 cl2 l938 t2070\" id=\"a7572\">(16) </div><div class=\"po0 fs35 cl2 l939 t2070\" id=\"a7574\">781 </div><div class=\"po0 fs35 cl2 l917 t2070\" id=\"a7576\">- </div><div class=\"po0 fs35 cl2 l681 t2070\" id=\"a7578\">(64) </div><div class=\"po0 fs35 cl2 l910 t2071\" id=\"a7580\">Prototipos </div><div class=\"po0 fs35 cl2 l946 t2071\" id=\"a7582\">(3.409) </div><div class=\"po0 fs35 cl2 l574 t2071\" id=\"a7584\">25 </div><div class=\"po0 fs35 cl2 l575 t2071\" id=\"a7586\">114 </div><div class=\"po0 fs35 cl2 l947 t2071\" id=\"a7588\">(1.912) </div><div class=\"po0 fs35 cl2 l939 t2071\" id=\"a7590\">684 </div><div class=\"po0 fs35 cl2 l645 t2071\" id=\"a7592\">(684) </div><div class=\"po0 fs35 cl2 l948 t2071\" id=\"a7594\">(5.182) </div><div class=\"po0 fs35 cl2 l910 t2072\" id=\"a7596\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l936 t2072\" id=\"a7598\">(332) </div><div class=\"po0 fs35 cl2 l949 t2072\" id=\"a7600\">1 </div><div class=\"po0 fs35 cl2 l950 t2072\" id=\"a7602\">27 </div><div class=\"po0 fs35 cl2 l938 t2072\" id=\"a7604\">(60) </div><div class=\"po0 fs35 cl2 l943 t2072\" id=\"a7606\">14 </div><div class=\"po0 fs35 cl2 l917 t2072\" id=\"a7608\">- </div><div class=\"po0 fs35 cl2 l940 t2072\" id=\"a7610\">(350) </div><div class=\"po0 fs35 cl2 l910 t2073\" id=\"a7612\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l936 t2073\" id=\"a7614\">(639) </div><div class=\"po0 fs35 cl2 l937 t2073\" id=\"a7616\">- </div><div class=\"po0 fs35 cl2 l950 t2073\" id=\"a7618\">10 </div><div class=\"po0 fs35 cl2 l942 t2073\" id=\"a7620\">(682) </div><div class=\"po0 fs35 cl2 l951 t2073\" id=\"a7622\">- </div><div class=\"po0 fs35 cl2 l921 t2073\" id=\"a7624\">684 </div><div class=\"po0 fs35 cl2 l940 t2073\" id=\"a7626\">(627) </div><div class=\"po0 fs36 cl2 l910 t2074\" id=\"a7628\">Total deterioro </div><div class=\"po0 fs36 cl2 l946 t2074\" id=\"a7630\">(5.209) </div><div class=\"po0 fs36 cl2 l574 t2074\" id=\"a7632\">26 </div><div class=\"po0 fs36 cl2 l575 t2074\" id=\"a7634\">151 </div><div class=\"po0 fs36 cl2 l947 t2074\" id=\"a7636\">(2.670) </div><div class=\"po0 fs36 cl2 l932 t2074\" id=\"a7638\">1.479 </div><div class=\"po0 fs36 cl2 l917 t2074\" id=\"a7640\">- </div><div class=\"po0 fs36 cl2 l948 t2074\" id=\"a7642\">(6.223) </div><div class=\"po0 fs36 cl2 l910 t2075\" id=\"a7644\">Activo intangible neto </div><div class=\"po0 fs36 cl2 l927 t2075\" id=\"a7646\">92.361 </div><div class=\"po0 fs36 cl2 l928 t2075\" id=\"a7648\">123 </div><div class=\"po0 fs36 cl2 l914 t2075\" id=\"a7650\">(7.102) </div><div class=\"po0 fs36 cl2 l942 t2075\" id=\"a7652\">(663) </div><div class=\"po0 fs36 cl2 l925 t2075\" id=\"a7654\">(383) </div><div class=\"po0 fs36 cl2 l917 t2075\" id=\"a7656\">- </div><div class=\"po0 fs36 cl2 l832 t2075\" id=\"a7658\">84.336 </div><div class=\"po0 fs36 cl2 l910 t2076\" id=\"a7660\">Coste inmovilizado en </div><div class=\"po0 fs36 cl2 l910 t2077\" id=\"a7661\">arrendamiento: </div><div class=\"po0 fs35 cl2 l910 t2078\" id=\"a7670\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l927 t2078\" id=\"a7673\">19.630 </div><div class=\"po0 fs35 cl2 l937 t2078\" id=\"a7675\">- </div><div class=\"po0 fs35 cl2 l923 t2078\" id=\"a7677\">(766) </div><div class=\"po0 fs35 cl2 l763 t2078\" id=\"a7679\">4.099 </div><div class=\"po0 fs35 cl2 l925 t2078\" id=\"a7681\">(592) </div><div class=\"po0 fs35 cl2 l917 t2078\" id=\"a7683\">- </div><div class=\"po0 fs35 cl2 l832 t2078\" id=\"a7685\">22.371 </div><div class=\"po0 fs36 cl2 l910 t2079\" id=\"a7687\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l910 t2080\" id=\"a7688\">arrendamiento </div><div class=\"po0 fs36 cl2 l927 t2081\" id=\"a7690\">19.630 </div><div class=\"po0 fs36 cl2 l937 t2081\" id=\"a7692\">- </div><div class=\"po0 fs36 cl2 l923 t2081\" id=\"a7694\">(766) </div><div class=\"po0 fs36 cl2 l763 t2081\" id=\"a7696\">4.099 </div><div class=\"po0 fs36 cl2 l925 t2081\" id=\"a7698\">(592) </div><div class=\"po0 fs36 cl2 l917 t2081\" id=\"a7700\">- </div><div class=\"po0 fs36 cl2 l832 t2081\" id=\"a7702\">22.371 </div><div class=\"po0 fs36 cl2 l910 t2082\" id=\"a7704\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l910 t2083\" id=\"a7705\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l910 t2084\" id=\"a7714\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l946 t2084\" id=\"a7716\">(7.972) </div><div class=\"po0 fs35 cl2 l937 t2084\" id=\"a7718\">- </div><div class=\"po0 fs35 cl2 l575 t2084\" id=\"a7720\">391 </div><div class=\"po0 fs35 cl2 l947 t2084\" id=\"a7722\">(4.049) </div><div class=\"po0 fs35 cl2 l943 t2084\" id=\"a7724\">66 </div><div class=\"po0 fs35 cl2 l917 t2084\" id=\"a7726\">- </div><div class=\"po0 fs35 cl2 l944 t2084\" id=\"a7728\">(11.564) </div><div class=\"po0 fs36 cl2 l910 t2085\" id=\"a7730\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l910 t2086\" id=\"a7731\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l946 t2087\" id=\"a7733\">(7.972) </div><div class=\"po0 fs36 cl2 l937 t2087\" id=\"a7735\">- </div><div class=\"po0 fs36 cl2 l575 t2087\" id=\"a7737\">391 </div><div class=\"po0 fs36 cl2 l947 t2087\" id=\"a7739\">(4.049) </div><div class=\"po0 fs36 cl2 l943 t2087\" id=\"a7741\">66 </div><div class=\"po0 fs36 cl2 l917 t2087\" id=\"a7743\">- </div><div class=\"po0 fs36 cl2 l944 t2087\" id=\"a7745\">(11.564) </div><div class=\"po0 fs36 cl2 l910 t2088\" id=\"a7747\">Activo intangible neto en </div><div class=\"po0 fs36 cl2 l910 t2089\" id=\"a7748\">arrendamiento </div><div class=\"po0 fs36 cl2 l927 t2090\" id=\"a7750\">11.658 </div><div class=\"po0 fs36 cl2 l937 t2090\" id=\"a7752\">- </div><div class=\"po0 fs36 cl2 l923 t2090\" id=\"a7754\">(375) </div><div class=\"po0 fs36 cl2 l952 t2090\" id=\"a7756\">50 </div><div class=\"po0 fs36 cl2 l925 t2090\" id=\"a7758\">(526) </div><div class=\"po0 fs36 cl2 l917 t2090\" id=\"a7760\">- </div><div class=\"po0 fs36 cl2 l832 t2090\" id=\"a7762\">10.807 </div><div class=\"po0 fs36 cl2 l910 t2091\" id=\"a7764\">TOTAL ACTIVO INTANGIBLE </div><div class=\"po0 fs36 cl2 l910 t2092\" id=\"a7765\">NETO </div><div class=\"po0 fs36 cl2 l912 t2093\" id=\"a7767\">104.019 </div><div class=\"po0 fs36 cl2 l928 t2093\" id=\"a7769\">123 </div><div class=\"po0 fs36 cl2 l914 t2093\" id=\"a7771\">(7.477) </div><div class=\"po0 fs36 cl2 l942 t2093\" id=\"a7773\">(613) </div><div class=\"po0 fs36 cl2 l925 t2093\" id=\"a7775\">(909) </div><div class=\"po0 fs36 cl2 l917 t2093\" id=\"a7777\">- </div><div class=\"po0 fs36 cl2 l832 t2093\" id=\"a7779\">95.143 </div></div></div></div></div></div></div><div class=\"po1 w198 h122 lh0\" id=\"TextBlockContainer2186\"><div class=\"po0 l342 t756 f0\" id=\"div_2166_XBRL_TS_70a276e9c9c747978db762a836c1b50c_1\"><div class=\"po1 w198 h122 lh0\" id=\"TextBlockContainer2183\"><div class=\"po0 l342 t756 f0\" id=\"div_2167_XBRL_TS_0b15d17b012c4fe692ff2109ad8880c9_1\"><div class=\"po1 w198 h161 lh0\" id=\"TextBlockContainer2178\"><div class=\"po0 l342 t756 f0\" 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2136 bgc0\">\u00a0</div>\n<div class=\"w849 po0 h12 l529 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l877 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l877 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l878 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l954 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l954 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l955 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l956 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l956 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l957 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l958 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l958 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l959 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l960 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l960 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l333 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l961 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l961 t2136 bgc0\">\u00a0</div>\n<div class=\"w853 po0 h12 l962 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l963 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l963 t2136 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l964 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h156 l953 t2131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2136 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2175\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a7792\">Ejercicio 2023- </div></div><div class=\"po0 l342 t1610 f0\" id=\"div_2169_XBRL_TS_e5a5afab91524c2d915e5a50205fbea3\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2173\"><div class=\"po0 l342 t756 f0\" id=\"div_2170_XBRL_TS_7e1bb124aa1d4a2ba397ba1fb90f8eec\"><div class=\"po1 w198 h79 lh0\" id=\"TextBlockContainer2171\"><div class=\"po1 w198 z0\" id=\"TextContainer2171\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a7795\">El movimiento habido en este<div class=\"d0 w402\">\u00a0</div>ep\u00edgrafe del balance de<div class=\"d0 w299\">\u00a0</div>situaci\u00f3n consolidado en el<div class=\"d0 w392\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a7796\">fue el siguiente:</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2176\"><div class=\"po0 fs35 cl2 l973 t2137\" id=\"a7800\">Miles de euros </div><div class=\"po0 fs35 cl2 l974 t2138\" id=\"a7802\">Saldo al </div><div class=\"po0 fs35 cl2 l975 t2139\" id=\"a7803\">31.12.2022 </div><div class=\"po0 fs35 cl2 l976 t2138\" id=\"a7805\">Correcci\u00f3n </div><div class=\"po0 fs35 cl2 l977 t2139\" id=\"a7806\">monetaria </div><div class=\"po0 fs35 cl2 l978 t2138\" id=\"a7808\">Ajuste por </div><div class=\"po0 fs35 cl2 l979 t2139\" id=\"a7809\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l980 t2140\" id=\"a7811\">Adiciones </div><div class=\"po0 fs35 cl2 l981 t2140\" id=\"a7813\">Retiros </div><div class=\"po0 fs35 cl2 l982 t2140\" id=\"a7815\">Traspasos </div><div class=\"po0 fs35 cl2 l983 t2138\" id=\"a7817\">Saldo al </div><div class=\"po0 fs35 cl2 l944 t2139\" id=\"a7818\">31.12.2023 </div><div class=\"po0 fs36 cl2 l910 t2141\" id=\"a7820\">Coste</div><div class=\"po0 fs35 cl2 l911 t2142\" id=\"a7821\">:</div><div class=\"po0 fs35 cl2 l910 t2143\" id=\"a7830\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l984 t2143\" id=\"a7832\">111.408 </div><div class=\"po0 fs35 cl2 l584 t2143\" id=\"a7834\">5.103 </div><div class=\"po0 fs35 cl2 l931 t2143\" id=\"a7836\">(4.317) </div><div class=\"po0 fs35 cl2 l426 t2143\" id=\"a7838\">11.952 </div><div class=\"po0 fs35 cl2 l587 t2143\" id=\"a7840\">(1.266) </div><div class=\"po0 fs35 cl2 l604 t2143\" id=\"a7842\">13 </div><div class=\"po0 fs35 cl2 l985 t2143\" id=\"a7844\">122.893 </div><div class=\"po0 fs35 cl2 l910 t2144\" id=\"a7846\">Prototipos </div><div class=\"po0 fs35 cl2 l984 t2144\" id=\"a7848\">230.413 </div><div class=\"po0 fs35 cl2 l986 t2144\" id=\"a7850\">42.790 </div><div class=\"po0 fs35 cl2 l987 t2144\" id=\"a7852\">(42.069) </div><div class=\"po0 fs35 cl2 l426 t2144\" id=\"a7854\">19.169 </div><div class=\"po0 fs35 cl2 l988 t2144\" id=\"a7856\">(13.545) </div><div class=\"po0 fs35 cl2 l989 t2144\" id=\"a7858\">8 </div><div class=\"po0 fs35 cl2 l985 t2144\" id=\"a7860\">236.766 </div><div class=\"po0 fs35 cl2 l910 t2145\" id=\"a7862\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l990 t2145\" id=\"a7864\">2.210 </div><div class=\"po0 fs35 cl2 l991 t2145\" id=\"a7866\">5 </div><div class=\"po0 fs35 cl2 l992 t2145\" id=\"a7868\">139 </div><div class=\"po0 fs35 cl2 l993 t2145\" id=\"a7870\">377 </div><div class=\"po0 fs35 cl2 l994 t2145\" id=\"a7872\">(327) </div><div class=\"po0 fs35 cl2 l593 t2145\" id=\"a7874\">(699) </div><div class=\"po0 fs35 cl2 l417 t2145\" id=\"a7876\">1.705 </div><div class=\"po0 fs35 cl2 l910 t2146\" id=\"a7878\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l995 t2146\" id=\"a7881\">41.671 </div><div class=\"po0 fs35 cl2 l996 t2146\" id=\"a7883\">495 </div><div class=\"po0 fs35 cl2 l992 t2146\" id=\"a7885\">119 </div><div class=\"po0 fs35 cl2 l997 t2146\" id=\"a7887\">75 </div><div class=\"po0 fs35 cl2 l998 t2146\" id=\"a7889\">(30) </div><div class=\"po0 fs35 cl2 l999 t2146\" id=\"a7891\">363 </div><div class=\"po0 fs35 cl2 l1000 t2146\" id=\"a7893\">42.693 </div><div class=\"po0 fs36 cl2 l910 t2147\" id=\"a7895\">Total coste </div><div class=\"po0 fs36 cl2 l984 t2147\" id=\"a7897\">385.702 </div><div class=\"po0 fs36 cl2 l986 t2147\" id=\"a7899\">48.393 </div><div class=\"po0 fs36 cl2 l987 t2147\" id=\"a7901\">(46.128) </div><div class=\"po0 fs36 cl2 l426 t2147\" id=\"a7903\">31.573 </div><div class=\"po0 fs36 cl2 l988 t2147\" id=\"a7905\">(15.168) </div><div class=\"po0 fs36 cl2 l593 t2147\" id=\"a7907\">(315) </div><div class=\"po0 fs36 cl2 l985 t2147\" id=\"a7909\">404.057 </div><div class=\"po0 fs36 cl2 l910 t2148\" id=\"a7911\">Amortizaci\u00f3n acumulada: </div><div class=\"po0 fs35 cl2 l910 t2149\" id=\"a7920\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l1001 t2149\" id=\"a7922\">(82.502) </div><div class=\"po0 fs35 cl2 l1002 t2149\" id=\"a7924\">(4.595) </div><div class=\"po0 fs35 cl2 l1003 t2149\" id=\"a7926\">4.356 </div><div class=\"po0 fs35 cl2 l1004 t2149\" id=\"a7928\">(10.911) </div><div class=\"po0 fs35 cl2 l577 t2149\" id=\"a7930\">1.038 </div><div class=\"po0 fs35 cl2 l1005 t2149\" id=\"a7932\">- </div><div class=\"po0 fs35 cl2 l1006 t2149\" id=\"a7934\">(92.614) </div><div class=\"po0 fs35 cl2 l910 t2150\" id=\"a7936\">Prototipos </div><div class=\"po0 fs35 cl2 l1007 t2150\" id=\"a7938\">(182.743) </div><div class=\"po0 fs35 cl2 l1008 t2150\" id=\"a7940\">(40.852) </div><div class=\"po0 fs35 cl2 l1009 t2150\" id=\"a7942\">42.717 </div><div class=\"po0 fs35 cl2 l1004 t2150\" id=\"a7944\">(24.433) </div><div class=\"po0 fs35 cl2 l929 t2150\" id=\"a7946\">11.346 </div><div class=\"po0 fs35 cl2 l989 t2150\" id=\"a7948\">1 </div><div class=\"po0 fs35 cl2 l421 t2150\" id=\"a7950\">(193.964) </div><div class=\"po0 fs35 cl2 l910 t2151\" id=\"a7952\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l1010 t2151\" id=\"a7954\">(1.204) </div><div class=\"po0 fs35 cl2 l696 t2151\" id=\"a7956\">- </div><div class=\"po0 fs35 cl2 l575 t2151\" id=\"a7958\">(519) </div><div class=\"po0 fs35 cl2 l1011 t2151\" id=\"a7960\">(465) </div><div class=\"po0 fs35 cl2 l1012 t2151\" id=\"a7962\">633 </div><div class=\"po0 fs35 cl2 l999 t2151\" id=\"a7964\">690 </div><div class=\"po0 fs35 cl2 l685 t2151\" id=\"a7966\">(865) </div><div class=\"po0 fs35 cl2 l910 t2152\" id=\"a7968\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l1001 t2152\" id=\"a7970\">(18.903) </div><div class=\"po0 fs35 cl2 l1013 t2152\" id=\"a7972\">(495) </div><div class=\"po0 fs35 cl2 l992 t2152\" id=\"a7974\">862 </div><div class=\"po0 fs35 cl2 l1011 t2152\" id=\"a7976\">(173) </div><div class=\"po0 fs35 cl2 l1014 t2152\" id=\"a7978\">15 </div><div class=\"po0 fs35 cl2 l593 t2152\" id=\"a7980\">(350) </div><div class=\"po0 fs35 cl2 l1006 t2152\" id=\"a7982\">(19.044) </div><div class=\"po0 fs36 cl2 l910 t2153\" id=\"a7984\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l1007 t2153\" id=\"a7986\">(285.352) </div><div class=\"po0 fs36 cl2 l1008 t2153\" id=\"a7988\">(45.942) </div><div class=\"po0 fs36 cl2 l1009 t2153\" id=\"a7990\">47.416 </div><div class=\"po0 fs36 cl2 l1004 t2153\" id=\"a7992\">(35.982) </div><div class=\"po0 fs36 cl2 l929 t2153\" id=\"a7994\">13.032 </div><div class=\"po0 fs36 cl2 l999 t2153\" id=\"a7996\">341 </div><div class=\"po0 fs36 cl2 l421 t2153\" id=\"a7998\">(306.487) </div><div class=\"po0 fs36 cl2 l910 t2154\" id=\"a8000\">Deterioro: </div><div class=\"po0 fs35 cl2 l910 t2155\" id=\"a8009\">Aplicaciones inform\u00e1ticas </div><div class=\"po0 fs35 cl2 l1015 t2155\" id=\"a8011\">(855) </div><div class=\"po0 fs35 cl2 l696 t2155\" id=\"a8013\">- </div><div class=\"po0 fs35 cl2 l1016 t2155\" id=\"a8015\">- </div><div class=\"po0 fs35 cl2 l1017 t2155\" id=\"a8017\">(49) </div><div class=\"po0 fs35 cl2 l1014 t2155\" id=\"a8019\">75 </div><div class=\"po0 fs35 cl2 l1005 t2155\" id=\"a8021\">- </div><div class=\"po0 fs35 cl2 l685 t2155\" id=\"a8023\">(829) </div><div class=\"po0 fs35 cl2 l910 t2156\" id=\"a8025\">Prototipos </div><div class=\"po0 fs35 cl2 l1010 t2156\" id=\"a8027\">(3.687) </div><div class=\"po0 fs35 cl2 l696 t2156\" id=\"a8029\">- </div><div class=\"po0 fs35 cl2 l1018 t2156\" id=\"a8031\">(18) </div><div class=\"po0 fs35 cl2 l1019 t2156\" id=\"a8033\">(1.348) </div><div class=\"po0 fs35 cl2 l577 t2156\" id=\"a8035\">1.644 </div><div class=\"po0 fs35 cl2 l1005 t2156\" id=\"a8037\">- </div><div class=\"po0 fs35 cl2 l1020 t2156\" id=\"a8039\">(3.409) </div><div class=\"po0 fs35 cl2 l910 t2157\" id=\"a8041\">Anticipos de derechos de autor </div><div class=\"po0 fs35 cl2 l1015 t2157\" id=\"a8043\">(387) </div><div class=\"po0 fs35 cl2 l1021 t2157\" id=\"a8045\">(19) </div><div class=\"po0 fs35 cl2 l1022 t2157\" id=\"a8047\">(1) </div><div class=\"po0 fs35 cl2 l997 t2157\" id=\"a8049\">69 </div><div class=\"po0 fs35 cl2 l1023 t2157\" id=\"a8051\">6 </div><div class=\"po0 fs35 cl2 l1005 t2157\" id=\"a8053\">- </div><div class=\"po0 fs35 cl2 l685 t2157\" id=\"a8055\">(332) </div><div class=\"po0 fs35 cl2 l910 t2158\" id=\"a8057\">Otro inmovilizado intangible </div><div class=\"po0 fs35 cl2 l1015 t2158\" id=\"a8059\">(610) </div><div class=\"po0 fs35 cl2 l696 t2158\" id=\"a8061\">- </div><div class=\"po0 fs35 cl2 l1018 t2158\" id=\"a8063\">(28) </div><div class=\"po0 fs35 cl2 l1011 t2158\" id=\"a8065\">(670) </div><div class=\"po0 fs35 cl2 l1012 t2158\" id=\"a8067\">669 </div><div class=\"po0 fs35 cl2 l1005 t2158\" id=\"a8069\">- </div><div class=\"po0 fs35 cl2 l685 t2158\" id=\"a8071\">(639) </div><div class=\"po0 fs36 cl2 l910 t2159\" id=\"a8073\">Total deterioro </div><div class=\"po0 fs36 cl2 l1010 t2159\" id=\"a8075\">(5.539) </div><div class=\"po0 fs36 cl2 l1021 t2159\" id=\"a8077\">(19) </div><div class=\"po0 fs36 cl2 l1018 t2159\" id=\"a8079\">(47) </div><div class=\"po0 fs36 cl2 l1019 t2159\" id=\"a8081\">(1.998) </div><div class=\"po0 fs36 cl2 l577 t2159\" id=\"a8083\">2.394 </div><div class=\"po0 fs36 cl2 l1005 t2159\" id=\"a8085\">- </div><div class=\"po0 fs36 cl2 l1020 t2159\" id=\"a8087\">(5.209) </div><div class=\"po0 fs36 cl2 l910 t2160\" id=\"a8089\">Activo intangible neto </div><div class=\"po0 fs36 cl2 l995 t2160\" id=\"a8091\">94.811 </div><div class=\"po0 fs36 cl2 l584 t2160\" id=\"a8093\">2.432 </div><div class=\"po0 fs36 cl2 l1003 t2160\" id=\"a8095\">1.241 </div><div class=\"po0 fs36 cl2 l1019 t2160\" id=\"a8097\">(6.407) </div><div class=\"po0 fs36 cl2 l1012 t2160\" id=\"a8099\">258 </div><div class=\"po0 fs36 cl2 l604 t2160\" id=\"a8101\">26 </div><div class=\"po0 fs36 cl2 l1000 t2160\" id=\"a8103\">92.361 </div><div class=\"po0 fs36 cl2 l910 t2161\" id=\"a8105\">Coste inmovilizado en </div><div class=\"po0 fs36 cl2 l910 t2162\" id=\"a8106\">arrendamiento: </div><div class=\"po0 fs35 cl2 l910 t486\" id=\"a8115\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l995 t486\" id=\"a8117\">16.546 </div><div class=\"po0 fs35 cl2 l696 t486\" id=\"a8119\">- </div><div class=\"po0 fs35 cl2 l1003 t486\" id=\"a8121\">1.719 </div><div class=\"po0 fs35 cl2 l1024 t486\" id=\"a8123\">4.976 </div><div class=\"po0 fs35 cl2 l587 t486\" id=\"a8125\">(3.611) </div><div class=\"po0 fs35 cl2 l1005 t486\" id=\"a8127\">- </div><div class=\"po0 fs35 cl2 l1000 t486\" id=\"a8129\">19.630 </div><div class=\"po0 fs36 cl2 l910 t2163\" id=\"a8131\">Total coste inmovilizado en </div><div class=\"po0 fs36 cl2 l910 t2164\" id=\"a8132\">arrendamiento </div><div class=\"po0 fs36 cl2 l995 t2165\" id=\"a8134\">16.546 </div><div class=\"po0 fs36 cl2 l696 t2165\" id=\"a8136\">- </div><div class=\"po0 fs36 cl2 l1003 t2165\" id=\"a8138\">1.719 </div><div class=\"po0 fs36 cl2 l1024 t2165\" id=\"a8140\">4.976 </div><div class=\"po0 fs36 cl2 l587 t2165\" id=\"a8142\">(3.611) </div><div class=\"po0 fs36 cl2 l1005 t2165\" id=\"a8144\">- </div><div class=\"po0 fs36 cl2 l1000 t2165\" id=\"a8146\">19.630 </div><div class=\"po0 fs36 cl2 l910 t2166\" id=\"a8148\">Amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l910 t2167\" id=\"a8149\">inmovilizado en arrendamiento: </div><div class=\"po0 fs35 cl2 l910 t2168\" id=\"a8158\">Otros activos intangibles </div><div class=\"po0 fs35 cl2 l1010 t2168\" id=\"a8160\">(6.414) </div><div class=\"po0 fs35 cl2 l696 t2168\" id=\"a8162\">- </div><div class=\"po0 fs35 cl2 l931 t2168\" id=\"a8164\">(1.083) </div><div class=\"po0 fs35 cl2 l1019 t2168\" id=\"a8166\">(3.899) </div><div class=\"po0 fs35 cl2 l577 t2168\" id=\"a8168\">3.424 </div><div class=\"po0 fs35 cl2 l1005 t2168\" id=\"a8170\">- </div><div class=\"po0 fs35 cl2 l1020 t2168\" id=\"a8172\">(7.972) </div><div class=\"po0 fs36 cl2 l910 t2169\" id=\"a8174\">Total amortizaci\u00f3n acumulada </div><div class=\"po0 fs36 cl2 l910 t2170\" id=\"a8176\">inmovilizado en arrendamiento </div><div class=\"po0 fs36 cl2 l1010 t2171\" id=\"a8178\">(6.414) </div><div class=\"po0 fs36 cl2 l696 t2171\" id=\"a8180\">- </div><div class=\"po0 fs36 cl2 l931 t2171\" id=\"a8182\">(1.083) </div><div class=\"po0 fs36 cl2 l1019 t2171\" id=\"a8184\">(3.899) </div><div class=\"po0 fs36 cl2 l577 t2171\" id=\"a8186\">3.424 </div><div class=\"po0 fs36 cl2 l1005 t2171\" id=\"a8188\">- </div><div class=\"po0 fs36 cl2 l1020 t2171\" id=\"a8190\">(7.972) </div><div class=\"po0 fs36 cl2 l910 t2172\" id=\"a8192\">Activo intangible neto en </div><div class=\"po0 fs36 cl2 l910 t2173\" id=\"a8193\">arrendamiento </div><div class=\"po0 fs36 cl2 l995 t2174\" id=\"a8195\">10.132 </div><div class=\"po0 fs36 cl2 l696 t2174\" id=\"a8197\">- </div><div class=\"po0 fs36 cl2 l992 t2174\" id=\"a8199\">636 </div><div class=\"po0 fs36 cl2 l1024 t2174\" id=\"a8201\">1.077 </div><div class=\"po0 fs36 cl2 l994 t2174\" id=\"a8203\">(187) </div><div class=\"po0 fs36 cl2 l1005 t2174\" id=\"a8205\">- </div><div class=\"po0 fs36 cl2 l1000 t2174\" id=\"a8207\">11.658 </div><div class=\"po0 fs36 cl2 l910 t2175\" id=\"a8209\">TOTAL ACTIVO INTANGIBLE </div><div class=\"po0 fs36 cl2 l910 t2176\" id=\"a8210\">NETO </div><div class=\"po0 fs36 cl2 l984 t2177\" id=\"a8212\">104.943 </div><div class=\"po0 fs36 cl2 l584 t2177\" id=\"a8214\">2.432 </div><div class=\"po0 fs36 cl2 l1003 t2177\" id=\"a8216\">1.877 </div><div class=\"po0 fs36 cl2 l1019 t2177\" id=\"a8218\">(5.330) </div><div class=\"po0 fs36 cl2 l1014 t2177\" id=\"a8220\">71 </div><div class=\"po0 fs36 cl2 l604 t2177\" id=\"a8222\">26 </div><div class=\"po0 fs36 cl2 l985 t2177\" id=\"a8224\">104.019 </div><div class=\"po0 fs31 cl4 l340 t2178\" id=\"a8226\">.</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2183\"></div><div class=\"po0 l342 t2182 f0\" id=\"div_2180_XBRL_TS_227d24a499c146b9a07e9a184c58ee4f\"><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer2181\"><div class=\"po1 w198 z0\" id=\"TextContainer2181\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a8228\">Correcci\u00f3n monetaria y ajustes por conversi\u00f3n- </div><div class=\"po0 fs14 cl2 l340 t2179\" id=\"a8232\">La columna \u201c</div><div class=\"po0 fs26 cl2 l1025 t2180\" id=\"a8233\">Correcci\u00f3n monetaria</div><div class=\"po0 fs14 cl2 l1026 t2179\" id=\"a8234\">\u201d recoge el efecto de<div class=\"d0 w22\">\u00a0</div>la hiperinflaci\u00f3n en Argentina en 2024 y </div><div class=\"po0 fs14 cl2 l340 t1153\" id=\"a8237\">en<div class=\"d0 w448\">\u00a0</div>2023.<div class=\"d0 w222\">\u00a0</div>Por<div class=\"d0 w500\">\u00a0</div>otro<div class=\"d0 w222\">\u00a0</div>lado,<div class=\"d0 w335\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>columna<div class=\"d0 w468\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1027 t2181\" id=\"a8239\">Ajustes<div class=\"d0 w233\">\u00a0</div>por<div class=\"d0 w501\">\u00a0</div>conversi\u00f3n</div><div class=\"po0 fs14 cl2 l587 t1153\" id=\"a8240\">\u201d<div class=\"d0 w119\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>incluye<div class=\"d0 w477\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>impacto<div class=\"d0 w404\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t861\" id=\"a8241\">variaci\u00f3n de los tipos de cambio en<div class=\"d0 w21\">\u00a0</div>Latinoam\u00e9rica, destacando principalmente la contribuci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t862\" id=\"a8243\">en el<div class=\"d0 w395\">\u00a0</div>ejercicio 2024 del<div class=\"d0 w58\">\u00a0</div>efecto negativo<div class=\"d0 w47\">\u00a0</div>de Brasil y<div class=\"d0 w295\">\u00a0</div>M\u00e9xico por la<div class=\"d0 w239\">\u00a0</div>devaluaci\u00f3n de sus<div class=\"d0 w366\">\u00a0</div>monedas </div></div></div></div></div></div></div><div class=\"po1 w681 h163 lh0\" id=\"TextBlockContainer2214\"><div class=\"po0 l342 t756 f0\" id=\"div_2189_XBRL_TS_70a276e9c9c747978db762a836c1b50c_2\"><div class=\"po1 w681 h163 lh0\" id=\"TextBlockContainer2208\"><div class=\"po0 l450 t756 f0\" id=\"div_2190_XBRL_TS_227d24a499c146b9a07e9a184c58ee4f_1\"><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer2191\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2191\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8265\">(efecto negativo de<div class=\"d0 w473\">\u00a0</div>Argentina, y<div class=\"d0 w584\">\u00a0</div>en menor<div class=\"d0 w330\">\u00a0</div>medida, efecto<div class=\"d0 w532\">\u00a0</div>positivo de<div class=\"d0 w375\">\u00a0</div>Colombia, Brasil<div class=\"d0 w472\">\u00a0</div>y M\u00e9xico </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a8268\">en 2023).</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2208\"><div class=\"po0 fs26 cl2 l451 t2183\" id=\"a8271\">Adiciones- </div><div class=\"po0 fs14 cl2 l451 t2184\" id=\"a8275\">Las adiciones m\u00e1s significativas del ejercicio 2024 se producen<div class=\"d0 w406\">\u00a0</div>en las siguientes cuentas: </div><div class=\"po0 fs33 cl2 l469 t2185\" id=\"a8278\">-</div><div class=\"po0 fs14 cl2 l489 t821\" id=\"a8280\">\u201c</div><div class=\"po0 fs26 cl2 l1028 t2186\" id=\"a8281\">Prototipos</div><div class=\"po0 fs14 cl2 l1029 t821\" id=\"a8282\">\u201d, por importe de<div class=\"d0 w34\">\u00a0</div>22.057 miles de euros (19.169 miles de<div class=\"d0 w236\">\u00a0</div>euros en el ejercicio </div><div class=\"po0 fs14 cl2 l489 t822\" id=\"a8285\">2023),<div class=\"d0 w281\">\u00a0</div>correspondientes<div class=\"d0 w480\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>altas<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>prototipos<div class=\"d0 w248\">\u00a0</div>para<div class=\"d0 w229\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>edici\u00f3n<div class=\"d0 w486\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>libros<div class=\"d0 w293\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>Grupo </div><div class=\"po0 fs14 cl2 l489 t823\" id=\"a8287\">Santillana,<div class=\"d0 w858\">\u00a0</div>fundamentalmente en Brasil y M\u00e9xico. </div><div class=\"po0 fs33 cl2 l469 t2187\" id=\"a8297\">-</div><div class=\"po0 fs14 cl2 l489 t2188\" id=\"a8299\">\u201c</div><div class=\"po0 fs26 cl2 l1028 t2189\" id=\"a8300\">Aplicaciones inform\u00e1ticas</div><div class=\"po0 fs14 cl2 l1030 t2188\" id=\"a8301\">\u201d, por importe de 11.563 miles<div class=\"d0 w7\">\u00a0</div>de euros (11.952 miles de euros </div><div class=\"po0 fs14 cl2 l489 t2190\" id=\"a8304\">en<div class=\"d0 w22\">\u00a0</div>el ejercicio<div class=\"d0 w286\">\u00a0</div>2023), correspondientes<div class=\"d0 w333\">\u00a0</div>a las<div class=\"d0 w174\">\u00a0</div>aplicaciones adquiridas<div class=\"d0 w19\">\u00a0</div>y/o desarrolladas </div><div class=\"po0 fs14 cl2 l489 t2191\" id=\"a8305\">por terceros para las sociedades del Grupo. </div><div class=\"po0 fs33 cl2 l469 t2192\" id=\"a8308\">-</div></div><div class=\"po0 l703 t966 f0\" id=\"div_2193_XBRL_TS_5b5159802f0d479a83fc833fb9437407\"><div class=\"po1 w712 h162 lh0\" id=\"TextBlockContainer2194\"><div class=\"po1 w712 z0\" id=\"TextContainer2194\"><div class=\"po0 fs14 cl2 l1031 t756\" id=\"a8310\">\u201c</div><div class=\"po0 fs26 cl2 l1032 t756\" id=\"a8311\">Otros activos<div class=\"d0 w419\">\u00a0</div>intangibles en<div class=\"d0 w283\">\u00a0</div>arrendamiento</div><div class=\"po0 fs14 cl2 l1033 t756\" id=\"a8312\">\u201d, por<div class=\"d0 w345\">\u00a0</div>importe de<div class=\"d0 w235\">\u00a0</div>4.099 miles<div class=\"d0 w296\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>(4.976 </div><div class=\"po0 fs14 cl2 l1031 t1298\" id=\"a8318\">miles de euros en el ejercicio 2023), corresponden<div class=\"d0 w325\">\u00a0</div>a la activaci\u00f3n inicial o renovaci\u00f3n de </div><div class=\"po0 fs14 cl2 l462 t762\" id=\"a8326\">contratos de arrendamiento de frecuencias de radio.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2209\"><div class=\"po0 fs26 cl2 l451 t2193\" id=\"a8329\">Retiros- </div><div class=\"po0 fs14 cl2 l451 t2194\" id=\"a8333\">Grupo<div class=\"d0 w57\">\u00a0</div>Santillana ha<div class=\"d0 w167\">\u00a0</div>dado<div class=\"d0 w47\">\u00a0</div>de baja<div class=\"d0 w247\">\u00a0</div>en el<div class=\"d0 w282\">\u00a0</div>ejercicio 2024<div class=\"d0 w225\">\u00a0</div>prototipos totalmente<div class=\"d0 w394\">\u00a0</div>amortizados por </div><div class=\"po0 fs14 cl2 l451 t2195\" id=\"a8336\">importe<div class=\"d0 w39\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>13.284 miles<div class=\"d0 w549\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros (11.346<div class=\"d0 w615\">\u00a0</div>miles<div class=\"d0 w21\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros en<div class=\"d0 w549\">\u00a0</div>el ejercicio<div class=\"d0 w249\">\u00a0</div>2023),<div class=\"d0 w129\">\u00a0</div>as\u00ed como<div class=\"d0 w469\">\u00a0</div>otros </div><div class=\"po0 fs14 cl2 l451 t2196\" id=\"a8345\">prototipos ya deteriorados. </div><div class=\"po0 fs14 cl2 l451 t1965\" id=\"a8349\">Adicionalmente, en los ejercicios 2024 y 2023 los diferentes segmentos de negocio han dado de </div><div class=\"po0 fs14 cl2 l451 t1966\" id=\"a8351\">baja aplicaciones inform\u00e1ticas totalmente amortizadas o deterioradas. </div><div class=\"po0 fs14 cl2 l451 t1968\" id=\"a8354\">Los<div class=\"d0 w245\">\u00a0</div>retiros<div class=\"d0 w419\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>otros<div class=\"d0 w296\">\u00a0</div>activos<div class=\"d0 w223\">\u00a0</div>intangibles<div class=\"d0 w7\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>arrendamiento<div class=\"d0 w58\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2023<div class=\"d0 w389\">\u00a0</div>corresponden, </div><div class=\"po0 fs14 cl2 l451 t1969\" id=\"a8357\">principalmente, a la baja de los contratos de<div class=\"d0 w299\">\u00a0</div>arrendamiento de frecuencias de radio<div class=\"d0 w113\">\u00a0</div>que hab\u00edan </div><div class=\"po0 fs14 cl2 l451 t2197\" id=\"a8358\">finalizado y estaban totalmente amortizados. </div></div><div class=\"po0 l468 t2200 f0\" id=\"div_2196_XBRL_TS_6da6ec0a9a78404ca5f1d5ece73c3df9\"><div class=\"po1 w502 h57 lh0\" id=\"TextBlockContainer2197\"><div class=\"po1 w502 z0\" id=\"TextContainer2197\"><div class=\"po0 fs26 cl2 l362 t756\" id=\"a8361\">P\u00e9rdida por deterioro- </div><div class=\"po0 fs14 cl2 l340 t2198\" id=\"a8365\">En<div class=\"d0 w237\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>ejercicios<div class=\"d0 w486\">\u00a0</div>2024<div class=\"d0 w31\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>2023<div class=\"d0 w293\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>registraron<div class=\"d0 w296\">\u00a0</div>deterioros<div class=\"d0 w286\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>prototipos<div class=\"d0 w543\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>libros<div class=\"d0 w31\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>Santillana, </div><div class=\"po0 fs14 cl2 l340 t2199\" id=\"a8368\">fundamentalmente<div class=\"d0 w291\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>Brasil,<div class=\"d0 w468\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>importe<div class=\"d0 w285\">\u00a0</div>de<div class=\"d0 w292\">\u00a0</div>1.912<div class=\"d0 w378\">\u00a0</div>miles<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>euros<div class=\"d0 w377\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>1.348<div class=\"d0 w226\">\u00a0</div>miles<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>euros, </div><div class=\"po0 fs14 cl2 l341 t1311\" id=\"a8376\">respectivamente.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2210\"><div class=\"po0 fs26 cl2 l451 t2201\" id=\"a8379\">Otras consideraciones- </div></div><div class=\"po0 l450 t2202 f0\" id=\"div_2199_XBRL_TS_4d11f07440ac473e9a39795a329fe15d\"><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer2200\"><div class=\"po1 w198 z0\" id=\"TextContainer2200\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8383\">El<div class=\"d0 w278\">\u00a0</div>saldo<div class=\"d0 w586\">\u00a0</div>neto<div class=\"d0 w449\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>contratos<div class=\"d0 w586\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>arrendamiento<div class=\"d0 w617\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>concesiones<div class=\"d0 w500\">\u00a0</div>administrativas<div class=\"d0 w337\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>Radio </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a8384\">asciende a 10.807 miles de euros a 31 de diciembre de 2024 (11.658<div class=\"d0 w515\">\u00a0</div>miles de euros en 2023).</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2211\"></div><div class=\"po0 l450 t2203 f0\" id=\"div_2202_XBRL_TS_1860dc7664754ae99010861598122efe\"><div class=\"po1 w198 h137 lh0\" id=\"TextBlockContainer2206\"><div class=\"po0 l342 t756 f0\" id=\"div_2203_XBRL_TS_a584fea830c946b3bf3d5c644462c10b\"><div class=\"po1 w198 h137 lh0\" id=\"TextBlockContainer2204\"><div class=\"po1 w198 z0\" id=\"TextContainer2204\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8392\">El<div class=\"d0 w398\">\u00a0</div>gasto<div class=\"d0 w507\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>amortizaci\u00f3n<div class=\"d0 w273\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>inmovilizado<div class=\"d0 w493\">\u00a0</div>intangible<div class=\"d0 w494\">\u00a0</div>registrado<div class=\"d0 w648\">\u00a0</div>durante<div class=\"d0 w448\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>ejercicio<div class=\"d0 w612\">\u00a0</div>2024 </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a8393\">asciende a 36.303 miles<div class=\"d0 w228\">\u00a0</div>de euros (39.881 miles<div class=\"d0 w296\">\u00a0</div>de euros en 2023),<div class=\"d0 w22\">\u00a0</div>correspondiendo 4.049 miles </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a8400\">de euros a la amortizaci\u00f3n<div class=\"d0 w387\">\u00a0</div>de inmovilizado en r\u00e9gimen<div class=\"d0 w141\">\u00a0</div>de arrendamiento (3.899<div class=\"d0 w85\">\u00a0</div>miles de euros </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a8401\">en 2023).</div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2212\"></div></div></div></div><div class=\"po1 w502 h164 lh0\" id=\"TextBlockContainer2227\"><div class=\"po0 l342 t756 f0\" id=\"div_2217_XBRL_TS_70a276e9c9c747978db762a836c1b50c_3\"><div class=\"po1 w502 h164 lh0\" id=\"TextBlockContainer2224\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2224\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a8413\">En<div class=\"d0 w859\">\u00a0</div>la<div class=\"d0 w860\">\u00a0</div>cuenta<div class=\"d0 w607\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1034 t814\" id=\"a8414\">Otros<div class=\"d0 w861\">\u00a0</div>activos<div class=\"d0 w862\">\u00a0</div>intangibles</div><div class=\"po0 fs14 cl2 l353 t756\" id=\"a8415\">\u201d<div class=\"d0 w863\">\u00a0</div>del<div class=\"d0 w520\">\u00a0</div>activo<div class=\"d0 w864\">\u00a0</div>intangible<div class=\"d0 w865\">\u00a0</div>se<div class=\"d0 w866\">\u00a0</div>incluyen<div class=\"d0 w867\">\u00a0</div>concesiones </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a8416\">administrativas adquiridas cuyo<div class=\"d0 w171\">\u00a0</div>valor neto<div class=\"d0 w19\">\u00a0</div>en libros asciende<div class=\"d0 w60\">\u00a0</div>a 21.161 miles<div class=\"d0 w486\">\u00a0</div>de euros<div class=\"d0 w24\">\u00a0</div>a 31<div class=\"d0 w110\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a8425\">diciembre de<div class=\"d0 w299\">\u00a0</div>2024 (21.880 miles de<div class=\"d0 w740\">\u00a0</div>euros a 31<div class=\"d0 w300\">\u00a0</div>de diciembre<div class=\"d0 w472\">\u00a0</div>de 2023), consideradas<div class=\"d0 w387\">\u00a0</div>como activos </div><div class=\"po0 fs14 cl2 l362 t817\" id=\"a8429\">de<div class=\"d0 w246\">\u00a0</div>vida \u00fatil<div class=\"d0 w98\">\u00a0</div>indefinida, al<div class=\"d0 w390\">\u00a0</div>ser muy<div class=\"d0 w167\">\u00a0</div>probable la<div class=\"d0 w287\">\u00a0</div>obtenci\u00f3n de<div class=\"d0 w248\">\u00a0</div>la renovaci\u00f3n<div class=\"d0 w390\">\u00a0</div>de las<div class=\"d0 w111\">\u00a0</div>mismas sin </div><div class=\"po0 fs14 cl2 l362 t818\" id=\"a8430\">incurrir en<div class=\"d0 w175\">\u00a0</div>costes significativos.<div class=\"d0 w228\">\u00a0</div>Dichas concesiones<div class=\"d0 w201\">\u00a0</div>corresponden principalmente<div class=\"d0 w395\">\u00a0</div>a Sociedad </div><div class=\"po0 fs14 cl2 l362 t819\" id=\"a8432\">Espa\u00f1ola de<div class=\"d0 w394\">\u00a0</div>Radiodifusi\u00f3n, S.L.U.<div class=\"d0 w49\">\u00a0</div>y Grupo<div class=\"d0 w361\">\u00a0</div>Latino de<div class=\"d0 w31\">\u00a0</div>Radiodifusi\u00f3n Chile,<div class=\"d0 w22\">\u00a0</div>Ltda. Al<div class=\"d0 w293\">\u00a0</div>cierre de </div><div class=\"po0 fs14 cl2 l362 t820\" id=\"a8438\">cada ejercicio se analiza la vida \u00fatil remanente de<div class=\"d0 w126\">\u00a0</div>estas concesiones con objeto de asegurar que </div><div class=\"po0 fs14 cl2 l362 t821\" id=\"a8439\">\u00e9sta sigue siendo indefinida para, en caso contrario, proceder a su<div class=\"d0 w34\">\u00a0</div>amortizaci\u00f3n. Asimismo, se </div><div class=\"po0 fs14 cl2 l362 t822\" id=\"a8444\">analiza, al menos anualmente, la existencia de indicios de<div class=\"d0 w18\">\u00a0</div>deterioro en estos activos, conforme </div><div class=\"po0 fs14 cl2 l362 t823\" id=\"a8445\">a lo descrito en la nota 4 f).<div class=\"d0 w487\">\u00a0</div></div><div class=\"po0 fs14 cl2 l362 t825\" id=\"a8451\">Grupo<div class=\"d0 w530\">\u00a0</div>PRISA<div class=\"d0 w704\">\u00a0</div>mantiene<div class=\"d0 w450\">\u00a0</div>en<div class=\"d0 w355\">\u00a0</div>el<div class=\"d0 w657\">\u00a0</div>activo<div class=\"d0 w760\">\u00a0</div>bienes<div class=\"d0 w364\">\u00a0</div>intangibles<div class=\"d0 w594\">\u00a0</div>que<div class=\"d0 w301\">\u00a0</div>se<div class=\"d0 w520\">\u00a0</div>encuentran<div class=\"d0 w307\">\u00a0</div>totalmente </div><div class=\"po0 fs14 cl2 l362 t826\" id=\"a8452\">amortizados por importe de 230.865<div class=\"d0 w387\">\u00a0</div>miles de euros a 31 de<div class=\"d0 w299\">\u00a0</div>diciembre de 2024 (228.548 miles<div class=\"d0 w446\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t903\" id=\"a8459\">euros a 31 de diciembre de 2023). </div><div class=\"po0 fs14 cl2 l362 t1057\" id=\"a8462\">No existen restricciones a la titularidad del activo intangible. </div></div><div class=\"po0 l342 t1326 f0\" id=\"div_2218_XBRL_TS_4b26f06d70684d0c9b33d8fa1277647f\"><div class=\"po1 w374 h114 lh0\" id=\"TextBlockContainer2222\"><div class=\"po0 l342 t756 f0\" id=\"div_2219_XBRL_TS_424dcb7fbfe54fbcabd3989fec8bb2bf\"><div class=\"po1 w374 h114 lh0\" id=\"TextBlockContainer2220\"><div class=\"po1 w374 z0\" id=\"TextContainer2220\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a8465\">No<div class=\"d0 w373\">\u00a0</div>existen<div class=\"d0 w6\">\u00a0</div>compromisos<div class=\"d0 w289\">\u00a0</div>futuros<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>compra<div class=\"d0 w273\">\u00a0</div>relevantes<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>activo<div class=\"d0 w382\">\u00a0</div>intangible<div class=\"d0 w280\">\u00a0</div>distintos<div class=\"d0 w492\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a8466\">mencionados en la nota 23.</div></div></div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfIntangibleAssetsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h172 l1123 t2290 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h172 l1116 t2290 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1124 t2291 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1124 t2291 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1125 t2291 bgc0\">\u00a0</div>\n<div class=\"w894 po0 h12 l1126 t2291 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1112 t2291 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1113 t2291 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1117 t2291 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1118 t2291 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1119 t2291 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1120 t2291 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1114 t2291 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1115 t2291 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1121 t2291 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1122 t2291 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1123 t2291 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l258 t2291 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1116 t2291 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1124 t2292 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1112 t2292 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1117 t2292 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1119 t2292 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1114 t2292 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1121 t2292 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1123 t2292 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1116 t2292 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1124 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1112 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1117 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1119 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1114 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1121 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1123 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1116 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1124 t2294 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1112 t2294 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1117 t2294 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1119 t2294 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1114 t2294 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1121 t2294 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1123 t2294 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1116 t2294 bgc0\">\u00a0</div>\n<div class=\"w895 po0 h83 l1125 t2295 bgc3\">\u00a0</div>\n<div class=\"w896 po0 h33 l1127 t373 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h83 l1128 t2295 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h33 l1129 t373 bgc3\">\u00a0</div>\n<div class=\"w893 po0 h83 l1118 t2295 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h33 l1130 t373 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h83 l1131 t2295 bgc3\">\u00a0</div>\n<div class=\"w879 po0 h33 l1132 t373 bgc3\">\u00a0</div>\n<div class=\"w893 po0 h83 l1115 t2295 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h33 l1133 t373 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h83 l1134 t2295 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h33 l1135 t373 bgc3\">\u00a0</div>\n<div class=\"w878 po0 h83 l258 t2295 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h33 l1136 t373 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1124 t2296 bgc0\">\u00a0</div>\n<div class=\"w899 po0 h12 l1125 t2296 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1112 t2296 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1113 t2296 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1117 t2296 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1118 t2296 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1119 t2296 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1120 t2296 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1114 t2296 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1115 t2296 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1121 t2296 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1122 t2296 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1123 t2296 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l258 t2296 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1116 t2296 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1124 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1124 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1124 t2297 bgc0\">\u00a0</div>\n<div class=\"w899 po0 h12 l1125 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1112 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1112 t2297 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1113 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1117 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1117 t2297 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1118 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1119 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1119 t2297 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1120 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1114 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1114 t2297 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1115 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1121 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1121 t2297 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1122 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1123 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1123 t2297 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l258 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1116 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1116 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1116 t2297 bgc0\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2273\"><div class=\"po0 fs25 cl2 l397 t756\" id=\"a8843\">Existencias </div><div class=\"po0 fs14 cl2 l1137 t920\" id=\"a8845\">El detalle<div class=\"d0 w366\">\u00a0</div>de existencias, en<div class=\"d0 w201\">\u00a0</div>miles de<div class=\"d0 w129\">\u00a0</div>euros, a<div class=\"d0 w38\">\u00a0</div>31 de<div class=\"d0 w395\">\u00a0</div>diciembre de<div class=\"d0 w27\">\u00a0</div>2024 y<div class=\"d0 w32\">\u00a0</div>a 31 de<div class=\"d0 w238\">\u00a0</div>diciembre de </div><div class=\"po0 fs14 cl2 l1137 t1170\" id=\"a8850\">2023 es el siguiente: </div><div class=\"po0 fs39 cl2 l1138 t2298\" id=\"a8856\">31.12.2024 </div><div class=\"po0 fs39 cl2 l1139 t2298\" id=\"a8858\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1140 t2299\" id=\"a8860\">Coste </div><div class=\"po0 fs38 cl2 l1141 t2290\" id=\"a8862\">Corecci\u00f3n de </div><div class=\"po0 fs38 cl2 l1142 t2300\" id=\"a8863\">valor </div><div class=\"po0 fs39 cl2 l1143 t2301\" id=\"a8865\">Neto </div><div class=\"po0 fs38 cl2 l1144 t2299\" id=\"a8867\">Coste </div><div class=\"po0 fs38 cl2 l1145 t2290\" id=\"a8869\">Corecci\u00f3n de </div><div class=\"po0 fs38 cl2 l1146 t2300\" id=\"a8870\">valor </div><div class=\"po0 fs39 cl2 l1147 t2301\" id=\"a8872\">Neto </div><div class=\"po0 fs38 cl2 l1148 t2302\" id=\"a8874\">Productos terminados </div><div class=\"po0 fs38 cl2 l1149 t2302\" id=\"a8876\">55.973 </div><div class=\"po0 fs38 cl2 l1150 t2302\" id=\"a8878\">(19.983) </div><div class=\"po0 fs39 cl2 l1151 t2303\" id=\"a8880\">35.990 </div><div class=\"po0 fs38 cl2 l1152 t2302\" id=\"a8882\">68.632 </div><div class=\"po0 fs38 cl2 l1153 t2302\" id=\"a8884\">(19.324) </div><div class=\"po0 fs39 cl2 l1154 t2303\" id=\"a8886\">49.308 </div><div class=\"po0 fs38 cl2 l1148 t2304\" id=\"a8888\">Productos en curso </div><div class=\"po0 fs38 cl2 l1155 t2304\" id=\"a8890\">1.720 </div><div class=\"po0 fs38 cl2 l1156 t2304\" id=\"a8892\">- </div><div class=\"po0 fs39 cl2 l1157 t2305\" id=\"a8894\">1.720 </div><div class=\"po0 fs38 cl2 l1158 t2304\" id=\"a8896\">2.121 </div><div class=\"po0 fs38 cl2 l1159 t2304\" id=\"a8898\">- </div><div class=\"po0 fs39 cl2 l1160 t2305\" id=\"a8900\">2.121 </div><div class=\"po0 fs38 cl2 l1148 t2306\" id=\"a8902\">Materias primas y otros consumibles </div><div class=\"po0 fs38 cl2 l1149 t2306\" id=\"a8904\">11.792 </div><div class=\"po0 fs38 cl2 l1161 t2306\" id=\"a8906\">(180) </div><div class=\"po0 fs39 cl2 l1151 t2307\" id=\"a8908\">11.612 </div><div class=\"po0 fs38 cl2 l1152 t2306\" id=\"a8910\">12.474 </div><div class=\"po0 fs38 cl2 l1162 t2306\" id=\"a8912\">(204) </div><div class=\"po0 fs39 cl2 l1154 t2307\" id=\"a8914\">12.270 </div><div class=\"po0 fs39 cl2 l1148 t2308\" id=\"a8916\">Total </div><div class=\"po0 fs39 cl2 l1149 t2308\" id=\"a8918\">69.485 </div><div class=\"po0 fs39 cl2 l1150 t2308\" id=\"a8920\">(20.163) </div><div class=\"po0 fs39 cl2 l1151 t2308\" id=\"a8922\">49.322 </div><div class=\"po0 fs39 cl2 l1152 t2308\" id=\"a8924\">83.227 </div><div class=\"po0 fs39 cl2 l1153 t2308\" id=\"a8926\">(19.528) </div><div class=\"po0 fs39 cl2 l1154 t2308\" id=\"a8928\">63.699 </div><div class=\"po0 fs14 cl2 l1137 t2309\" id=\"a8932\">A 31 de diciembre de 2024, la cuenta \u201c</div><div class=\"po0 fs26 cl2 l1163 t2310\" id=\"a8935\">Productos terminados</div><div class=\"po0 fs14 cl2 l1164 t2309\" id=\"a8936\">\u201d contiene productos editoriales por </div><div class=\"po0 fs14 cl2 l1137 t2311\" id=\"a8937\">importe neto de<div class=\"d0 w247\">\u00a0</div>35.990 miles de<div class=\"d0 w129\">\u00a0</div>euros (49.308 miles<div class=\"d0 w60\">\u00a0</div>de euros en<div class=\"d0 w343\">\u00a0</div>2023). Por su<div class=\"d0 w246\">\u00a0</div>parte, la<div class=\"d0 w34\">\u00a0</div>cuenta </div><div class=\"po0 fs26 cl2 l1137 t2312\" id=\"a8947\">\u201cProductos<div class=\"d0 w433\">\u00a0</div>en<div class=\"d0 w436\">\u00a0</div>curso\u201d</div><div class=\"po0 fs14 cl2 l1165 t2313\" id=\"a8948\"><div class=\"d0 w210\">\u00a0</div>contiene<div class=\"d0 w467\">\u00a0</div>tambi\u00e9n<div class=\"d0 w493\">\u00a0</div>productos<div class=\"d0 w440\">\u00a0</div>editoriales<div class=\"d0 w900\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>producciones<div class=\"d0 w611\">\u00a0</div>audiovisuales </div><div class=\"po0 fs14 cl2 l1137 t2314\" id=\"a8956\">pendientes<div class=\"d0 w350\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>finalizaci\u00f3n<div class=\"d0 w188\">\u00a0</div>por<div class=\"d0 w150\">\u00a0</div>importe<div class=\"d0 w253\">\u00a0</div>de<div class=\"d0 w901\">\u00a0</div>469<div class=\"d0 w260\">\u00a0</div>miles<div class=\"d0 w152\">\u00a0</div>de<div class=\"d0 w156\">\u00a0</div>euros<div class=\"d0 w527\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>1.251<div class=\"d0 w601\">\u00a0</div>miles<div class=\"d0 w152\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>euros, </div><div class=\"po0 fs14 cl2 l1137 t2315\" id=\"a8969\">respectivamente<div class=\"d0 w399\">\u00a0</div>(882<div class=\"d0 w611\">\u00a0</div>miles<div class=\"d0 w553\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>euros<div class=\"d0 w241\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>productos<div class=\"d0 w244\">\u00a0</div>editoriales<div class=\"d0 w416\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>1.239<div class=\"d0 w439\">\u00a0</div>miles<div class=\"d0 w553\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>euros<div class=\"d0 w545\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l1137 t2316\" id=\"a8979\">programas audiovisuales<div class=\"d0 w24\">\u00a0</div>en 2023). Por<div class=\"d0 w484\">\u00a0</div>\u00faltimo, la cuenta<div class=\"d0 w164\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1166 t2317\" id=\"a8986\">Materias primas y<div class=\"d0 w247\">\u00a0</div>otros consumibles</div><div class=\"po0 fs14 cl2 ls10 l1167 t2316\" id=\"a8987\">\u201d, </div><div class=\"po0 fs14 cl2 l1137 t2318\" id=\"a8988\">incluye, fundamentalmente, papel. </div></div></div></div></div></div></div><div class=\"po1 w681 h181 lh0\" id=\"TextBlockContainer2303\"><div class=\"po0 l450 t756 f0\" id=\"div_2281_XBRL_TS_081bbe41845a40fbaacf2ce27755f71c_1\"><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer2282\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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PvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div 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bgc3\">\u00a0</div>\n<div class=\"w879 po0 h141 l734 t2332 bgc3\">\u00a0</div>\n<div class=\"w888 po0 h175 l1045 t2333 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h141 l1168 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1168 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1168 t2334 bgc0\">\u00a0</div>\n<div class=\"w879 po0 h12 l1169 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1171 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1171 t2334 bgc0\">\u00a0</div>\n<div class=\"w903 po0 h12 l1172 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1173 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1173 t2334 bgc0\">\u00a0</div>\n<div class=\"w123 po0 h12 l1174 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l617 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l617 t2334 bgc0\">\u00a0</div>\n<div class=\"w904 po0 h12 l618 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1175 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1175 t2334 bgc0\">\u00a0</div>\n<div class=\"w879 po0 h12 l734 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1170 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1170 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1170 t2334 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2285\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9013\">El movimiento de la<div class=\"d0 w47\">\u00a0</div>correcci\u00f3n de valor de las<div class=\"d0 w9\">\u00a0</div>existencias en los ejercicios 2024 y<div class=\"d0 w32\">\u00a0</div>2023 ha sido </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a9023\">el siguiente: </div><div class=\"po0 fs38 cl2 l1179 t2335\" id=\"a9027\">Miles de euros </div><div class=\"po0 fs38 cl2 l1180 t2336\" id=\"a9029\">Saldo al </div><div class=\"po0 fs38 cl2 l1181 t2337\" id=\"a9031\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1182 t2336\" id=\"a9033\">Ajuste </div><div class=\"po0 fs38 cl2 l946 t2337\" id=\"a9035\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l1183 t2336\" id=\"a9037\">Dotaciones</div><div class=\"po0 fs38 cl2 l826 t2337\" id=\"a9039\">/Excesos</div><div class=\"po0 fs38 cl2 l1184 t2338\" id=\"a9041\">Aplicaciones </div><div class=\"po0 fs38 cl2 l1185 t2336\" id=\"a9043\">Saldo al </div><div class=\"po0 fs38 cl2 l1186 t2337\" id=\"a9045\">31.12.2024 </div><div class=\"po0 fs40 cl2 l1187 t2339\" id=\"a9047\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l709 t2340\" id=\"a9053\">(19.528) </div><div class=\"po0 fs38 cl2 l1188 t2340\" id=\"a9055\">(53) </div><div class=\"po0 fs38 cl2 l903 t2340\" id=\"a9057\">(2.663) </div><div class=\"po0 fs38 cl2 l915 t2340\" id=\"a9059\">2.081 </div><div class=\"po0 fs38 cl2 l1189 t2340\" id=\"a9061\">(20.163) </div><div class=\"po0 fs38 cl2 l1179 t2341\" id=\"a9065\">Miles de euros </div><div class=\"po0 fs38 cl2 l1180 t2342\" id=\"a9067\">Saldo al </div><div class=\"po0 fs38 cl2 l1181 t2343\" id=\"a9069\">31.12.2022 </div><div class=\"po0 fs38 cl2 l1182 t2342\" id=\"a9071\">Ajuste </div><div class=\"po0 fs38 cl2 l946 t2343\" id=\"a9073\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l1183 t2342\" id=\"a9075\">Dotaciones</div><div class=\"po0 fs38 cl2 l826 t2343\" id=\"a9077\">/Excesos</div><div class=\"po0 fs38 cl2 l1184 t2344\" id=\"a9079\">Aplicaciones </div><div class=\"po0 fs38 cl2 l1185 t2342\" id=\"a9081\">Saldo al </div><div class=\"po0 fs38 cl2 l1186 t2343\" id=\"a9083\">31.12.2023 </div><div class=\"po0 fs40 cl2 l1187 t2345\" id=\"a9085\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l709 t2346\" id=\"a9091\">(24.447) </div><div class=\"po0 fs38 cl2 l668 t2346\" id=\"a9093\">896 </div><div class=\"po0 fs38 cl2 l1190 t2346\" id=\"a9095\">1.634 </div><div class=\"po0 fs38 cl2 l915 t2346\" id=\"a9097\">2.389 </div><div class=\"po0 fs38 cl2 l1189 t2346\" id=\"a9099\">(19.528) </div><div class=\"po0 fs14 cl4 l341 t611\" id=\"a9102\">A.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2304\"><div class=\"po0 fs25 cl2 l1191 t2347\" id=\"a9106\">b)</div></div><div class=\"po0 l342 t2386 f0\" id=\"div_2287_XBRL_TS_2be4dbf04cdc4f119b5385529077a4e3\"><div class=\"po1 w562 h166 lh0\" id=\"TextBlockContainer2301\"><div class=\"po0 l342 t756 f0\" id=\"div_2288_XBRL_TS_3962fa6ff54041a88567e7dba3ce94b5\"><div class=\"po1 w562 h166 lh0\" id=\"TextBlockContainer2298\"><div class=\"po0 l342 t756 f0\" id=\"div_2289_XBRL_TS_70714955a7d542dab3e8cf2f4d463210\"><div class=\"po1 w562 h180 lh0\" id=\"TextBlockContainer2290\"><div class=\"w89 po0 h12 l1192 t2348 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2348 bgc0\">\u00a0</div>\n<div class=\"w908 po0 h12 l1193 t2348 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2348 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2348 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1192 t2349 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1194 t2349 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2350 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1193 t2350 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1195 t2350 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1196 t2350 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1197 t2350 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1198 t2350 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1199 t2350 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1200 t2350 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1201 t2350 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1202 t2350 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2350 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1192 t2351 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1195 t2351 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1197 t2351 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1199 t2351 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1201 t2351 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1194 t2351 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2352 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1193 t2352 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1195 t2352 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1196 t2352 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1197 t2352 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1198 t2352 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1199 t2352 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1200 t2352 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1201 t2352 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1202 t2352 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2352 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l1192 t2353 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l1195 t2353 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l1197 t2353 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l1199 t2353 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l1201 t2353 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l1194 t2353 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h147 l1193 t2354 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h178 l1203 t2355 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h147 l1196 t2354 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h178 l1204 t2355 bgc3\">\u00a0</div>\n<div class=\"w893 po0 h147 l1198 t2354 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h178 l1205 t2355 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h147 l1200 t2354 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h178 l1206 t2355 bgc3\">\u00a0</div>\n<div class=\"w878 po0 h147 l1202 t2354 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h178 l1207 t2355 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h147 l1192 t2354 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2356 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2356 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1193 t2356 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1195 t2354 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1195 t2356 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1196 t2356 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1197 t2354 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1197 t2356 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1198 t2356 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1199 t2354 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1199 t2356 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1200 t2356 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1201 t2354 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1201 t2356 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1202 t2356 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1194 t2354 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2356 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2356 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2357 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2357 bgc0\">\u00a0</div>\n<div class=\"w908 po0 h12 l1193 t2357 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2357 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2357 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1192 t2358 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1194 t2358 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2359 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1193 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1195 t2359 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1196 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1197 t2359 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1198 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1199 t2359 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1200 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1201 t2359 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1202 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1192 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1195 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1197 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1199 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1201 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1194 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2361 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1193 t2361 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1195 t2361 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1196 t2361 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1197 t2361 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1198 t2361 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1199 t2361 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1200 t2361 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1201 t2361 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1202 t2361 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2361 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1192 t2362 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1195 t2362 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1197 t2362 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1199 t2362 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1201 t2362 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1194 t2362 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h147 l1193 t2363 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h178 l1203 t2364 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h147 l1196 t2363 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h178 l1204 t2364 bgc3\">\u00a0</div>\n<div class=\"w893 po0 h147 l1198 t2363 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h178 l1205 t2364 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h147 l1200 t2363 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h178 l1206 t2364 bgc3\">\u00a0</div>\n<div class=\"w878 po0 h147 l1202 t2363 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h178 l1207 t2364 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h147 l1192 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2365 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1193 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1195 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1195 t2365 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1196 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1197 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1197 t2365 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1198 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1199 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1199 t2365 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1200 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1201 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1201 t2365 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1202 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1194 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2365 bgc0\">\u00a0</div>\n<div class=\"po1 w562 z0\" id=\"TextContainer2290\"><div class=\"po0 fs25 cl2 l1208 t756\" id=\"a9108\">Deudores comerciales y otras cuentas a cobrar </div><div class=\"po0 fs14 cl4 l367 t2366\" id=\"a9110\">. </div><div class=\"po0 fs14 cl2 l367 t2367\" id=\"a9112\">El movimiento habido en el ep\u00edgrafe de </div><div class=\"po0 fs26 cl2 l1209 t2368\" id=\"a9113\">\u201cCorrecciones valorativas de activo\u201d</div><div class=\"po0 fs14 cl2 l1210 t2367\" id=\"a9116\"><div class=\"d0 w613\">\u00a0</div>en los ejercicios 2024 </div><div class=\"po0 fs14 cl2 l367 t2369\" id=\"a9118\">y 2023 ha sido el siguiente: </div><div class=\"po0 fs38 cl2 l1211 t2370\" id=\"a9123\">Miles de euros </div><div class=\"po0 fs38 cl2 l1212 t2371\" id=\"a9125\">Saldo al </div><div class=\"po0 fs38 cl2 l1213 t2372\" id=\"a9127\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1214 t2371\" id=\"a9129\">Ajuste</div><div class=\"po0 fs38 cl2 l1215 t2372\" id=\"a9131\">conversi\u00f3n</div><div class=\"po0 fs38 cl2 l1216 t2371\" id=\"a9133\">Dotaciones</div><div class=\"po0 fs38 cl2 l1217 t2372\" id=\"a9135\">/Excesos</div><div class=\"po0 fs38 cl2 l1218 t2373\" id=\"a9137\">Aplicaciones </div><div class=\"po0 fs38 cl2 l1219 t2371\" id=\"a9139\">Saldo al </div><div class=\"po0 fs38 cl2 l1220 t2372\" id=\"a9141\">31.12.2024 </div><div class=\"po0 fs40 cl2 l1221 t2374\" id=\"a9143\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1222 t2375\" id=\"a9149\">(63.113) </div><div class=\"po0 fs38 cl2 l1223 t2375\" id=\"a9151\">2.373<div class=\"d0 w909\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1224 t2375\" id=\"a9153\">(2.557) </div><div class=\"po0 fs38 cl2 l1225 t2375\" id=\"a9155\">2.788<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1226 t2375\" id=\"a9157\">(60.509) </div><div class=\"po0 fs37 cl4 l51 t2376\" id=\"a9160\">.</div><div class=\"po0 fs38 cl2 l1211 t2377\" id=\"a9162\">Miles de euros </div><div class=\"po0 fs38 cl2 l1212 t2378\" id=\"a9164\">Saldo al </div><div class=\"po0 fs38 cl2 l1213 t2379\" id=\"a9166\">31.12.2022 </div><div class=\"po0 fs38 cl2 l1214 t2378\" id=\"a9168\">Ajuste</div><div class=\"po0 fs38 cl2 l1215 t2379\" id=\"a9170\">conversi\u00f3n</div><div class=\"po0 fs38 cl2 l1216 t2378\" id=\"a9172\">Dotaciones</div><div class=\"po0 fs38 cl2 l1217 t2379\" id=\"a9174\">/Excesos</div><div class=\"po0 fs38 cl2 l1218 t2380\" id=\"a9176\">Aplicaciones </div><div class=\"po0 fs38 cl2 l1219 t2378\" id=\"a9178\">Saldo al </div><div class=\"po0 fs38 cl2 l1220 t2379\" id=\"a9180\">31.12.2023 </div><div class=\"po0 fs40 cl2 l1221 t2381\" id=\"a9182\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1222 t2382\" id=\"a9188\">(59.490) </div><div class=\"po0 fs38 cl2 l1227 t2382\" id=\"a9190\">(1.253) </div><div class=\"po0 fs38 cl2 l1224 t2382\" id=\"a9192\">(3.625) </div><div class=\"po0 fs38 cl2 l1225 t2382\" id=\"a9194\">1.255<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1226 t2382\" id=\"a9196\">(63.113) </div><div class=\"po0 fs14 cl4 l51 t2383\" id=\"a9198\">.</div><div class=\"po0 fs14 cl4 l341 t2384\" id=\"a9200\">.</div></div></div></div><div class=\"po1 w562 z0\" id=\"TextContainer2298\"></div><div class=\"po0 l463 t2385 f0\" id=\"div_2292_XBRL_TS_c619d826f1bb4b70a8c2c9121423ce75\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2296\"><div class=\"po0 l342 t756 f0\" id=\"div_2293_XBRL_TS_54cbc15c0d0641159fa21153d767b7ea\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2294\"><div class=\"po1 w198 z0\" id=\"TextContainer2294\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9202\">El impacto de la<div class=\"d0 w19\">\u00a0</div>NIIF 9 supone<div class=\"d0 w18\">\u00a0</div>registrar una correcci\u00f3n de valor por p\u00e9rdidas<div class=\"d0 w234\">\u00a0</div>esperadas en el </div><div class=\"po0 fs14 cl2 l340 t1087\" id=\"a9206\">momento de<div class=\"d0 w620\">\u00a0</div>reconocimiento del<div class=\"d0 w758\">\u00a0</div>ingreso, para<div class=\"d0 w758\">\u00a0</div>lo cual<div class=\"d0 w756\">\u00a0</div>se ha<div class=\"d0 w266\">\u00a0</div>determinado una<div class=\"d0 w326\">\u00a0</div>ratio de<div class=\"d0 w753\">\u00a0</div>morosidad </div><div class=\"po0 fs14 cl2 l340 t764\" id=\"a9210\">hist\u00f3rico por<div class=\"d0 w232\">\u00a0</div>negocio y<div class=\"d0 w98\">\u00a0</div>tipolog\u00eda de<div class=\"d0 w238\">\u00a0</div>cliente, que<div class=\"d0 w484\">\u00a0</div>es aplicado<div class=\"d0 w164\">\u00a0</div>sobre el<div class=\"d0 w404\">\u00a0</div>importe de<div class=\"d0 w420\">\u00a0</div>la venta<div class=\"d0 w248\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t765\" id=\"a9211\">tipo de cliente. La correcci\u00f3n<div class=\"d0 w375\">\u00a0</div>de valor por p\u00e9rdidas esperadas<div class=\"d0 w556\">\u00a0</div>m\u00e1s significativa est\u00e1 asociada<div class=\"d0 w354\">\u00a0</div>al </div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w502 h183 lh0\" id=\"TextBlockContainer2322\"><div class=\"w89 po0 h12 l1228 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1228 t2387 bgc0\">\u00a0</div>\n<div class=\"w910 po0 h12 l1229 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1230 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1230 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1228 t2388 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1230 t2388 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1228 t2389 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l1229 t2389 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1231 t2389 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1232 t2389 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1230 t2389 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l1228 t2390 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l1231 t2390 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l1230 t2390 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1233 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1233 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1234 t1347 bgc0\">\u00a0</div>\n<div class=\"w913 po0 h12 l1235 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1228 t1347 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l1229 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1231 t1347 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1232 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1230 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1233 t2391 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1228 t2391 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1231 t2391 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1230 t2391 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1233 t2392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1228 t2392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1231 t2392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1230 t2392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1233 t2393 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1228 t2393 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1231 t2393 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1230 t2393 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1233 t2394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1228 t2394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1231 t2394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1230 t2394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1233 t1504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1228 t1504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1231 t1504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1230 t1504 bgc0\">\u00a0</div>\n<div class=\"w914 po0 h41 l1234 t2395 bgc3\">\u00a0</div>\n<div class=\"w915 po0 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2315\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9225\">ep\u00edgrafe de </div><div class=\"po0 fs26 cl2 l1239 t814\" id=\"a9226\">\u201cClientes por ventas y<div class=\"d0 w406\">\u00a0</div>prestaci\u00f3n de servicios\u201d,</div><div class=\"po0 fs14 cl2 l1240 t756\" id=\"a9228\"><div class=\"d0 w352\">\u00a0</div>cuyo importe a 31 de<div class=\"d0 w515\">\u00a0</div>diciembre de 2024 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a9234\">asciende a 45.048 miles de euros (48.022 miles de euros a 31 de diciembre de<div class=\"d0 w85\">\u00a0</div>2023).</div></div></div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer2322\"><div class=\"po0 fs14 cl2 l362 t817\" id=\"a9244\">La partida m\u00e1s<div class=\"d0 w111\">\u00a0</div>significativa del ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l1241 t2397\" id=\"a9245\">Deudores comerciales y<div class=\"d0 w395\">\u00a0</div>otras cuentas a<div class=\"d0 w22\">\u00a0</div>cobrar</div><div class=\"po0 fs14 cl2 l1242 t817\" id=\"a9246\">\u201d es<div class=\"d0 w34\">\u00a0</div>la de </div><div class=\"po0 fs14 cl2 l362 t818\" id=\"a9247\">\u201c</div><div class=\"po0 fs26 cl2 l1243 t2398\" id=\"a9248\">Clientes por ventas y prestaci\u00f3n<div class=\"d0 w50\">\u00a0</div>de servicios</div><div class=\"po0 fs14 cl2 l1244 t818\" id=\"a9249\">\u201d cuyo importe a<div class=\"d0 w47\">\u00a0</div>31 de diciembre de 2024, neto<div class=\"d0 w171\">\u00a0</div>de la </div><div class=\"po0 fs14 cl2 l362 t819\" id=\"a9251\">citada correcci\u00f3n<div class=\"d0 w223\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>valor,<div class=\"d0 w137\">\u00a0</div>asciende a<div class=\"d0 w175\">\u00a0</div>244.630 miles<div class=\"d0 w476\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>(252.005 miles<div class=\"d0 w421\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros a<div class=\"d0 w238\">\u00a0</div>31 de </div><div class=\"po0 fs14 cl2 l362 t820\" id=\"a9259\">diciembre de 2023). El detalle de la antig\u00fcedad de este saldo es el<div class=\"d0 w341\">\u00a0</div>siguiente: </div><div class=\"po0 fs38 cl2 l1245 t2399\" id=\"a9263\">Miles de euros </div><div class=\"po0 fs38 cl2 l777 t2400\" id=\"a9265\">Saldo al </div><div class=\"po0 fs38 cl2 l1246 t2401\" id=\"a9266\">31.12.2024 </div><div class=\"po0 fs38 cl2 l578 t2400\" id=\"a9268\">Saldo al </div><div class=\"po0 fs38 cl2 l588 t2401\" id=\"a9269\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1247 t2402\" id=\"a9271\">0-3 meses </div><div class=\"po0 fs38 cl2 l925 t2402\" id=\"a9275\">231.263 </div><div class=\"po0 fs38 cl2 l419 t2402\" id=\"a9277\">217.969 </div><div class=\"po0 fs38 cl2 l1247 t2403\" id=\"a9279\">3-6 meses </div><div class=\"po0 fs38 cl2 l644 t2403\" id=\"a9283\">6.841 </div><div class=\"po0 fs38 cl2 l944 t2403\" id=\"a9285\">16.428 </div><div class=\"po0 fs38 cl2 l1247 t2404\" id=\"a9287\">6 meses- 1 a\u00f1o </div><div class=\"po0 fs38 cl2 l644 t2404\" id=\"a9292\">6.063 </div><div class=\"po0 fs38 cl2 l944 t2404\" id=\"a9294\">14.513 </div><div class=\"po0 fs38 cl2 l1247 t1521\" id=\"a9296\">1 a\u00f1o- 3 a\u00f1os </div><div class=\"po0 fs38 cl2 l1248 t1521\" id=\"a9302\">463 </div><div class=\"po0 fs38 cl2 l1249 t1521\" id=\"a9304\">3.087 </div><div class=\"po0 fs38 cl2 l1247 t2405\" id=\"a9306\">Superior a 3 a\u00f1os </div><div class=\"po0 fs38 cl2 l1250 t2405\" id=\"a9308\">0 </div><div class=\"po0 fs38 cl2 l785 t2405\" id=\"a9310\">8 </div><div class=\"po0 fs39 cl2 l1247 t2406\" id=\"a9312\">Total </div><div class=\"po0 fs39 cl2 l925 t2406\" id=\"a9314\">244.630 </div><div class=\"po0 fs39 cl2 l419 t2406\" id=\"a9316\">252.005 </div></div><div class=\"po0 l342 t435 f0\" id=\"div_2319_XBRL_TS_f291ba2f79e04283a3ee99657d7e056b\"><div class=\"po1 w502 h99 lh0\" id=\"TextBlockContainer2320\"><div class=\"po1 w502 z0\" id=\"TextContainer2320\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9320\">Adicionalmente, el ep\u00edgrafe<div class=\"d0 w557\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1001 t814\" id=\"a9321\">Deudores comerciales y<div class=\"d0 w556\">\u00a0</div>otras cuentas a<div class=\"d0 w515\">\u00a0</div>cobrar-<div class=\"d0 w919\">\u00a0</div>Otros deudores</div><div class=\"po0 fs14 cl2 l1251 t756\" id=\"a9325\">\u201d incluye </div><div class=\"po0 fs14 cl2 l340 t2214\" id=\"a9326\">a<div class=\"d0 w63\">\u00a0</div>31 de<div class=\"d0 w391\">\u00a0</div>diciembre de<div class=\"d0 w486\">\u00a0</div>2024 un<div class=\"d0 w248\">\u00a0</div>importe de<div class=\"d0 w420\">\u00a0</div>11.717 miles<div class=\"d0 w247\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>(9.790 miles<div class=\"d0 w421\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>a 31<div class=\"d0 w98\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a9333\">diciembre de<div class=\"d0 w294\">\u00a0</div>2023)<div class=\"d0 w264\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>ajustes por<div class=\"d0 w285\">\u00a0</div>periodificaci\u00f3n,<div class=\"d0 w38\">\u00a0</div>correspondientes a<div class=\"d0 w166\">\u00a0</div>facturas pendientes<div class=\"d0 w292\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a9334\">imputar<div class=\"d0 w48\">\u00a0</div>como gasto<div class=\"d0 w284\">\u00a0</div>en la<div class=\"d0 w517\">\u00a0</div>cuenta de<div class=\"d0 w288\">\u00a0</div>resultados consolidada<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>periodos futuros<div class=\"d0 w287\">\u00a0</div>conforme al </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a9335\">criterio de devengo.</div></div></div></div></div><div class=\"po1 w755 h185 lh0\" id=\"TextBlockContainer2342\"><div class=\"po0 l342 t756 f0\" id=\"div_2332_XBRL_TS_01dc7eeaedf740df8a0c37641ae6b8b2\"><div class=\"po1 w755 h185 lh0\" id=\"TextBlockContainer2340\"><div class=\"po0 l342 t756 f0\" id=\"div_2333_XBRL_TS_ab6693ce185d43f4a2d1960f251f9d47\"><div class=\"po1 w755 h185 lh0\" id=\"TextBlockContainer2337\"><div class=\"po1 w755 z0\" id=\"TextContainer2337\"><div class=\"po0 fs25 cl2 l507 t756\" id=\"a9340\">Efectivo y otros medios l\u00edquidos equivalentes </div><div class=\"po0 fs14 cl2 l1252 t2408\" id=\"a9343\">El<div class=\"d0 w278\">\u00a0</div>saldo<div class=\"d0 w586\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w276\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1253 t2409\" id=\"a9344\">Efectivo<div class=\"d0 w468\">\u00a0</div>y<div class=\"d0 w276\">\u00a0</div>otros<div class=\"d0 w285\">\u00a0</div>medios<div class=\"d0 w494\">\u00a0</div>l\u00edquidos<div class=\"d0 w336\">\u00a0</div>equivalentes</div><div class=\"po0 fs14 cl2 l1254 t2408\" id=\"a9345\">\u201d<div class=\"d0 w276\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>balance<div class=\"d0 w437\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>situaci\u00f3n </div><div class=\"po0 fs14 cl2 l1252 t769\" id=\"a9346\">consolidado adjunto a 31<div class=\"d0 w479\">\u00a0</div>de diciembre de<div class=\"d0 w125\">\u00a0</div>2024 asciende a 156.008<div class=\"d0 w556\">\u00a0</div>miles de euros (176.610<div class=\"d0 w614\">\u00a0</div>miles </div><div class=\"po0 fs14 cl2 l1252 t770\" id=\"a9353\">de euros<div class=\"d0 w20\">\u00a0</div>a 31 de<div class=\"d0 w30\">\u00a0</div>diciembre de 2023).<div class=\"d0 w129\">\u00a0</div>Este importe incluye, aproximadamente,<div class=\"d0 w49\">\u00a0</div>85.975 miles de </div><div class=\"po0 fs14 cl2 l1252 t771\" id=\"a9354\">euros pertenecientes a las<div class=\"d0 w406\">\u00a0</div>sociedades de los segmentos<div class=\"d0 w341\">\u00a0</div>de Media y Educaci\u00f3n localizadas<div class=\"d0 w472\">\u00a0</div>fuera </div><div class=\"po0 fs14 cl2 l1252 t1017\" id=\"a9359\">de Espa\u00f1a (98.029 miles de euros a 31 de diciembre de 2023).<div class=\"d0 w920\">\u00a0</div></div></div><div class=\"po0 l396 t1104 f0\" id=\"div_2334_XBRL_TS_43d4fa538a3b46f389a8c25ef5303b2d\"><div class=\"po1 w502 h184 lh0\" id=\"TextBlockContainer2335\"><div class=\"po1 w502 z0\" id=\"TextContainer2335\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9364\">Asimismo, el<div class=\"d0 w47\">\u00a0</div>efectivo a 31<div class=\"d0 w7\">\u00a0</div>de diciembre de<div class=\"d0 w383\">\u00a0</div>2023 inclu\u00eda 10.000 miles<div class=\"d0 w8\">\u00a0</div>de euros<div class=\"d0 w20\">\u00a0</div>recibidos por la </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a9365\">Sociedad conforme al \u201ccontrato de escrow\u201d asociado al acuerdo de compraventa de<div class=\"d0 w49\">\u00a0</div>Vertix por </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a9366\">parte de Cofina<div class=\"d0 w331\">\u00a0</div>en 2019. Este<div class=\"d0 w446\">\u00a0</div>importe se<div class=\"d0 w113\">\u00a0</div>encontraba en<div class=\"d0 w392\">\u00a0</div>disputa con<div class=\"d0 w342\">\u00a0</div>Cofina desde que<div class=\"d0 w697\">\u00a0</div>se produjo </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a9368\">el incumplimiento del referido acuerdo de compraventa por parte de Cofina en marzo<div class=\"d0 w22\">\u00a0</div>de 2020 </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a9369\">por lo que la Sociedad no pod\u00eda disponer<div class=\"d0 w266\">\u00a0</div>de este importe hasta que se resolviera<div class=\"d0 w354\">\u00a0</div>dicha disputa, </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a9370\">y por ello<div class=\"d0 w396\">\u00a0</div>ten\u00eda registrado a 31 de<div class=\"d0 w201\">\u00a0</div>diciembre de 2023 un<div class=\"d0 w418\">\u00a0</div>pasivo en el ep\u00edgrafe de<div class=\"d0 w31\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l608 t2410\" id=\"a9372\">Otras deudas </div><div class=\"po0 fs26 cl2 l340 t406\" id=\"a9373\">no comerciales</div><div class=\"po0 fs14 cl2 l1255 t820\" id=\"a9374\">\u201d por<div class=\"d0 w396\">\u00a0</div>el mismo<div class=\"d0 w167\">\u00a0</div>importe (</div><div class=\"po0 fs26 cl2 l1256 t406\" id=\"a9375\">v\u00e9ase nota<div class=\"d0 w418\">\u00a0</div>9 d</div><div class=\"po0 fs14 cl2 l1257 t820\" id=\"a9376\">). Este<div class=\"d0 w345\">\u00a0</div>incumplimiento conllev\u00f3 que<div class=\"d0 w293\">\u00a0</div>no se </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a9377\">materializara la referida venta de Vertix a Cofina.<div class=\"d0 w921\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t2411\" id=\"a9380\">Con<div class=\"d0 w111\">\u00a0</div>fecha 22<div class=\"d0 w463\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>febrero<div class=\"d0 w18\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2024, el<div class=\"d0 w378\">\u00a0</div>Tribunal<div class=\"d0 w33\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>Arbitraje<div class=\"d0 w236\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Portugal<div class=\"d0 w57\">\u00a0</div>(que<div class=\"d0 w39\">\u00a0</div>deb\u00eda<div class=\"d0 w333\">\u00a0</div>resolver la </div><div class=\"po0 fs14 cl2 l340 t2412\" id=\"a9382\">disputa<div class=\"d0 w419\">\u00a0</div>entre<div class=\"d0 w34\">\u00a0</div>ambas<div class=\"d0 w48\">\u00a0</div>partes)<div class=\"d0 w19\">\u00a0</div>conden\u00f3<div class=\"d0 w264\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>Cofina<div class=\"d0 w234\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>pagar<div class=\"d0 w223\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>PRISA<div class=\"d0 w366\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>importe<div class=\"d0 w228\">\u00a0</div>depositado<div class=\"d0 w63\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t2413\" id=\"a9383\">cuenta escrow (10.000 miles de euros) (m\u00e1s los intereses<div class=\"d0 w532\">\u00a0</div>devengados), obligando a la primera a </div><div class=\"po0 fs14 cl2 l340 t2414\" id=\"a9384\">tomar todas<div class=\"d0 w164\">\u00a0</div>las acciones<div class=\"d0 w34\">\u00a0</div>necesarias para<div class=\"d0 w30\">\u00a0</div>que dicha<div class=\"d0 w23\">\u00a0</div>cantidad pasara<div class=\"d0 w30\">\u00a0</div>a estar<div class=\"d0 w486\">\u00a0</div>disponible para<div class=\"d0 w33\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t2415\" id=\"a9386\">Sociedad. Con fecha 1 de<div class=\"d0 w479\">\u00a0</div>marzo de 2024 se transfiri\u00f3<div class=\"d0 w498\">\u00a0</div>el importe depositado en la cuenta<div class=\"d0 w392\">\u00a0</div>escrow </div><div class=\"po0 fs14 cl2 l340 t2416\" id=\"a9387\">a otra cuenta bancaria a nombre de<div class=\"d0 w140\">\u00a0</div>la Sociedad, estando por tanto disponible.<div class=\"d0 w634\">\u00a0</div>Esto ha supuesto </div><div class=\"po0 fs14 cl2 l340 t1453\" id=\"a9390\">un ajuste negativo por<div class=\"d0 w478\">\u00a0</div>el citado importe en<div class=\"d0 w332\">\u00a0</div>la l\u00ednea de<div class=\"d0 w561\">\u00a0</div>\u201cOtros ajustes al<div class=\"d0 w251\">\u00a0</div>resultado\u201d del estado<div class=\"d0 w325\">\u00a0</div>de </div></div></div></div></div></div></div></div></div><div class=\"po1 w681 h176 lh0\" id=\"TextBlockContainer2350\"><div class=\"w89 po0 h12 l1258 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1258 t2417 bgc0\">\u00a0</div>\n<div class=\"w910 po0 h12 l1259 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1260 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1260 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1258 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1260 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1258 t2419 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l1259 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1261 t2419 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1262 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1260 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1258 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1261 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1260 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1263 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1263 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1264 t2421 bgc0\">\u00a0</div>\n<div class=\"w922 po0 h12 l1265 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1258 t2421 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l1259 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1261 t2421 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1262 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1260 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1263 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1258 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1261 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1260 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1263 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1258 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1261 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1260 t2422 bgc0\">\u00a0</div>\n<div class=\"w914 po0 h41 l1264 t1617 bgc3\">\u00a0</div>\n<div class=\"w923 po0 h33 l1266 t1758 bgc3\">\u00a0</div>\n<div class=\"w912 po0 h41 l1259 t1617 bgc3\">\u00a0</div>\n<div class=\"w924 po0 h33 l1267 t1758 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h41 l1268 t1617 bgc3\">\u00a0</div>\n<div class=\"w924 po0 h33 l1269 t1758 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1263 t2423 bgc0\">\u00a0</div>\n<div class=\"w914 po0 h12 l1264 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1258 t2423 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l1259 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1261 t2423 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1262 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1260 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1263 t1617 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1263 t2424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1263 t2424 bgc0\">\u00a0</div>\n<div class=\"w914 po0 h12 l1264 t2424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1258 t1617 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1258 t2424 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l1259 t2424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1261 t1617 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1261 t2424 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1262 t2424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1260 t1617 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1260 t2424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1260 t2424 bgc0\">\u00a0</div>\n<div class=\"po0 l468 t756 f0\" id=\"div_2347_XBRL_TS_43d4fa538a3b46f389a8c25ef5303b2d_1\"><div class=\"po1 w374 h79 lh0\" id=\"TextBlockContainer2348\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w374 z0\" id=\"TextContainer2348\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9402\">flujos de efectivo consolidado del ejercicio 2024 para<div class=\"d0 w57\">\u00a0</div>ajustar el ingreso reconocido en la cuenta </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a9403\">de resultados consolidada (</div><div class=\"po0 fs26 cl2 l1270 t815\" id=\"a9406\">v\u00e9anse notas 13 y 15</div><div class=\"po0 fs14 cl2 l1271 t1088\" id=\"a9407\">).</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2350\"><div class=\"po0 fs14 cl2 l451 t817\" id=\"a9411\">El desglose del efectivo y otros medios l\u00edquidos equivalentes es el siguiente: </div><div class=\"po0 fs38 cl2 l1272 t2425\" id=\"a9415\">Miles de euros </div><div class=\"po0 fs38 cl2 l1273 t2426\" id=\"a9417\">Saldo al </div><div class=\"po0 fs38 cl2 l652 t2427\" id=\"a9418\">31.12.2024 </div><div class=\"po0 fs38 cl2 l789 t2426\" id=\"a9420\">Saldo al </div><div class=\"po0 fs38 cl2 l646 t2427\" id=\"a9421\">31.12.2023 </div><div class=\"po0 fs18 cl2 l1274 t2428\" id=\"a9423\">Efectivo </div><div class=\"po0 fs38 cl2 l1275 t2429\" id=\"a9425\">76.274 </div><div class=\"po0 fs38 cl2 l1276 t2429\" id=\"a9427\">76.552 </div><div class=\"po0 fs18 cl2 l1274 t2430\" id=\"a9429\">Otros medios l\u00edquidos equivalentes </div><div class=\"po0 fs38 cl2 l1275 t2431\" id=\"a9431\">79.734 </div><div class=\"po0 fs38 cl2 l1277 t2431\" id=\"a9433\">100.058 </div><div class=\"po0 fs39 cl2 l1274 t2432\" id=\"a9435\">Efectivo y otros medios l\u00edquidos equivalentes </div><div class=\"po0 fs39 cl2 l1278 t2432\" id=\"a9437\">156.008 </div><div class=\"po0 fs39 cl2 l1277 t2432\" id=\"a9439\">176.610 </div><div class=\"po0 fs14 cl2 l451 t419\" id=\"a9443\">La disminuci\u00f3n<div class=\"d0 w543\">\u00a0</div>en los<div class=\"d0 w283\">\u00a0</div>otros medios<div class=\"d0 w30\">\u00a0</div>l\u00edquidos equivalentes<div class=\"d0 w47\">\u00a0</div>se debe<div class=\"d0 w390\">\u00a0</div>a menores<div class=\"d0 w369\">\u00a0</div>colocaciones de </div><div class=\"po0 fs14 cl2 l451 t2433\" id=\"a9445\">tesorer\u00eda<div class=\"d0 w201\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>muy<div class=\"d0 w17\">\u00a0</div>corto<div class=\"d0 w22\">\u00a0</div>plazo<div class=\"d0 w38\">\u00a0</div>(plazo m\u00e1ximo<div class=\"d0 w372\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>3<div class=\"d0 w63\">\u00a0</div>meses<div class=\"d0 w518\">\u00a0</div>o<div class=\"d0 w246\">\u00a0</div>incluso<div class=\"d0 w47\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>periodos semanales)<div class=\"d0 w379\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l451 t2434\" id=\"a9449\">Santillana<div class=\"d0 w630\">\u00a0</div>en<div class=\"d0 w305\">\u00a0</div>Latinoam\u00e9rica,<div class=\"d0 w155\">\u00a0</div>como<div class=\"d0 w638\">\u00a0</div>consecuencia<div class=\"d0 w257\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>variaci\u00f3n<div class=\"d0 w628\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>caja<div class=\"d0 w925\">\u00a0</div>del<div class=\"d0 w158\">\u00a0</div>a\u00f1o.<div class=\"d0 w630\">\u00a0</div>Estas </div><div class=\"po0 fs14 cl2 l451 t2435\" id=\"a9457\">imposiciones devengan un tipo de<div class=\"d0 w341\">\u00a0</div>inter\u00e9s de mercado conforme<div class=\"d0 w341\">\u00a0</div>a las condiciones existentes en </div><div class=\"po0 fs14 cl2 l451 t2436\" id=\"a9460\">cada momento (</div><div class=\"po0 fs26 cl2 l1279 t2437\" id=\"a9461\">v\u00e9ase nota 15</div><div class=\"po0 fs14 cl2 ls11 l1280 t2438\" id=\"a9462\">).</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherCurrentAssetsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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l1134 t2295 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h33 l1135 t373 bgc3\">\u00a0</div>\n<div class=\"w878 po0 h83 l258 t2295 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h33 l1136 t373 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1124 t2296 bgc0\">\u00a0</div>\n<div class=\"w899 po0 h12 l1125 t2296 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1112 t2296 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1113 t2296 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1117 t2296 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1118 t2296 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1119 t2296 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1120 t2296 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1114 t2296 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1115 t2296 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1121 t2296 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1122 t2296 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1123 t2296 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l258 t2296 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1116 t2296 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1124 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1124 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1124 t2297 bgc0\">\u00a0</div>\n<div class=\"w899 po0 h12 l1125 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1112 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1112 t2297 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1113 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1117 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1117 t2297 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1118 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1119 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1119 t2297 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1120 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1114 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1114 t2297 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1115 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1121 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1121 t2297 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1122 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1123 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1123 t2297 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l258 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1116 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1116 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1116 t2297 bgc0\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2273\"><div class=\"po0 fs25 cl2 l397 t756\" id=\"a8843\">Existencias </div><div class=\"po0 fs14 cl2 l1137 t920\" id=\"a8845\">El detalle<div class=\"d0 w366\">\u00a0</div>de existencias, en<div class=\"d0 w201\">\u00a0</div>miles de<div class=\"d0 w129\">\u00a0</div>euros, a<div class=\"d0 w38\">\u00a0</div>31 de<div class=\"d0 w395\">\u00a0</div>diciembre de<div class=\"d0 w27\">\u00a0</div>2024 y<div class=\"d0 w32\">\u00a0</div>a 31 de<div class=\"d0 w238\">\u00a0</div>diciembre de </div><div class=\"po0 fs14 cl2 l1137 t1170\" id=\"a8850\">2023 es el siguiente: </div><div class=\"po0 fs39 cl2 l1138 t2298\" id=\"a8856\">31.12.2024 </div><div class=\"po0 fs39 cl2 l1139 t2298\" id=\"a8858\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1140 t2299\" id=\"a8860\">Coste </div><div class=\"po0 fs38 cl2 l1141 t2290\" id=\"a8862\">Corecci\u00f3n de </div><div class=\"po0 fs38 cl2 l1142 t2300\" id=\"a8863\">valor </div><div class=\"po0 fs39 cl2 l1143 t2301\" id=\"a8865\">Neto </div><div class=\"po0 fs38 cl2 l1144 t2299\" id=\"a8867\">Coste </div><div class=\"po0 fs38 cl2 l1145 t2290\" id=\"a8869\">Corecci\u00f3n de </div><div class=\"po0 fs38 cl2 l1146 t2300\" id=\"a8870\">valor </div><div class=\"po0 fs39 cl2 l1147 t2301\" id=\"a8872\">Neto </div><div class=\"po0 fs38 cl2 l1148 t2302\" id=\"a8874\">Productos terminados </div><div class=\"po0 fs38 cl2 l1149 t2302\" id=\"a8876\">55.973 </div><div class=\"po0 fs38 cl2 l1150 t2302\" id=\"a8878\">(19.983) </div><div class=\"po0 fs39 cl2 l1151 t2303\" id=\"a8880\">35.990 </div><div class=\"po0 fs38 cl2 l1152 t2302\" id=\"a8882\">68.632 </div><div class=\"po0 fs38 cl2 l1153 t2302\" id=\"a8884\">(19.324) </div><div class=\"po0 fs39 cl2 l1154 t2303\" id=\"a8886\">49.308 </div><div class=\"po0 fs38 cl2 l1148 t2304\" id=\"a8888\">Productos en curso </div><div class=\"po0 fs38 cl2 l1155 t2304\" id=\"a8890\">1.720 </div><div class=\"po0 fs38 cl2 l1156 t2304\" id=\"a8892\">- </div><div class=\"po0 fs39 cl2 l1157 t2305\" id=\"a8894\">1.720 </div><div class=\"po0 fs38 cl2 l1158 t2304\" id=\"a8896\">2.121 </div><div class=\"po0 fs38 cl2 l1159 t2304\" id=\"a8898\">- </div><div class=\"po0 fs39 cl2 l1160 t2305\" id=\"a8900\">2.121 </div><div class=\"po0 fs38 cl2 l1148 t2306\" id=\"a8902\">Materias primas y otros consumibles </div><div class=\"po0 fs38 cl2 l1149 t2306\" id=\"a8904\">11.792 </div><div class=\"po0 fs38 cl2 l1161 t2306\" id=\"a8906\">(180) </div><div class=\"po0 fs39 cl2 l1151 t2307\" id=\"a8908\">11.612 </div><div class=\"po0 fs38 cl2 l1152 t2306\" id=\"a8910\">12.474 </div><div class=\"po0 fs38 cl2 l1162 t2306\" id=\"a8912\">(204) </div><div class=\"po0 fs39 cl2 l1154 t2307\" id=\"a8914\">12.270 </div><div class=\"po0 fs39 cl2 l1148 t2308\" id=\"a8916\">Total </div><div class=\"po0 fs39 cl2 l1149 t2308\" id=\"a8918\">69.485 </div><div class=\"po0 fs39 cl2 l1150 t2308\" id=\"a8920\">(20.163) </div><div class=\"po0 fs39 cl2 l1151 t2308\" id=\"a8922\">49.322 </div><div class=\"po0 fs39 cl2 l1152 t2308\" id=\"a8924\">83.227 </div><div class=\"po0 fs39 cl2 l1153 t2308\" id=\"a8926\">(19.528) </div><div class=\"po0 fs39 cl2 l1154 t2308\" id=\"a8928\">63.699 </div><div class=\"po0 fs14 cl2 l1137 t2309\" id=\"a8932\">A 31 de diciembre de 2024, la cuenta \u201c</div><div class=\"po0 fs26 cl2 l1163 t2310\" id=\"a8935\">Productos terminados</div><div class=\"po0 fs14 cl2 l1164 t2309\" id=\"a8936\">\u201d contiene productos editoriales por </div><div class=\"po0 fs14 cl2 l1137 t2311\" id=\"a8937\">importe neto de<div class=\"d0 w247\">\u00a0</div>35.990 miles de<div class=\"d0 w129\">\u00a0</div>euros (49.308 miles<div class=\"d0 w60\">\u00a0</div>de euros en<div class=\"d0 w343\">\u00a0</div>2023). Por su<div class=\"d0 w246\">\u00a0</div>parte, la<div class=\"d0 w34\">\u00a0</div>cuenta </div><div class=\"po0 fs26 cl2 l1137 t2312\" id=\"a8947\">\u201cProductos<div class=\"d0 w433\">\u00a0</div>en<div class=\"d0 w436\">\u00a0</div>curso\u201d</div><div class=\"po0 fs14 cl2 l1165 t2313\" id=\"a8948\"><div class=\"d0 w210\">\u00a0</div>contiene<div class=\"d0 w467\">\u00a0</div>tambi\u00e9n<div class=\"d0 w493\">\u00a0</div>productos<div class=\"d0 w440\">\u00a0</div>editoriales<div class=\"d0 w900\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>producciones<div class=\"d0 w611\">\u00a0</div>audiovisuales </div><div class=\"po0 fs14 cl2 l1137 t2314\" id=\"a8956\">pendientes<div class=\"d0 w350\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>finalizaci\u00f3n<div class=\"d0 w188\">\u00a0</div>por<div class=\"d0 w150\">\u00a0</div>importe<div class=\"d0 w253\">\u00a0</div>de<div class=\"d0 w901\">\u00a0</div>469<div class=\"d0 w260\">\u00a0</div>miles<div class=\"d0 w152\">\u00a0</div>de<div class=\"d0 w156\">\u00a0</div>euros<div class=\"d0 w527\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>1.251<div class=\"d0 w601\">\u00a0</div>miles<div class=\"d0 w152\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>euros, </div><div class=\"po0 fs14 cl2 l1137 t2315\" id=\"a8969\">respectivamente<div class=\"d0 w399\">\u00a0</div>(882<div class=\"d0 w611\">\u00a0</div>miles<div class=\"d0 w553\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>euros<div class=\"d0 w241\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>productos<div class=\"d0 w244\">\u00a0</div>editoriales<div class=\"d0 w416\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>1.239<div class=\"d0 w439\">\u00a0</div>miles<div class=\"d0 w553\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>euros<div class=\"d0 w545\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l1137 t2316\" id=\"a8979\">programas audiovisuales<div class=\"d0 w24\">\u00a0</div>en 2023). Por<div class=\"d0 w484\">\u00a0</div>\u00faltimo, la cuenta<div class=\"d0 w164\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1166 t2317\" id=\"a8986\">Materias primas y<div class=\"d0 w247\">\u00a0</div>otros consumibles</div><div class=\"po0 fs14 cl2 ls10 l1167 t2316\" id=\"a8987\">\u201d, </div><div class=\"po0 fs14 cl2 l1137 t2318\" id=\"a8988\">incluye, fundamentalmente, papel. </div></div></div></div></div><div class=\"po1 w681 h181 lh0\" id=\"TextBlockContainer2307\"><div class=\"po0 l342 t756 f0\" id=\"div_2280_XBRL_TS_77eb2d7b1af3443d9be3fd3e7775da9b_1\"><div class=\"po1 w681 h181 lh0\" id=\"TextBlockContainer2303\"><div class=\"po0 l450 t756 f0\" id=\"div_2281_XBRL_TS_081bbe41845a40fbaacf2ce27755f71c_1\"><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer2282\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZk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PvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div 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bgc3\">\u00a0</div>\n<div class=\"w879 po0 h141 l734 t2332 bgc3\">\u00a0</div>\n<div class=\"w888 po0 h175 l1045 t2333 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h141 l1168 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1168 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1168 t2334 bgc0\">\u00a0</div>\n<div class=\"w879 po0 h12 l1169 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1171 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1171 t2334 bgc0\">\u00a0</div>\n<div class=\"w903 po0 h12 l1172 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1173 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1173 t2334 bgc0\">\u00a0</div>\n<div class=\"w123 po0 h12 l1174 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l617 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l617 t2334 bgc0\">\u00a0</div>\n<div class=\"w904 po0 h12 l618 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1175 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1175 t2334 bgc0\">\u00a0</div>\n<div class=\"w879 po0 h12 l734 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1170 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1170 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1170 t2334 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2285\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9013\">El movimiento de la<div class=\"d0 w47\">\u00a0</div>correcci\u00f3n de valor de las<div class=\"d0 w9\">\u00a0</div>existencias en los ejercicios 2024 y<div class=\"d0 w32\">\u00a0</div>2023 ha sido </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a9023\">el siguiente: </div><div class=\"po0 fs38 cl2 l1179 t2335\" id=\"a9027\">Miles de euros </div><div class=\"po0 fs38 cl2 l1180 t2336\" id=\"a9029\">Saldo al </div><div class=\"po0 fs38 cl2 l1181 t2337\" id=\"a9031\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1182 t2336\" id=\"a9033\">Ajuste </div><div class=\"po0 fs38 cl2 l946 t2337\" id=\"a9035\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l1183 t2336\" id=\"a9037\">Dotaciones</div><div class=\"po0 fs38 cl2 l826 t2337\" id=\"a9039\">/Excesos</div><div class=\"po0 fs38 cl2 l1184 t2338\" id=\"a9041\">Aplicaciones </div><div class=\"po0 fs38 cl2 l1185 t2336\" id=\"a9043\">Saldo al </div><div class=\"po0 fs38 cl2 l1186 t2337\" id=\"a9045\">31.12.2024 </div><div class=\"po0 fs40 cl2 l1187 t2339\" id=\"a9047\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l709 t2340\" id=\"a9053\">(19.528) </div><div class=\"po0 fs38 cl2 l1188 t2340\" id=\"a9055\">(53) </div><div class=\"po0 fs38 cl2 l903 t2340\" id=\"a9057\">(2.663) </div><div class=\"po0 fs38 cl2 l915 t2340\" id=\"a9059\">2.081 </div><div class=\"po0 fs38 cl2 l1189 t2340\" id=\"a9061\">(20.163) </div><div class=\"po0 fs38 cl2 l1179 t2341\" id=\"a9065\">Miles de euros </div><div class=\"po0 fs38 cl2 l1180 t2342\" id=\"a9067\">Saldo al </div><div class=\"po0 fs38 cl2 l1181 t2343\" id=\"a9069\">31.12.2022 </div><div class=\"po0 fs38 cl2 l1182 t2342\" id=\"a9071\">Ajuste </div><div class=\"po0 fs38 cl2 l946 t2343\" id=\"a9073\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l1183 t2342\" id=\"a9075\">Dotaciones</div><div class=\"po0 fs38 cl2 l826 t2343\" id=\"a9077\">/Excesos</div><div class=\"po0 fs38 cl2 l1184 t2344\" id=\"a9079\">Aplicaciones </div><div class=\"po0 fs38 cl2 l1185 t2342\" id=\"a9081\">Saldo al </div><div class=\"po0 fs38 cl2 l1186 t2343\" id=\"a9083\">31.12.2023 </div><div class=\"po0 fs40 cl2 l1187 t2345\" id=\"a9085\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l709 t2346\" id=\"a9091\">(24.447) </div><div class=\"po0 fs38 cl2 l668 t2346\" id=\"a9093\">896 </div><div class=\"po0 fs38 cl2 l1190 t2346\" id=\"a9095\">1.634 </div><div class=\"po0 fs38 cl2 l915 t2346\" id=\"a9097\">2.389 </div><div class=\"po0 fs38 cl2 l1189 t2346\" id=\"a9099\">(19.528) </div><div class=\"po0 fs14 cl4 l341 t611\" id=\"a9102\">A.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2304\"><div class=\"po0 fs25 cl2 l1191 t2347\" id=\"a9106\">b)</div></div><div class=\"po0 l342 t2386 f0\" id=\"div_2287_XBRL_TS_2be4dbf04cdc4f119b5385529077a4e3\"><div class=\"po1 w562 h166 lh0\" id=\"TextBlockContainer2301\"><div class=\"po0 l342 t756 f0\" id=\"div_2288_XBRL_TS_3962fa6ff54041a88567e7dba3ce94b5\"><div class=\"po1 w562 h166 lh0\" id=\"TextBlockContainer2298\"><div class=\"po0 l342 t756 f0\" id=\"div_2289_XBRL_TS_70714955a7d542dab3e8cf2f4d463210\"><div class=\"po1 w562 h180 lh0\" id=\"TextBlockContainer2290\"><div class=\"w89 po0 h12 l1192 t2348 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2348 bgc0\">\u00a0</div>\n<div class=\"w908 po0 h12 l1193 t2348 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2348 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2348 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1192 t2349 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1194 t2349 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2350 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1193 t2350 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1195 t2350 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1196 t2350 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1197 t2350 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1198 t2350 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1199 t2350 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1200 t2350 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1201 t2350 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1202 t2350 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2350 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1192 t2351 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1195 t2351 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1197 t2351 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1199 t2351 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1201 t2351 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1194 t2351 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2352 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1193 t2352 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1195 t2352 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1196 t2352 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1197 t2352 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1198 t2352 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1199 t2352 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1200 t2352 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1201 t2352 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1202 t2352 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2352 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l1192 t2353 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l1195 t2353 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l1197 t2353 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l1199 t2353 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l1201 t2353 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l1194 t2353 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h147 l1193 t2354 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h178 l1203 t2355 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h147 l1196 t2354 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h178 l1204 t2355 bgc3\">\u00a0</div>\n<div class=\"w893 po0 h147 l1198 t2354 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h178 l1205 t2355 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h147 l1200 t2354 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h178 l1206 t2355 bgc3\">\u00a0</div>\n<div class=\"w878 po0 h147 l1202 t2354 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h178 l1207 t2355 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h147 l1192 t2354 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2356 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2356 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1193 t2356 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1195 t2354 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1195 t2356 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1196 t2356 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1197 t2354 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1197 t2356 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1198 t2356 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1199 t2354 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1199 t2356 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1200 t2356 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1201 t2354 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1201 t2356 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1202 t2356 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1194 t2354 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2356 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2356 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2357 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2357 bgc0\">\u00a0</div>\n<div class=\"w908 po0 h12 l1193 t2357 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2357 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2357 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1192 t2358 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1194 t2358 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2359 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1193 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1195 t2359 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1196 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1197 t2359 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1198 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1199 t2359 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1200 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1201 t2359 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1202 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1192 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1195 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1197 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1199 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1201 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1194 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2361 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1193 t2361 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1195 t2361 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1196 t2361 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1197 t2361 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1198 t2361 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1199 t2361 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1200 t2361 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1201 t2361 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1202 t2361 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2361 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1192 t2362 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1195 t2362 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1197 t2362 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1199 t2362 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1201 t2362 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1194 t2362 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h147 l1193 t2363 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h178 l1203 t2364 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h147 l1196 t2363 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h178 l1204 t2364 bgc3\">\u00a0</div>\n<div class=\"w893 po0 h147 l1198 t2363 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h178 l1205 t2364 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h147 l1200 t2363 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h178 l1206 t2364 bgc3\">\u00a0</div>\n<div class=\"w878 po0 h147 l1202 t2363 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h178 l1207 t2364 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h147 l1192 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2365 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1193 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1195 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1195 t2365 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1196 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1197 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1197 t2365 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1198 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1199 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1199 t2365 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1200 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1201 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1201 t2365 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1202 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1194 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2365 bgc0\">\u00a0</div>\n<div class=\"po1 w562 z0\" id=\"TextContainer2290\"><div class=\"po0 fs25 cl2 l1208 t756\" id=\"a9108\">Deudores comerciales y otras cuentas a cobrar </div><div class=\"po0 fs14 cl4 l367 t2366\" id=\"a9110\">. </div><div class=\"po0 fs14 cl2 l367 t2367\" id=\"a9112\">El movimiento habido en el ep\u00edgrafe de </div><div class=\"po0 fs26 cl2 l1209 t2368\" id=\"a9113\">\u201cCorrecciones valorativas de activo\u201d</div><div class=\"po0 fs14 cl2 l1210 t2367\" id=\"a9116\"><div class=\"d0 w613\">\u00a0</div>en los ejercicios 2024 </div><div class=\"po0 fs14 cl2 l367 t2369\" id=\"a9118\">y 2023 ha sido el siguiente: </div><div class=\"po0 fs38 cl2 l1211 t2370\" id=\"a9123\">Miles de euros </div><div class=\"po0 fs38 cl2 l1212 t2371\" id=\"a9125\">Saldo al </div><div class=\"po0 fs38 cl2 l1213 t2372\" id=\"a9127\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1214 t2371\" id=\"a9129\">Ajuste</div><div class=\"po0 fs38 cl2 l1215 t2372\" id=\"a9131\">conversi\u00f3n</div><div class=\"po0 fs38 cl2 l1216 t2371\" id=\"a9133\">Dotaciones</div><div class=\"po0 fs38 cl2 l1217 t2372\" id=\"a9135\">/Excesos</div><div class=\"po0 fs38 cl2 l1218 t2373\" id=\"a9137\">Aplicaciones </div><div class=\"po0 fs38 cl2 l1219 t2371\" id=\"a9139\">Saldo al </div><div class=\"po0 fs38 cl2 l1220 t2372\" id=\"a9141\">31.12.2024 </div><div class=\"po0 fs40 cl2 l1221 t2374\" id=\"a9143\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1222 t2375\" id=\"a9149\">(63.113) </div><div class=\"po0 fs38 cl2 l1223 t2375\" id=\"a9151\">2.373<div class=\"d0 w909\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1224 t2375\" id=\"a9153\">(2.557) </div><div class=\"po0 fs38 cl2 l1225 t2375\" id=\"a9155\">2.788<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1226 t2375\" id=\"a9157\">(60.509) </div><div class=\"po0 fs37 cl4 l51 t2376\" id=\"a9160\">.</div><div class=\"po0 fs38 cl2 l1211 t2377\" id=\"a9162\">Miles de euros </div><div class=\"po0 fs38 cl2 l1212 t2378\" id=\"a9164\">Saldo al </div><div class=\"po0 fs38 cl2 l1213 t2379\" id=\"a9166\">31.12.2022 </div><div class=\"po0 fs38 cl2 l1214 t2378\" id=\"a9168\">Ajuste</div><div class=\"po0 fs38 cl2 l1215 t2379\" id=\"a9170\">conversi\u00f3n</div><div class=\"po0 fs38 cl2 l1216 t2378\" id=\"a9172\">Dotaciones</div><div class=\"po0 fs38 cl2 l1217 t2379\" id=\"a9174\">/Excesos</div><div class=\"po0 fs38 cl2 l1218 t2380\" id=\"a9176\">Aplicaciones </div><div class=\"po0 fs38 cl2 l1219 t2378\" id=\"a9178\">Saldo al </div><div class=\"po0 fs38 cl2 l1220 t2379\" id=\"a9180\">31.12.2023 </div><div class=\"po0 fs40 cl2 l1221 t2381\" id=\"a9182\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1222 t2382\" id=\"a9188\">(59.490) </div><div class=\"po0 fs38 cl2 l1227 t2382\" id=\"a9190\">(1.253) </div><div class=\"po0 fs38 cl2 l1224 t2382\" id=\"a9192\">(3.625) </div><div class=\"po0 fs38 cl2 l1225 t2382\" id=\"a9194\">1.255<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1226 t2382\" id=\"a9196\">(63.113) </div><div class=\"po0 fs14 cl4 l51 t2383\" id=\"a9198\">.</div><div class=\"po0 fs14 cl4 l341 t2384\" id=\"a9200\">.</div></div></div></div><div class=\"po1 w562 z0\" id=\"TextContainer2298\"></div><div class=\"po0 l463 t2385 f0\" id=\"div_2292_XBRL_TS_c619d826f1bb4b70a8c2c9121423ce75\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2296\"><div class=\"po0 l342 t756 f0\" id=\"div_2293_XBRL_TS_54cbc15c0d0641159fa21153d767b7ea\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2294\"><div class=\"po1 w198 z0\" id=\"TextContainer2294\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9202\">El impacto de la<div class=\"d0 w19\">\u00a0</div>NIIF 9 supone<div class=\"d0 w18\">\u00a0</div>registrar una correcci\u00f3n de valor por p\u00e9rdidas<div class=\"d0 w234\">\u00a0</div>esperadas en el </div><div class=\"po0 fs14 cl2 l340 t1087\" id=\"a9206\">momento de<div class=\"d0 w620\">\u00a0</div>reconocimiento del<div class=\"d0 w758\">\u00a0</div>ingreso, para<div class=\"d0 w758\">\u00a0</div>lo cual<div class=\"d0 w756\">\u00a0</div>se ha<div class=\"d0 w266\">\u00a0</div>determinado una<div class=\"d0 w326\">\u00a0</div>ratio de<div class=\"d0 w753\">\u00a0</div>morosidad </div><div class=\"po0 fs14 cl2 l340 t764\" id=\"a9210\">hist\u00f3rico por<div class=\"d0 w232\">\u00a0</div>negocio y<div class=\"d0 w98\">\u00a0</div>tipolog\u00eda de<div class=\"d0 w238\">\u00a0</div>cliente, que<div class=\"d0 w484\">\u00a0</div>es aplicado<div class=\"d0 w164\">\u00a0</div>sobre el<div class=\"d0 w404\">\u00a0</div>importe de<div class=\"d0 w420\">\u00a0</div>la venta<div class=\"d0 w248\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t765\" id=\"a9211\">tipo de cliente. La correcci\u00f3n<div class=\"d0 w375\">\u00a0</div>de valor por p\u00e9rdidas esperadas<div class=\"d0 w556\">\u00a0</div>m\u00e1s significativa est\u00e1 asociada<div class=\"d0 w354\">\u00a0</div>al </div></div></div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w502 h183 lh0\" id=\"TextBlockContainer2325\"><div class=\"po0 l342 t756 f0\" id=\"div_2312_XBRL_TS_77eb2d7b1af3443d9be3fd3e7775da9b_2\"><div class=\"po1 w502 h183 lh0\" id=\"TextBlockContainer2322\"><div class=\"w89 po0 h12 l1228 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1228 t2387 bgc0\">\u00a0</div>\n<div class=\"w910 po0 h12 l1229 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1230 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1230 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1228 t2388 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1230 t2388 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1228 t2389 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l1229 t2389 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1231 t2389 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1232 t2389 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1230 t2389 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l1228 t2390 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l1231 t2390 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l1230 t2390 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1233 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1233 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1234 t1347 bgc0\">\u00a0</div>\n<div class=\"w913 po0 h12 l1235 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1228 t1347 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l1229 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1231 t1347 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1232 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1230 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1233 t2391 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1228 t2391 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1231 t2391 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1230 t2391 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1233 t2392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1228 t2392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1231 t2392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1230 t2392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1233 t2393 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1228 t2393 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1231 t2393 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1230 t2393 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1233 t2394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1228 t2394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1231 t2394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1230 t2394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1233 t1504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1228 t1504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1231 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2315\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9225\">ep\u00edgrafe de </div><div class=\"po0 fs26 cl2 l1239 t814\" id=\"a9226\">\u201cClientes por ventas y<div class=\"d0 w406\">\u00a0</div>prestaci\u00f3n de servicios\u201d,</div><div class=\"po0 fs14 cl2 l1240 t756\" id=\"a9228\"><div class=\"d0 w352\">\u00a0</div>cuyo importe a 31 de<div class=\"d0 w515\">\u00a0</div>diciembre de 2024 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a9234\">asciende a 45.048 miles de euros (48.022 miles de euros a 31 de diciembre de<div class=\"d0 w85\">\u00a0</div>2023).</div></div></div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer2322\"><div class=\"po0 fs14 cl2 l362 t817\" id=\"a9244\">La partida m\u00e1s<div class=\"d0 w111\">\u00a0</div>significativa del ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l1241 t2397\" id=\"a9245\">Deudores comerciales y<div class=\"d0 w395\">\u00a0</div>otras cuentas a<div class=\"d0 w22\">\u00a0</div>cobrar</div><div class=\"po0 fs14 cl2 l1242 t817\" id=\"a9246\">\u201d es<div class=\"d0 w34\">\u00a0</div>la de </div><div class=\"po0 fs14 cl2 l362 t818\" id=\"a9247\">\u201c</div><div class=\"po0 fs26 cl2 l1243 t2398\" id=\"a9248\">Clientes por ventas y prestaci\u00f3n<div class=\"d0 w50\">\u00a0</div>de servicios</div><div class=\"po0 fs14 cl2 l1244 t818\" id=\"a9249\">\u201d cuyo importe a<div class=\"d0 w47\">\u00a0</div>31 de diciembre de 2024, neto<div class=\"d0 w171\">\u00a0</div>de la </div><div class=\"po0 fs14 cl2 l362 t819\" id=\"a9251\">citada correcci\u00f3n<div class=\"d0 w223\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>valor,<div class=\"d0 w137\">\u00a0</div>asciende a<div class=\"d0 w175\">\u00a0</div>244.630 miles<div class=\"d0 w476\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>(252.005 miles<div class=\"d0 w421\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros a<div class=\"d0 w238\">\u00a0</div>31 de </div><div class=\"po0 fs14 cl2 l362 t820\" id=\"a9259\">diciembre de 2023). El detalle de la antig\u00fcedad de este saldo es el<div class=\"d0 w341\">\u00a0</div>siguiente: </div><div class=\"po0 fs38 cl2 l1245 t2399\" id=\"a9263\">Miles de euros </div><div class=\"po0 fs38 cl2 l777 t2400\" id=\"a9265\">Saldo al </div><div class=\"po0 fs38 cl2 l1246 t2401\" id=\"a9266\">31.12.2024 </div><div class=\"po0 fs38 cl2 l578 t2400\" id=\"a9268\">Saldo al </div><div class=\"po0 fs38 cl2 l588 t2401\" id=\"a9269\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1247 t2402\" id=\"a9271\">0-3 meses </div><div class=\"po0 fs38 cl2 l925 t2402\" id=\"a9275\">231.263 </div><div class=\"po0 fs38 cl2 l419 t2402\" id=\"a9277\">217.969 </div><div class=\"po0 fs38 cl2 l1247 t2403\" id=\"a9279\">3-6 meses </div><div class=\"po0 fs38 cl2 l644 t2403\" id=\"a9283\">6.841 </div><div class=\"po0 fs38 cl2 l944 t2403\" id=\"a9285\">16.428 </div><div class=\"po0 fs38 cl2 l1247 t2404\" id=\"a9287\">6 meses- 1 a\u00f1o </div><div class=\"po0 fs38 cl2 l644 t2404\" id=\"a9292\">6.063 </div><div class=\"po0 fs38 cl2 l944 t2404\" id=\"a9294\">14.513 </div><div class=\"po0 fs38 cl2 l1247 t1521\" id=\"a9296\">1 a\u00f1o- 3 a\u00f1os </div><div class=\"po0 fs38 cl2 l1248 t1521\" id=\"a9302\">463 </div><div class=\"po0 fs38 cl2 l1249 t1521\" id=\"a9304\">3.087 </div><div class=\"po0 fs38 cl2 l1247 t2405\" id=\"a9306\">Superior a 3 a\u00f1os </div><div class=\"po0 fs38 cl2 l1250 t2405\" id=\"a9308\">0 </div><div class=\"po0 fs38 cl2 l785 t2405\" id=\"a9310\">8 </div><div class=\"po0 fs39 cl2 l1247 t2406\" id=\"a9312\">Total </div><div class=\"po0 fs39 cl2 l925 t2406\" id=\"a9314\">244.630 </div><div class=\"po0 fs39 cl2 l419 t2406\" id=\"a9316\">252.005 </div></div><div class=\"po0 l342 t435 f0\" id=\"div_2319_XBRL_TS_f291ba2f79e04283a3ee99657d7e056b\"><div class=\"po1 w502 h99 lh0\" id=\"TextBlockContainer2320\"><div class=\"po1 w502 z0\" id=\"TextContainer2320\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9320\">Adicionalmente, el ep\u00edgrafe<div class=\"d0 w557\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1001 t814\" id=\"a9321\">Deudores comerciales y<div class=\"d0 w556\">\u00a0</div>otras cuentas a<div class=\"d0 w515\">\u00a0</div>cobrar-<div class=\"d0 w919\">\u00a0</div>Otros deudores</div><div class=\"po0 fs14 cl2 l1251 t756\" id=\"a9325\">\u201d incluye </div><div class=\"po0 fs14 cl2 l340 t2214\" id=\"a9326\">a<div class=\"d0 w63\">\u00a0</div>31 de<div class=\"d0 w391\">\u00a0</div>diciembre de<div class=\"d0 w486\">\u00a0</div>2024 un<div class=\"d0 w248\">\u00a0</div>importe de<div class=\"d0 w420\">\u00a0</div>11.717 miles<div class=\"d0 w247\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>(9.790 miles<div class=\"d0 w421\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>a 31<div class=\"d0 w98\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a9333\">diciembre de<div class=\"d0 w294\">\u00a0</div>2023)<div class=\"d0 w264\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>ajustes por<div class=\"d0 w285\">\u00a0</div>periodificaci\u00f3n,<div class=\"d0 w38\">\u00a0</div>correspondientes a<div class=\"d0 w166\">\u00a0</div>facturas pendientes<div class=\"d0 w292\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a9334\">imputar<div class=\"d0 w48\">\u00a0</div>como gasto<div class=\"d0 w284\">\u00a0</div>en la<div class=\"d0 w517\">\u00a0</div>cuenta de<div class=\"d0 w288\">\u00a0</div>resultados consolidada<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>periodos futuros<div class=\"d0 w287\">\u00a0</div>conforme al </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a9335\">criterio de devengo.</div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherAssetsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1124 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1124 t2297 bgc0\">\u00a0</div>\n<div class=\"w899 po0 h12 l1125 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1112 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1112 t2297 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1113 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1117 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1117 t2297 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1118 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1119 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1119 t2297 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1120 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1114 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1114 t2297 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1115 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1121 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1121 t2297 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1122 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1123 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1123 t2297 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l258 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1116 t2295 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1116 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1116 t2297 bgc0\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2273\"><div class=\"po0 fs25 cl2 l397 t756\" id=\"a8843\">Existencias </div><div class=\"po0 fs14 cl2 l1137 t920\" id=\"a8845\">El detalle<div class=\"d0 w366\">\u00a0</div>de existencias, en<div class=\"d0 w201\">\u00a0</div>miles de<div class=\"d0 w129\">\u00a0</div>euros, a<div class=\"d0 w38\">\u00a0</div>31 de<div class=\"d0 w395\">\u00a0</div>diciembre de<div class=\"d0 w27\">\u00a0</div>2024 y<div class=\"d0 w32\">\u00a0</div>a 31 de<div class=\"d0 w238\">\u00a0</div>diciembre de </div><div class=\"po0 fs14 cl2 l1137 t1170\" id=\"a8850\">2023 es el siguiente: </div><div class=\"po0 fs39 cl2 l1138 t2298\" id=\"a8856\">31.12.2024 </div><div class=\"po0 fs39 cl2 l1139 t2298\" id=\"a8858\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1140 t2299\" id=\"a8860\">Coste </div><div class=\"po0 fs38 cl2 l1141 t2290\" id=\"a8862\">Corecci\u00f3n de </div><div class=\"po0 fs38 cl2 l1142 t2300\" id=\"a8863\">valor </div><div class=\"po0 fs39 cl2 l1143 t2301\" id=\"a8865\">Neto </div><div class=\"po0 fs38 cl2 l1144 t2299\" id=\"a8867\">Coste </div><div class=\"po0 fs38 cl2 l1145 t2290\" id=\"a8869\">Corecci\u00f3n de </div><div class=\"po0 fs38 cl2 l1146 t2300\" id=\"a8870\">valor </div><div class=\"po0 fs39 cl2 l1147 t2301\" id=\"a8872\">Neto </div><div class=\"po0 fs38 cl2 l1148 t2302\" id=\"a8874\">Productos terminados </div><div class=\"po0 fs38 cl2 l1149 t2302\" id=\"a8876\">55.973 </div><div class=\"po0 fs38 cl2 l1150 t2302\" id=\"a8878\">(19.983) </div><div class=\"po0 fs39 cl2 l1151 t2303\" id=\"a8880\">35.990 </div><div class=\"po0 fs38 cl2 l1152 t2302\" id=\"a8882\">68.632 </div><div class=\"po0 fs38 cl2 l1153 t2302\" id=\"a8884\">(19.324) </div><div class=\"po0 fs39 cl2 l1154 t2303\" id=\"a8886\">49.308 </div><div class=\"po0 fs38 cl2 l1148 t2304\" id=\"a8888\">Productos en curso </div><div class=\"po0 fs38 cl2 l1155 t2304\" id=\"a8890\">1.720 </div><div class=\"po0 fs38 cl2 l1156 t2304\" id=\"a8892\">- </div><div class=\"po0 fs39 cl2 l1157 t2305\" id=\"a8894\">1.720 </div><div class=\"po0 fs38 cl2 l1158 t2304\" id=\"a8896\">2.121 </div><div class=\"po0 fs38 cl2 l1159 t2304\" id=\"a8898\">- </div><div class=\"po0 fs39 cl2 l1160 t2305\" id=\"a8900\">2.121 </div><div class=\"po0 fs38 cl2 l1148 t2306\" id=\"a8902\">Materias primas y otros consumibles </div><div class=\"po0 fs38 cl2 l1149 t2306\" id=\"a8904\">11.792 </div><div class=\"po0 fs38 cl2 l1161 t2306\" id=\"a8906\">(180) </div><div class=\"po0 fs39 cl2 l1151 t2307\" id=\"a8908\">11.612 </div><div class=\"po0 fs38 cl2 l1152 t2306\" id=\"a8910\">12.474 </div><div class=\"po0 fs38 cl2 l1162 t2306\" id=\"a8912\">(204) </div><div class=\"po0 fs39 cl2 l1154 t2307\" id=\"a8914\">12.270 </div><div class=\"po0 fs39 cl2 l1148 t2308\" id=\"a8916\">Total </div><div class=\"po0 fs39 cl2 l1149 t2308\" id=\"a8918\">69.485 </div><div class=\"po0 fs39 cl2 l1150 t2308\" id=\"a8920\">(20.163) </div><div class=\"po0 fs39 cl2 l1151 t2308\" id=\"a8922\">49.322 </div><div class=\"po0 fs39 cl2 l1152 t2308\" id=\"a8924\">83.227 </div><div class=\"po0 fs39 cl2 l1153 t2308\" id=\"a8926\">(19.528) </div><div class=\"po0 fs39 cl2 l1154 t2308\" id=\"a8928\">63.699 </div><div class=\"po0 fs14 cl2 l1137 t2309\" id=\"a8932\">A 31 de diciembre de 2024, la cuenta \u201c</div><div class=\"po0 fs26 cl2 l1163 t2310\" id=\"a8935\">Productos terminados</div><div class=\"po0 fs14 cl2 l1164 t2309\" id=\"a8936\">\u201d contiene productos editoriales por </div><div class=\"po0 fs14 cl2 l1137 t2311\" id=\"a8937\">importe neto de<div class=\"d0 w247\">\u00a0</div>35.990 miles de<div class=\"d0 w129\">\u00a0</div>euros (49.308 miles<div class=\"d0 w60\">\u00a0</div>de euros en<div class=\"d0 w343\">\u00a0</div>2023). Por su<div class=\"d0 w246\">\u00a0</div>parte, la<div class=\"d0 w34\">\u00a0</div>cuenta </div><div class=\"po0 fs26 cl2 l1137 t2312\" id=\"a8947\">\u201cProductos<div class=\"d0 w433\">\u00a0</div>en<div class=\"d0 w436\">\u00a0</div>curso\u201d</div><div class=\"po0 fs14 cl2 l1165 t2313\" id=\"a8948\"><div class=\"d0 w210\">\u00a0</div>contiene<div class=\"d0 w467\">\u00a0</div>tambi\u00e9n<div class=\"d0 w493\">\u00a0</div>productos<div class=\"d0 w440\">\u00a0</div>editoriales<div class=\"d0 w900\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>producciones<div class=\"d0 w611\">\u00a0</div>audiovisuales </div><div class=\"po0 fs14 cl2 l1137 t2314\" id=\"a8956\">pendientes<div class=\"d0 w350\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>finalizaci\u00f3n<div class=\"d0 w188\">\u00a0</div>por<div class=\"d0 w150\">\u00a0</div>importe<div class=\"d0 w253\">\u00a0</div>de<div class=\"d0 w901\">\u00a0</div>469<div class=\"d0 w260\">\u00a0</div>miles<div class=\"d0 w152\">\u00a0</div>de<div class=\"d0 w156\">\u00a0</div>euros<div class=\"d0 w527\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>1.251<div class=\"d0 w601\">\u00a0</div>miles<div class=\"d0 w152\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>euros, </div><div class=\"po0 fs14 cl2 l1137 t2315\" id=\"a8969\">respectivamente<div class=\"d0 w399\">\u00a0</div>(882<div class=\"d0 w611\">\u00a0</div>miles<div class=\"d0 w553\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>euros<div class=\"d0 w241\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>productos<div class=\"d0 w244\">\u00a0</div>editoriales<div class=\"d0 w416\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>1.239<div class=\"d0 w439\">\u00a0</div>miles<div class=\"d0 w553\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>euros<div class=\"d0 w545\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l1137 t2316\" id=\"a8979\">programas audiovisuales<div class=\"d0 w24\">\u00a0</div>en 2023). Por<div class=\"d0 w484\">\u00a0</div>\u00faltimo, la cuenta<div class=\"d0 w164\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1166 t2317\" id=\"a8986\">Materias primas y<div class=\"d0 w247\">\u00a0</div>otros consumibles</div><div class=\"po0 fs14 cl2 ls10 l1167 t2316\" id=\"a8987\">\u201d, </div><div class=\"po0 fs14 cl2 l1137 t2318\" id=\"a8988\">incluye, fundamentalmente, papel. </div></div></div><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer2282\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div 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t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1168 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1168 t2334 bgc0\">\u00a0</div>\n<div class=\"w879 po0 h12 l1169 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1171 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1171 t2334 bgc0\">\u00a0</div>\n<div class=\"w903 po0 h12 l1172 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1173 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1173 t2334 bgc0\">\u00a0</div>\n<div class=\"w123 po0 h12 l1174 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l617 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l617 t2334 bgc0\">\u00a0</div>\n<div class=\"w904 po0 h12 l618 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1175 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1175 t2334 bgc0\">\u00a0</div>\n<div class=\"w879 po0 h12 l734 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1170 t2332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1170 t2334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1170 t2334 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2285\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9013\">El movimiento de la<div class=\"d0 w47\">\u00a0</div>correcci\u00f3n de valor de las<div class=\"d0 w9\">\u00a0</div>existencias en los ejercicios 2024 y<div class=\"d0 w32\">\u00a0</div>2023 ha sido </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a9023\">el siguiente: </div><div class=\"po0 fs38 cl2 l1179 t2335\" id=\"a9027\">Miles de euros </div><div class=\"po0 fs38 cl2 l1180 t2336\" id=\"a9029\">Saldo al </div><div class=\"po0 fs38 cl2 l1181 t2337\" id=\"a9031\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1182 t2336\" id=\"a9033\">Ajuste </div><div class=\"po0 fs38 cl2 l946 t2337\" id=\"a9035\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l1183 t2336\" id=\"a9037\">Dotaciones</div><div class=\"po0 fs38 cl2 l826 t2337\" id=\"a9039\">/Excesos</div><div class=\"po0 fs38 cl2 l1184 t2338\" id=\"a9041\">Aplicaciones </div><div class=\"po0 fs38 cl2 l1185 t2336\" id=\"a9043\">Saldo al </div><div class=\"po0 fs38 cl2 l1186 t2337\" id=\"a9045\">31.12.2024 </div><div class=\"po0 fs40 cl2 l1187 t2339\" id=\"a9047\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l709 t2340\" id=\"a9053\">(19.528) </div><div class=\"po0 fs38 cl2 l1188 t2340\" id=\"a9055\">(53) </div><div class=\"po0 fs38 cl2 l903 t2340\" id=\"a9057\">(2.663) </div><div class=\"po0 fs38 cl2 l915 t2340\" id=\"a9059\">2.081 </div><div class=\"po0 fs38 cl2 l1189 t2340\" id=\"a9061\">(20.163) </div><div class=\"po0 fs38 cl2 l1179 t2341\" id=\"a9065\">Miles de euros </div><div class=\"po0 fs38 cl2 l1180 t2342\" id=\"a9067\">Saldo al </div><div class=\"po0 fs38 cl2 l1181 t2343\" id=\"a9069\">31.12.2022 </div><div class=\"po0 fs38 cl2 l1182 t2342\" id=\"a9071\">Ajuste </div><div class=\"po0 fs38 cl2 l946 t2343\" id=\"a9073\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l1183 t2342\" id=\"a9075\">Dotaciones</div><div class=\"po0 fs38 cl2 l826 t2343\" id=\"a9077\">/Excesos</div><div class=\"po0 fs38 cl2 l1184 t2344\" id=\"a9079\">Aplicaciones </div><div class=\"po0 fs38 cl2 l1185 t2342\" id=\"a9081\">Saldo al </div><div class=\"po0 fs38 cl2 l1186 t2343\" id=\"a9083\">31.12.2023 </div><div class=\"po0 fs40 cl2 l1187 t2345\" id=\"a9085\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l709 t2346\" id=\"a9091\">(24.447) </div><div class=\"po0 fs38 cl2 l668 t2346\" id=\"a9093\">896 </div><div class=\"po0 fs38 cl2 l1190 t2346\" id=\"a9095\">1.634 </div><div class=\"po0 fs38 cl2 l915 t2346\" id=\"a9097\">2.389 </div><div class=\"po0 fs38 cl2 l1189 t2346\" id=\"a9099\">(19.528) </div><div class=\"po0 fs14 cl4 l341 t611\" id=\"a9102\">A.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInventoriesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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l1197 t2365 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1198 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1199 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1199 t2365 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1200 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1201 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1201 t2365 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1202 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1194 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2365 bgc0\">\u00a0</div>\n<div class=\"po1 w562 z0\" id=\"TextContainer2290\"><div class=\"po0 fs25 cl2 l1208 t756\" id=\"a9108\">Deudores comerciales y otras cuentas a cobrar </div><div class=\"po0 fs14 cl4 l367 t2366\" id=\"a9110\">. </div><div class=\"po0 fs14 cl2 l367 t2367\" id=\"a9112\">El movimiento habido en el ep\u00edgrafe de </div><div class=\"po0 fs26 cl2 l1209 t2368\" id=\"a9113\">\u201cCorrecciones valorativas de activo\u201d</div><div class=\"po0 fs14 cl2 l1210 t2367\" id=\"a9116\"><div class=\"d0 w613\">\u00a0</div>en los ejercicios 2024 </div><div class=\"po0 fs14 cl2 l367 t2369\" id=\"a9118\">y 2023 ha sido el siguiente: </div><div class=\"po0 fs38 cl2 l1211 t2370\" id=\"a9123\">Miles de euros </div><div class=\"po0 fs38 cl2 l1212 t2371\" id=\"a9125\">Saldo al </div><div class=\"po0 fs38 cl2 l1213 t2372\" id=\"a9127\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1214 t2371\" id=\"a9129\">Ajuste</div><div class=\"po0 fs38 cl2 l1215 t2372\" id=\"a9131\">conversi\u00f3n</div><div class=\"po0 fs38 cl2 l1216 t2371\" id=\"a9133\">Dotaciones</div><div class=\"po0 fs38 cl2 l1217 t2372\" id=\"a9135\">/Excesos</div><div class=\"po0 fs38 cl2 l1218 t2373\" id=\"a9137\">Aplicaciones </div><div class=\"po0 fs38 cl2 l1219 t2371\" id=\"a9139\">Saldo al </div><div class=\"po0 fs38 cl2 l1220 t2372\" id=\"a9141\">31.12.2024 </div><div class=\"po0 fs40 cl2 l1221 t2374\" id=\"a9143\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1222 t2375\" id=\"a9149\">(63.113) </div><div class=\"po0 fs38 cl2 l1223 t2375\" id=\"a9151\">2.373<div class=\"d0 w909\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1224 t2375\" id=\"a9153\">(2.557) </div><div class=\"po0 fs38 cl2 l1225 t2375\" id=\"a9155\">2.788<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1226 t2375\" id=\"a9157\">(60.509) </div><div class=\"po0 fs37 cl4 l51 t2376\" id=\"a9160\">.</div><div class=\"po0 fs38 cl2 l1211 t2377\" id=\"a9162\">Miles de euros </div><div class=\"po0 fs38 cl2 l1212 t2378\" id=\"a9164\">Saldo al </div><div class=\"po0 fs38 cl2 l1213 t2379\" id=\"a9166\">31.12.2022 </div><div class=\"po0 fs38 cl2 l1214 t2378\" id=\"a9168\">Ajuste</div><div class=\"po0 fs38 cl2 l1215 t2379\" id=\"a9170\">conversi\u00f3n</div><div class=\"po0 fs38 cl2 l1216 t2378\" id=\"a9172\">Dotaciones</div><div class=\"po0 fs38 cl2 l1217 t2379\" id=\"a9174\">/Excesos</div><div class=\"po0 fs38 cl2 l1218 t2380\" id=\"a9176\">Aplicaciones </div><div class=\"po0 fs38 cl2 l1219 t2378\" id=\"a9178\">Saldo al </div><div class=\"po0 fs38 cl2 l1220 t2379\" id=\"a9180\">31.12.2023 </div><div class=\"po0 fs40 cl2 l1221 t2381\" id=\"a9182\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1222 t2382\" id=\"a9188\">(59.490) </div><div class=\"po0 fs38 cl2 l1227 t2382\" id=\"a9190\">(1.253) </div><div class=\"po0 fs38 cl2 l1224 t2382\" id=\"a9192\">(3.625) </div><div class=\"po0 fs38 cl2 l1225 t2382\" id=\"a9194\">1.255<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1226 t2382\" id=\"a9196\">(63.113) </div><div class=\"po0 fs14 cl4 l51 t2383\" id=\"a9198\">.</div><div class=\"po0 fs14 cl4 l341 t2384\" id=\"a9200\">.</div></div></div></div><div class=\"po1 w562 z0\" id=\"TextContainer2298\"></div><div class=\"po0 l463 t2385 f0\" id=\"div_2292_XBRL_TS_c619d826f1bb4b70a8c2c9121423ce75\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2296\"><div class=\"po0 l342 t756 f0\" id=\"div_2293_XBRL_TS_54cbc15c0d0641159fa21153d767b7ea\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2294\"><div class=\"po1 w198 z0\" id=\"TextContainer2294\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9202\">El impacto de la<div class=\"d0 w19\">\u00a0</div>NIIF 9 supone<div class=\"d0 w18\">\u00a0</div>registrar una correcci\u00f3n de valor por p\u00e9rdidas<div class=\"d0 w234\">\u00a0</div>esperadas en el </div><div class=\"po0 fs14 cl2 l340 t1087\" id=\"a9206\">momento de<div class=\"d0 w620\">\u00a0</div>reconocimiento del<div class=\"d0 w758\">\u00a0</div>ingreso, para<div class=\"d0 w758\">\u00a0</div>lo cual<div class=\"d0 w756\">\u00a0</div>se ha<div class=\"d0 w266\">\u00a0</div>determinado una<div class=\"d0 w326\">\u00a0</div>ratio de<div class=\"d0 w753\">\u00a0</div>morosidad </div><div class=\"po0 fs14 cl2 l340 t764\" id=\"a9210\">hist\u00f3rico por<div class=\"d0 w232\">\u00a0</div>negocio y<div class=\"d0 w98\">\u00a0</div>tipolog\u00eda de<div class=\"d0 w238\">\u00a0</div>cliente, que<div class=\"d0 w484\">\u00a0</div>es aplicado<div class=\"d0 w164\">\u00a0</div>sobre el<div class=\"d0 w404\">\u00a0</div>importe de<div class=\"d0 w420\">\u00a0</div>la venta<div class=\"d0 w248\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t765\" id=\"a9211\">tipo de cliente. La correcci\u00f3n<div class=\"d0 w375\">\u00a0</div>de valor por p\u00e9rdidas esperadas<div class=\"d0 w556\">\u00a0</div>m\u00e1s significativa est\u00e1 asociada<div class=\"d0 w354\">\u00a0</div>al </div></div></div></div></div></div></div></div></div><div class=\"po1 w502 h183 lh0\" id=\"TextBlockContainer2327\"><div class=\"po0 l342 t756 f0\" id=\"div_2311_XBRL_TS_54317b07ed184619a089ce932dec98a7_2\"><div class=\"po1 w502 h183 lh0\" id=\"TextBlockContainer2325\"><div class=\"po0 l342 t756 f0\" id=\"div_2312_XBRL_TS_77eb2d7b1af3443d9be3fd3e7775da9b_2\"><div class=\"po1 w502 h183 lh0\" id=\"TextBlockContainer2322\"><div class=\"w89 po0 h12 l1228 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1228 t2387 bgc0\">\u00a0</div>\n<div class=\"w910 po0 h12 l1229 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1230 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1230 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1228 t2388 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1230 t2388 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1228 t2389 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l1229 t2389 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1231 t2389 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1232 t2389 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1230 t2389 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l1228 t2390 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l1231 t2390 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l1230 t2390 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1233 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1233 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1234 t1347 bgc0\">\u00a0</div>\n<div class=\"w913 po0 h12 l1235 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1228 t1347 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l1229 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1231 t1347 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1232 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1230 t1347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1233 t2391 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1228 t2391 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1231 t2391 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1230 t2391 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1233 t2392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1228 t2392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1231 t2392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1230 t2392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1233 t2393 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1228 t2393 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1231 t2393 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1230 t2393 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1233 t2394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1228 t2394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1231 t2394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1230 t2394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1233 t1504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1228 t1504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1231 t1504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1230 t1504 bgc0\">\u00a0</div>\n<div class=\"w914 po0 h41 l1234 t2395 bgc3\">\u00a0</div>\n<div class=\"w915 po0 h33 l1236 t2396 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h41 l1229 t2395 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h33 l1237 t2396 bgc3\">\u00a0</div>\n<div class=\"w917 po0 h41 l1232 t2395 bgc3\">\u00a0</div>\n<div class=\"w918 po0 h33 l1238 t2396 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1233 t468 bgc0\">\u00a0</div>\n<div class=\"w914 po0 h12 l1234 t468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1228 t468 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l1229 t468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1231 t468 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1232 t468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1230 t468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2315\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9225\">ep\u00edgrafe de </div><div class=\"po0 fs26 cl2 l1239 t814\" id=\"a9226\">\u201cClientes por ventas y<div class=\"d0 w406\">\u00a0</div>prestaci\u00f3n de servicios\u201d,</div><div class=\"po0 fs14 cl2 l1240 t756\" id=\"a9228\"><div class=\"d0 w352\">\u00a0</div>cuyo importe a 31 de<div class=\"d0 w515\">\u00a0</div>diciembre de 2024 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a9234\">asciende a 45.048 miles de euros (48.022 miles de euros a 31 de diciembre de<div class=\"d0 w85\">\u00a0</div>2023).</div></div></div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer2322\"><div class=\"po0 fs14 cl2 l362 t817\" id=\"a9244\">La partida m\u00e1s<div class=\"d0 w111\">\u00a0</div>significativa del ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l1241 t2397\" id=\"a9245\">Deudores comerciales y<div class=\"d0 w395\">\u00a0</div>otras cuentas a<div class=\"d0 w22\">\u00a0</div>cobrar</div><div class=\"po0 fs14 cl2 l1242 t817\" id=\"a9246\">\u201d es<div class=\"d0 w34\">\u00a0</div>la de </div><div class=\"po0 fs14 cl2 l362 t818\" id=\"a9247\">\u201c</div><div class=\"po0 fs26 cl2 l1243 t2398\" id=\"a9248\">Clientes por ventas y prestaci\u00f3n<div class=\"d0 w50\">\u00a0</div>de servicios</div><div class=\"po0 fs14 cl2 l1244 t818\" id=\"a9249\">\u201d cuyo importe a<div class=\"d0 w47\">\u00a0</div>31 de diciembre de 2024, neto<div class=\"d0 w171\">\u00a0</div>de la </div><div class=\"po0 fs14 cl2 l362 t819\" id=\"a9251\">citada correcci\u00f3n<div class=\"d0 w223\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>valor,<div class=\"d0 w137\">\u00a0</div>asciende a<div class=\"d0 w175\">\u00a0</div>244.630 miles<div class=\"d0 w476\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>(252.005 miles<div class=\"d0 w421\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros a<div class=\"d0 w238\">\u00a0</div>31 de </div><div class=\"po0 fs14 cl2 l362 t820\" id=\"a9259\">diciembre de 2023). El detalle de la antig\u00fcedad de este saldo es el<div class=\"d0 w341\">\u00a0</div>siguiente: </div><div class=\"po0 fs38 cl2 l1245 t2399\" id=\"a9263\">Miles de euros </div><div class=\"po0 fs38 cl2 l777 t2400\" id=\"a9265\">Saldo al </div><div class=\"po0 fs38 cl2 l1246 t2401\" id=\"a9266\">31.12.2024 </div><div class=\"po0 fs38 cl2 l578 t2400\" id=\"a9268\">Saldo al </div><div class=\"po0 fs38 cl2 l588 t2401\" id=\"a9269\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1247 t2402\" id=\"a9271\">0-3 meses </div><div class=\"po0 fs38 cl2 l925 t2402\" id=\"a9275\">231.263 </div><div class=\"po0 fs38 cl2 l419 t2402\" id=\"a9277\">217.969 </div><div class=\"po0 fs38 cl2 l1247 t2403\" id=\"a9279\">3-6 meses </div><div class=\"po0 fs38 cl2 l644 t2403\" id=\"a9283\">6.841 </div><div class=\"po0 fs38 cl2 l944 t2403\" id=\"a9285\">16.428 </div><div class=\"po0 fs38 cl2 l1247 t2404\" id=\"a9287\">6 meses- 1 a\u00f1o </div><div class=\"po0 fs38 cl2 l644 t2404\" id=\"a9292\">6.063 </div><div class=\"po0 fs38 cl2 l944 t2404\" id=\"a9294\">14.513 </div><div class=\"po0 fs38 cl2 l1247 t1521\" id=\"a9296\">1 a\u00f1o- 3 a\u00f1os </div><div class=\"po0 fs38 cl2 l1248 t1521\" id=\"a9302\">463 </div><div class=\"po0 fs38 cl2 l1249 t1521\" id=\"a9304\">3.087 </div><div class=\"po0 fs38 cl2 l1247 t2405\" id=\"a9306\">Superior a 3 a\u00f1os </div><div class=\"po0 fs38 cl2 l1250 t2405\" id=\"a9308\">0 </div><div class=\"po0 fs38 cl2 l785 t2405\" id=\"a9310\">8 </div><div class=\"po0 fs39 cl2 l1247 t2406\" id=\"a9312\">Total </div><div class=\"po0 fs39 cl2 l925 t2406\" id=\"a9314\">244.630 </div><div class=\"po0 fs39 cl2 l419 t2406\" id=\"a9316\">252.005 </div></div><div class=\"po0 l342 t435 f0\" id=\"div_2319_XBRL_TS_f291ba2f79e04283a3ee99657d7e056b\"><div class=\"po1 w502 h99 lh0\" id=\"TextBlockContainer2320\"><div class=\"po1 w502 z0\" id=\"TextContainer2320\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9320\">Adicionalmente, el ep\u00edgrafe<div class=\"d0 w557\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1001 t814\" id=\"a9321\">Deudores comerciales y<div class=\"d0 w556\">\u00a0</div>otras cuentas a<div class=\"d0 w515\">\u00a0</div>cobrar-<div class=\"d0 w919\">\u00a0</div>Otros deudores</div><div class=\"po0 fs14 cl2 l1251 t756\" id=\"a9325\">\u201d incluye </div><div class=\"po0 fs14 cl2 l340 t2214\" id=\"a9326\">a<div class=\"d0 w63\">\u00a0</div>31 de<div class=\"d0 w391\">\u00a0</div>diciembre de<div class=\"d0 w486\">\u00a0</div>2024 un<div class=\"d0 w248\">\u00a0</div>importe de<div class=\"d0 w420\">\u00a0</div>11.717 miles<div class=\"d0 w247\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>(9.790 miles<div class=\"d0 w421\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>a 31<div class=\"d0 w98\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a9333\">diciembre de<div class=\"d0 w294\">\u00a0</div>2023)<div class=\"d0 w264\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>ajustes por<div class=\"d0 w285\">\u00a0</div>periodificaci\u00f3n,<div class=\"d0 w38\">\u00a0</div>correspondientes a<div class=\"d0 w166\">\u00a0</div>facturas pendientes<div class=\"d0 w292\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a9334\">imputar<div class=\"d0 w48\">\u00a0</div>como gasto<div class=\"d0 w284\">\u00a0</div>en la<div class=\"d0 w517\">\u00a0</div>cuenta de<div class=\"d0 w288\">\u00a0</div>resultados consolidada<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>periodos futuros<div class=\"d0 w287\">\u00a0</div>conforme al </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a9335\">criterio de devengo.</div></div></div></div></div></div></div></div></div><div class=\"po1 w755 h185 lh0\" id=\"TextBlockContainer2337\"><div class=\"po1 w755 z0\" id=\"TextContainer2337\"><div class=\"po0 fs25 cl2 l507 t756\" id=\"a9340\">Efectivo y otros medios l\u00edquidos equivalentes </div><div class=\"po0 fs14 cl2 l1252 t2408\" id=\"a9343\">El<div class=\"d0 w278\">\u00a0</div>saldo<div class=\"d0 w586\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w276\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1253 t2409\" id=\"a9344\">Efectivo<div class=\"d0 w468\">\u00a0</div>y<div class=\"d0 w276\">\u00a0</div>otros<div class=\"d0 w285\">\u00a0</div>medios<div class=\"d0 w494\">\u00a0</div>l\u00edquidos<div class=\"d0 w336\">\u00a0</div>equivalentes</div><div class=\"po0 fs14 cl2 l1254 t2408\" id=\"a9345\">\u201d<div class=\"d0 w276\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>balance<div class=\"d0 w437\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>situaci\u00f3n </div><div class=\"po0 fs14 cl2 l1252 t769\" id=\"a9346\">consolidado adjunto a 31<div class=\"d0 w479\">\u00a0</div>de diciembre de<div class=\"d0 w125\">\u00a0</div>2024 asciende a 156.008<div class=\"d0 w556\">\u00a0</div>miles de euros (176.610<div class=\"d0 w614\">\u00a0</div>miles </div><div class=\"po0 fs14 cl2 l1252 t770\" id=\"a9353\">de euros<div class=\"d0 w20\">\u00a0</div>a 31 de<div class=\"d0 w30\">\u00a0</div>diciembre de 2023).<div class=\"d0 w129\">\u00a0</div>Este importe incluye, aproximadamente,<div class=\"d0 w49\">\u00a0</div>85.975 miles de </div><div class=\"po0 fs14 cl2 l1252 t771\" id=\"a9354\">euros pertenecientes a las<div class=\"d0 w406\">\u00a0</div>sociedades de los segmentos<div class=\"d0 w341\">\u00a0</div>de Media y Educaci\u00f3n localizadas<div class=\"d0 w472\">\u00a0</div>fuera </div><div class=\"po0 fs14 cl2 l1252 t1017\" id=\"a9359\">de Espa\u00f1a (98.029 miles de euros a 31 de diciembre de 2023).<div class=\"d0 w920\">\u00a0</div></div></div><div class=\"po0 l396 t1104 f0\" id=\"div_2334_XBRL_TS_43d4fa538a3b46f389a8c25ef5303b2d\"><div class=\"po1 w502 h184 lh0\" id=\"TextBlockContainer2335\"><div class=\"po1 w502 z0\" id=\"TextContainer2335\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9364\">Asimismo, el<div class=\"d0 w47\">\u00a0</div>efectivo a 31<div class=\"d0 w7\">\u00a0</div>de diciembre de<div class=\"d0 w383\">\u00a0</div>2023 inclu\u00eda 10.000 miles<div class=\"d0 w8\">\u00a0</div>de euros<div class=\"d0 w20\">\u00a0</div>recibidos por la </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a9365\">Sociedad conforme al \u201ccontrato de escrow\u201d asociado al acuerdo de compraventa de<div class=\"d0 w49\">\u00a0</div>Vertix por </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a9366\">parte de Cofina<div class=\"d0 w331\">\u00a0</div>en 2019. Este<div class=\"d0 w446\">\u00a0</div>importe se<div class=\"d0 w113\">\u00a0</div>encontraba en<div class=\"d0 w392\">\u00a0</div>disputa con<div class=\"d0 w342\">\u00a0</div>Cofina desde que<div class=\"d0 w697\">\u00a0</div>se produjo </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a9368\">el incumplimiento del referido acuerdo de compraventa por parte de Cofina en marzo<div class=\"d0 w22\">\u00a0</div>de 2020 </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a9369\">por lo que la Sociedad no pod\u00eda disponer<div class=\"d0 w266\">\u00a0</div>de este importe hasta que se resolviera<div class=\"d0 w354\">\u00a0</div>dicha disputa, </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a9370\">y por ello<div class=\"d0 w396\">\u00a0</div>ten\u00eda registrado a 31 de<div class=\"d0 w201\">\u00a0</div>diciembre de 2023 un<div class=\"d0 w418\">\u00a0</div>pasivo en el ep\u00edgrafe de<div class=\"d0 w31\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l608 t2410\" id=\"a9372\">Otras deudas </div><div class=\"po0 fs26 cl2 l340 t406\" id=\"a9373\">no comerciales</div><div class=\"po0 fs14 cl2 l1255 t820\" id=\"a9374\">\u201d por<div class=\"d0 w396\">\u00a0</div>el mismo<div class=\"d0 w167\">\u00a0</div>importe (</div><div class=\"po0 fs26 cl2 l1256 t406\" id=\"a9375\">v\u00e9ase nota<div class=\"d0 w418\">\u00a0</div>9 d</div><div class=\"po0 fs14 cl2 l1257 t820\" id=\"a9376\">). Este<div class=\"d0 w345\">\u00a0</div>incumplimiento conllev\u00f3 que<div class=\"d0 w293\">\u00a0</div>no se </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a9377\">materializara la referida venta de Vertix a Cofina.<div class=\"d0 w921\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t2411\" id=\"a9380\">Con<div class=\"d0 w111\">\u00a0</div>fecha 22<div class=\"d0 w463\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>febrero<div class=\"d0 w18\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2024, el<div class=\"d0 w378\">\u00a0</div>Tribunal<div class=\"d0 w33\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>Arbitraje<div class=\"d0 w236\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Portugal<div class=\"d0 w57\">\u00a0</div>(que<div class=\"d0 w39\">\u00a0</div>deb\u00eda<div class=\"d0 w333\">\u00a0</div>resolver la </div><div class=\"po0 fs14 cl2 l340 t2412\" id=\"a9382\">disputa<div class=\"d0 w419\">\u00a0</div>entre<div class=\"d0 w34\">\u00a0</div>ambas<div class=\"d0 w48\">\u00a0</div>partes)<div class=\"d0 w19\">\u00a0</div>conden\u00f3<div class=\"d0 w264\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>Cofina<div class=\"d0 w234\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>pagar<div class=\"d0 w223\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>PRISA<div class=\"d0 w366\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>importe<div class=\"d0 w228\">\u00a0</div>depositado<div class=\"d0 w63\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t2413\" id=\"a9383\">cuenta escrow (10.000 miles de euros) (m\u00e1s los intereses<div class=\"d0 w532\">\u00a0</div>devengados), obligando a la primera a </div><div class=\"po0 fs14 cl2 l340 t2414\" id=\"a9384\">tomar todas<div class=\"d0 w164\">\u00a0</div>las acciones<div class=\"d0 w34\">\u00a0</div>necesarias para<div class=\"d0 w30\">\u00a0</div>que dicha<div class=\"d0 w23\">\u00a0</div>cantidad pasara<div class=\"d0 w30\">\u00a0</div>a estar<div class=\"d0 w486\">\u00a0</div>disponible para<div class=\"d0 w33\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t2415\" id=\"a9386\">Sociedad. Con fecha 1 de<div class=\"d0 w479\">\u00a0</div>marzo de 2024 se transfiri\u00f3<div class=\"d0 w498\">\u00a0</div>el importe depositado en la cuenta<div class=\"d0 w392\">\u00a0</div>escrow </div><div class=\"po0 fs14 cl2 l340 t2416\" id=\"a9387\">a otra cuenta bancaria a nombre de<div class=\"d0 w140\">\u00a0</div>la Sociedad, estando por tanto disponible.<div class=\"d0 w634\">\u00a0</div>Esto ha supuesto </div><div class=\"po0 fs14 cl2 l340 t1453\" id=\"a9390\">un ajuste negativo por<div class=\"d0 w478\">\u00a0</div>el citado importe en<div class=\"d0 w332\">\u00a0</div>la l\u00ednea de<div class=\"d0 w561\">\u00a0</div>\u201cOtros ajustes al<div class=\"d0 w251\">\u00a0</div>resultado\u201d del estado<div class=\"d0 w325\">\u00a0</div>de </div></div></div></div></div><div class=\"po1 w681 h176 lh0\" id=\"TextBlockContainer2354\"><div class=\"po0 l342 t756 f0\" id=\"div_2345_XBRL_TS_01dc7eeaedf740df8a0c37641ae6b8b2_1\"><div class=\"po1 w681 h176 lh0\" id=\"TextBlockContainer2352\"><div class=\"po0 l342 t756 f0\" id=\"div_2346_XBRL_TS_b696e279c244474fb1c957e760a857c5_1\"><div class=\"po1 w681 h176 lh0\" id=\"TextBlockContainer2350\"><div class=\"w89 po0 h12 l1258 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1258 t2417 bgc0\">\u00a0</div>\n<div class=\"w910 po0 h12 l1259 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1260 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1260 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1258 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1260 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1258 t2419 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l1259 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1261 t2419 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1262 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1260 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1258 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1261 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1260 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1263 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1263 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1264 t2421 bgc0\">\u00a0</div>\n<div class=\"w922 po0 h12 l1265 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1258 t2421 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l1259 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1261 t2421 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1262 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1260 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1263 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1258 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1261 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1260 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1263 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1258 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1261 t2422 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w374 z0\" id=\"TextContainer2348\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9402\">flujos de efectivo consolidado del ejercicio 2024 para<div class=\"d0 w57\">\u00a0</div>ajustar el ingreso reconocido en la cuenta </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a9403\">de resultados consolidada (</div><div class=\"po0 fs26 cl2 l1270 t815\" id=\"a9406\">v\u00e9anse notas 13 y 15</div><div class=\"po0 fs14 cl2 l1271 t1088\" id=\"a9407\">).</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2350\"><div class=\"po0 fs14 cl2 l451 t817\" id=\"a9411\">El desglose del efectivo y otros medios l\u00edquidos equivalentes es el siguiente: </div><div class=\"po0 fs38 cl2 l1272 t2425\" id=\"a9415\">Miles de euros </div><div class=\"po0 fs38 cl2 l1273 t2426\" id=\"a9417\">Saldo al </div><div class=\"po0 fs38 cl2 l652 t2427\" id=\"a9418\">31.12.2024 </div><div class=\"po0 fs38 cl2 l789 t2426\" id=\"a9420\">Saldo al </div><div class=\"po0 fs38 cl2 l646 t2427\" id=\"a9421\">31.12.2023 </div><div class=\"po0 fs18 cl2 l1274 t2428\" id=\"a9423\">Efectivo </div><div class=\"po0 fs38 cl2 l1275 t2429\" id=\"a9425\">76.274 </div><div class=\"po0 fs38 cl2 l1276 t2429\" id=\"a9427\">76.552 </div><div class=\"po0 fs18 cl2 l1274 t2430\" id=\"a9429\">Otros medios l\u00edquidos equivalentes </div><div class=\"po0 fs38 cl2 l1275 t2431\" id=\"a9431\">79.734 </div><div class=\"po0 fs38 cl2 l1277 t2431\" id=\"a9433\">100.058 </div><div class=\"po0 fs39 cl2 l1274 t2432\" id=\"a9435\">Efectivo y otros medios l\u00edquidos equivalentes </div><div class=\"po0 fs39 cl2 l1278 t2432\" id=\"a9437\">156.008 </div><div class=\"po0 fs39 cl2 l1277 t2432\" id=\"a9439\">176.610 </div><div class=\"po0 fs14 cl2 l451 t419\" id=\"a9443\">La disminuci\u00f3n<div class=\"d0 w543\">\u00a0</div>en los<div class=\"d0 w283\">\u00a0</div>otros medios<div class=\"d0 w30\">\u00a0</div>l\u00edquidos equivalentes<div class=\"d0 w47\">\u00a0</div>se debe<div class=\"d0 w390\">\u00a0</div>a menores<div class=\"d0 w369\">\u00a0</div>colocaciones de </div><div class=\"po0 fs14 cl2 l451 t2433\" id=\"a9445\">tesorer\u00eda<div class=\"d0 w201\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>muy<div class=\"d0 w17\">\u00a0</div>corto<div class=\"d0 w22\">\u00a0</div>plazo<div class=\"d0 w38\">\u00a0</div>(plazo m\u00e1ximo<div class=\"d0 w372\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>3<div class=\"d0 w63\">\u00a0</div>meses<div class=\"d0 w518\">\u00a0</div>o<div class=\"d0 w246\">\u00a0</div>incluso<div class=\"d0 w47\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>periodos semanales)<div class=\"d0 w379\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l451 t2434\" id=\"a9449\">Santillana<div class=\"d0 w630\">\u00a0</div>en<div class=\"d0 w305\">\u00a0</div>Latinoam\u00e9rica,<div class=\"d0 w155\">\u00a0</div>como<div class=\"d0 w638\">\u00a0</div>consecuencia<div class=\"d0 w257\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>variaci\u00f3n<div class=\"d0 w628\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>caja<div class=\"d0 w925\">\u00a0</div>del<div class=\"d0 w158\">\u00a0</div>a\u00f1o.<div class=\"d0 w630\">\u00a0</div>Estas </div><div class=\"po0 fs14 cl2 l451 t2435\" id=\"a9457\">imposiciones devengan un tipo de<div class=\"d0 w341\">\u00a0</div>inter\u00e9s de mercado conforme<div class=\"d0 w341\">\u00a0</div>a las condiciones existentes en </div><div class=\"po0 fs14 cl2 l451 t2436\" id=\"a9460\">cada momento (</div><div class=\"po0 fs26 cl2 l1279 t2437\" id=\"a9461\">v\u00e9ase nota 15</div><div class=\"po0 fs14 cl2 ls11 l1280 t2438\" id=\"a9462\">).</div></div></div></div></div></div></div><div class=\"po1 w374 h187 lh0\" id=\"TextBlockContainer2363\"><div class=\"po1 w374 z0\" id=\"TextContainer2363\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a9468\">Otras deudas no comerciales </div></div><div class=\"po0 l396 t1089 f0\" id=\"div_2357_XBRL_TS_27041c84c23747c9bdf2ab0351f285e6\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2361\"><div class=\"po0 l342 t756 f0\" id=\"div_2358_XBRL_TS_b9236ee0d2934d1eb9711dabf0d826bb\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2359\"><div class=\"po1 w198 z0\" id=\"TextContainer2359\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9470\">El ep\u00edgrafe<div class=\"d0 w228\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1282 t814\" id=\"a9471\">Otras deudas<div class=\"d0 w395\">\u00a0</div>no comerciales</div><div class=\"po0 fs14 cl2 l1283 t756\" id=\"a9472\">\u201d del<div class=\"d0 w295\">\u00a0</div>balance de situaci\u00f3n<div class=\"d0 w111\">\u00a0</div>consolidado adjunto a<div class=\"d0 w169\">\u00a0</div>31 de </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a9473\">diciembre de 2024 asciende a 35.368 miles de<div class=\"d0 w113\">\u00a0</div>euros (46.995 miles de euros a 31 de diciembre<div class=\"d0 w423\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a9474\">2023) e incluye, fundamentalmente, remuneraciones<div class=\"d0 w424\">\u00a0</div>pendientes de pago. A 31 de<div class=\"d0 w402\">\u00a0</div>diciembre de </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a9475\">2023 inclu\u00eda tambi\u00e9n<div class=\"d0 w384\">\u00a0</div>el pasivo financiero<div class=\"d0 w560\">\u00a0</div>relacionado con<div class=\"d0 w472\">\u00a0</div>la cuenta<div class=\"d0 w125\">\u00a0</div>escrow citada<div class=\"d0 w330\">\u00a0</div>en el<div class=\"d0 w140\">\u00a0</div>apartado </div><div class=\"po0 fs14 cl2 l340 t1093\" id=\"a9481\">c anterior, que<div class=\"d0 w31\">\u00a0</div>ha sido dado<div class=\"d0 w234\">\u00a0</div>de baja en<div class=\"d0 w38\">\u00a0</div>el ejercicio 2024<div class=\"d0 w246\">\u00a0</div>con abono al<div class=\"d0 w30\">\u00a0</div>ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l940 t2441\" id=\"a9483\">Otros ingresos</div><div class=\"po0 fs14 cl2 ls12 l1284 t1093\" id=\"a9484\">\u201d </div><div class=\"po0 fs14 cl2 l340 t2442\" id=\"a9485\">de la<div class=\"d0 w295\">\u00a0</div>cuenta de<div class=\"d0 w9\">\u00a0</div>resultados consolidada, como<div class=\"d0 w394\">\u00a0</div>consecuencia del laudo<div class=\"d0 w169\">\u00a0</div>dictado por<div class=\"d0 w383\">\u00a0</div>el Tribunal </div><div class=\"po0 fs14 cl2 l340 t1095\" id=\"a9488\">de Arbitraje de Portugal (</div><div class=\"po0 fs26 cl2 l1285 t2443\" id=\"a9491\">v\u00e9ase nota 13)</div><div class=\"po0 fs14 cl2 l1286 t1312\" id=\"a9493\">.</div></div></div></div></div></div></div><div class=\"po1 w681 h223 lh0\" id=\"TextBlockContainer2462\"><div class=\"po1 w681 z0\" id=\"TextContainer2462\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a11450\">(11)<div class=\"d0 w391\">\u00a0</div>INVERSIONES FINANCIERAS Y PASIVOS FINANCIEROS </div><div class=\"po0 fs25 cl2 l451 t1778\" id=\"a11456\">a)</div><div class=\"po0 fs25 cl2 l873 t1778\" id=\"a11458\">Inversiones Financieras </div></div><div class=\"po0 l450 t2936 f0\" id=\"div_2453_XBRL_TS_ede9db616acf4679859829f1e245a384\"><div class=\"po1 w198 h222 lh0\" id=\"TextBlockContainer2460\"><div class=\"po0 l342 t756 f0\" id=\"div_2454_XBRL_TS_1124f4ec241c443c8edc2cbd0ae64622\"><div class=\"po1 w198 h222 lh0\" id=\"TextBlockContainer2458\"><div class=\"po0 l342 t756 f0\" id=\"div_2455_XBRL_TS_f0b78ec232b44ad2a17bfcd75f15deb8\"><div class=\"po1 w198 h222 lh0\" id=\"TextBlockContainer2456\"><div class=\"w89 po0 h12 l1701 t862 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1701 t862 bgc0\">\u00a0</div>\n<div class=\"w1025 po0 h12 l1702 t862 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1703 t862 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1703 t862 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h214 l1701 t2863 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h214 l1703 t2863 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1701 t2864 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1702 t2864 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1704 t2864 bgc0\">\u00a0</div>\n<div class=\"w1027 po0 h12 l338 t2864 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1703 t2864 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1701 t2865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1704 t2865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1703 t2865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1701 t2866 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1704 t2866 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l338 t2866 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l631 t2866 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1705 t2866 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1334 t2866 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1706 t2866 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1703 t2866 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h216 l1701 t2867 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h216 l1704 t2867 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h216 l631 t2867 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h216 l1334 t2867 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h216 l1703 t2867 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2868 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2868 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t2868 bgc0\">\u00a0</div>\n<div class=\"w1000 po0 h12 l530 t2868 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1701 t2868 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1702 t2868 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1704 t2868 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l338 t2868 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l631 t2868 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1705 t2868 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1334 t2868 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1706 t2868 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1703 t2868 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h214 l528 t2869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h214 l1701 t2869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h214 l1704 t2869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h214 l631 t2869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h214 l1334 t2869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h214 l1703 t2869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l528 t2344 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1701 t2344 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1704 t2344 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l631 t2344 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1334 t2344 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1703 t2344 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l528 t2870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1701 t2870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1704 t2870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l631 t2870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1334 t2870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1703 t2870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l528 t2871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1701 t2871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1704 t2871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l631 t2871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1334 t2871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1703 t2871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l528 t2872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1701 t2872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1704 t2872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l631 t2872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1334 t2872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1703 t2872 bgc0\">\u00a0</div>\n<div class=\"w1001 po0 h219 l529 t2873 bgc3\">\u00a0</div>\n<div class=\"w985 po0 h33 l1707 t2874 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h219 l1702 t2873 bgc3\">\u00a0</div>\n<div class=\"w1028 po0 h33 l613 t2874 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h219 l338 t2873 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1708 t2874 bgc3\">\u00a0</div>\n<div class=\"w983 po0 h219 l1705 t2873 bgc3\">\u00a0</div>\n<div class=\"w989 po0 h33 l1709 t2874 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h219 l1710 t2873 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1711 t2874 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2875 bgc0\">\u00a0</div>\n<div class=\"w1001 po0 h12 l529 t2875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1701 t2875 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1702 t2875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1704 t2875 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l338 t2875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l631 t2875 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1705 t2875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1334 t2875 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1706 t2875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1703 t2875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l528 t2873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2876 bgc0\">\u00a0</div>\n<div class=\"w1001 po0 h12 l529 t2876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1701 t2873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1701 t2876 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1702 t2876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1704 t2873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1704 t2876 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l338 t2876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l631 t2873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l631 t2876 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1705 t2876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1334 t2873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1334 t2876 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1706 t2876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1703 t2873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1703 t2876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1703 t2876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2877 bgc0\">\u00a0</div>\n<div class=\"w1029 po0 h12 l1713 t2877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h214 l1712 t2878 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h214 l953 t2878 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h220 l1713 t2879 bgc1\">\u00a0</div>\n<div class=\"w1030 po0 h175 l1714 t2880 bgc1\">\u00a0</div>\n<div class=\"w1030 po0 h175 l1714 t2881 bgc1\">\u00a0</div>\n<div class=\"w1030 po0 h178 l1714 t2882 bgc1\">\u00a0</div>\n<div class=\"w1030 po0 h175 l1714 t2883 bgc1\">\u00a0</div>\n<div class=\"w1030 po0 h178 l1714 t2884 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2885 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1713 t2885 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1052 t2885 bgc0\">\u00a0</div>\n<div class=\"w1027 po0 h12 l1715 t2885 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2885 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1712 t2886 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1052 t2886 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l953 t2886 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2887 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1052 t2887 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1715 t2887 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1716 t2887 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1717 t2887 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1135 t2887 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1718 t2887 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2887 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1712 t2888 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1052 t2888 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1716 t2888 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1135 t2888 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l953 t2888 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1719 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1719 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1720 t2889 bgc0\">\u00a0</div>\n<div class=\"w1031 po0 h12 l1721 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2889 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1713 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1052 t2889 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1715 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1716 t2889 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1717 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1135 t2889 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1718 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1719 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1712 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1052 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1716 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1135 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l953 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1719 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1712 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1052 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1716 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1135 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l953 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l1719 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l1712 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l1052 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l1716 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l1135 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l953 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1719 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1712 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1052 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1716 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1135 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l953 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l1719 t585 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l1712 t585 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l1052 t585 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l1716 t585 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l1135 t585 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l953 t585 bgc0\">\u00a0</div>\n<div class=\"w1032 po0 h218 l1720 t2893 bgc3\">\u00a0</div>\n<div class=\"w1000 po0 h33 l463 t2894 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h218 l1713 t2893 bgc3\">\u00a0</div>\n<div class=\"w1030 po0 h33 l1714 t2894 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h218 l1715 t2893 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1722 t2894 bgc3\">\u00a0</div>\n<div class=\"w983 po0 h218 l1723 t2893 bgc3\">\u00a0</div>\n<div class=\"w989 po0 h33 l1724 t2894 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h218 l1718 t2893 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1725 t2894 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1719 t2895 bgc0\">\u00a0</div>\n<div class=\"w1032 po0 h12 l1720 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2895 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1713 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1052 t2895 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1715 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1716 t2895 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1717 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1135 t2895 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1718 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1719 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1719 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1719 t2896 bgc0\">\u00a0</div>\n<div class=\"w1032 po0 h12 l1720 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1712 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2896 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1713 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1052 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1052 t2896 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1715 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1716 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1716 t2896 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1717 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1135 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1135 t2896 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1718 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l953 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2896 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2456\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a11460\">El desglose por categor\u00edas de las inversiones<div class=\"d0 w353\">\u00a0</div>financieras del Grupo a 31 de diciembre<div class=\"d0 w532\">\u00a0</div>de 2024 y </div><div class=\"po0 fs14 cl2 l540 t757\" id=\"a11462\">2023 es el siguiente: </div><div class=\"po0 fs25 cl2 l540 t1168\" id=\"a11467\">Ejercicio 2024 \u2013 </div><div class=\"po0 fs38 cl2 l1726 t2897\" id=\"a11472\">Miles de euros </div><div class=\"po0 fs38 cl2 l1727 t2898\" id=\"a11474\">Inversiones </div><div class=\"po0 fs38 cl2 l1728 t2622\" id=\"a11475\">financieras a </div><div class=\"po0 fs38 cl2 l638 t2899\" id=\"a11476\">valor razonable </div><div class=\"po0 fs38 cl2 l1729 t2900\" id=\"a11477\">con cambios en </div><div class=\"po0 fs38 cl2 l675 t2901\" id=\"a11478\">resultado </div><div class=\"po0 fs38 cl2 l1730 t2902\" id=\"a11480\">Inversiones financieras a coste </div><div class=\"po0 fs38 cl2 l680 t2903\" id=\"a11483\">amortizado </div><div class=\"po0 fs38 cl2 l1003 t2904\" id=\"a11485\">Cr\u00e9ditos </div><div class=\"po0 fs38 cl2 l848 t2905\" id=\"a11487\">Otros activos </div><div class=\"po0 fs38 cl2 l1731 t2906\" id=\"a11488\">financieros a </div><div class=\"po0 fs38 cl2 l1732 t2907\" id=\"a11489\">coste </div><div class=\"po0 fs38 cl2 l1339 t2908\" id=\"a11491\">amortizado </div><div class=\"po0 fs39 cl2 l1733 t2909\" id=\"a11493\">Total </div><div class=\"po0 fs38 cl2 l1734 t2910\" id=\"a11495\">Otros activos financieros </div><div class=\"po0 fs38 cl2 l1735 t2910\" id=\"a11497\">- </div><div class=\"po0 fs38 cl2 l856 t2910\" id=\"a11499\">1.280 </div><div class=\"po0 fs38 cl2 l1736 t2910\" id=\"a11501\">4.526 </div><div class=\"po0 fs38 cl2 l989 t2910\" id=\"a11503\">5.806 </div><div class=\"po0 fs39 cl2 l1734 t2911\" id=\"a11505\">Inversiones financieras<div class=\"d0 w291\">\u00a0</div>no corrientes </div><div class=\"po0 fs39 cl2 l1735 t2911\" id=\"a11507\">- </div><div class=\"po0 fs39 cl2 l856 t2911\" id=\"a11509\">1.280 </div><div class=\"po0 fs39 cl2 l1736 t2911\" id=\"a11511\">4.526 </div><div class=\"po0 fs39 cl2 l989 t2911\" id=\"a11513\">5.806 </div><div class=\"po0 fs38 cl2 l1734 t2912\" id=\"a11515\">Otros activos financieros </div><div class=\"po0 fs38 cl2 l1735 t2912\" id=\"a11517\">- </div><div class=\"po0 fs38 cl2 l1737 t2912\" id=\"a11519\">38 </div><div class=\"po0 fs38 cl2 l1738 t2912\" id=\"a11521\">875 </div><div class=\"po0 fs38 cl2 l837 t2912\" id=\"a11523\">913 </div><div class=\"po0 fs39 cl2 l1734 t2913\" id=\"a11525\">Inversiones<div class=\"d0 w361\">\u00a0</div>financieras corrientes </div><div class=\"po0 fs39 cl2 l1735 t2913\" id=\"a11528\">- </div><div class=\"po0 fs39 cl2 l1737 t2913\" id=\"a11530\">38 </div><div class=\"po0 fs39 cl2 l1738 t2913\" id=\"a11532\">875 </div><div class=\"po0 fs39 cl2 l837 t2913\" id=\"a11534\">913 </div><div class=\"po0 fs39 cl2 l1734 t2914\" id=\"a11536\">Derivados corrientes </div><div class=\"po0 fs39 cl2 l547 t2914\" id=\"a11538\">908 </div><div class=\"po0 fs39 cl2 l1739 t2914\" id=\"a11540\">- </div><div class=\"po0 fs39 cl2 l663 t2914\" id=\"a11542\">- </div><div class=\"po0 fs39 cl2 l832 t2914\" id=\"a11544\">- </div><div class=\"po0 fs39 cl2 l1734 t2915\" id=\"a11546\">Total </div><div class=\"po0 fs39 cl2 l547 t2915\" id=\"a11548\">908 </div><div class=\"po0 fs39 cl2 l856 t2915\" id=\"a11550\">1.318 </div><div class=\"po0 fs39 cl2 l1736 t2915\" id=\"a11552\">5.401 </div><div class=\"po0 fs39 cl2 l989 t2915\" id=\"a11554\">6.719 </div><div class=\"po0 fs25 cl2 l540 t2916\" id=\"a11558\">Ejercicio 2023 \u2013 </div><div class=\"po0 fs38 cl2 l1740 t2917\" id=\"a11563\">Miles de euros </div><div class=\"po0 fs38 cl2 l1741 t2918\" id=\"a11565\">Inversiones </div><div class=\"po0 fs38 cl2 l648 t2919\" id=\"a11566\">financieras a valor </div><div class=\"po0 fs38 cl2 l1742 t2920\" id=\"a11567\">razonable con </div><div class=\"po0 fs38 cl2 l1743 t2921\" id=\"a11568\">cambios en </div><div class=\"po0 fs38 cl2 l1744 t2922\" id=\"a11569\">resultado </div><div class=\"po0 fs38 cl2 l1745 t2923\" id=\"a11571\">Inversiones financieras a coste </div><div class=\"po0 fs38 cl2 l587 t2924\" id=\"a11573\">amortizado </div><div class=\"po0 fs38 cl2 l1746 t2925\" id=\"a11575\">Cr\u00e9ditos </div><div class=\"po0 fs38 cl2 l1542 t2926\" id=\"a11577\">Otros activos </div><div class=\"po0 fs38 cl2 l1747 t2927\" id=\"a11578\">financieros a </div><div class=\"po0 fs38 cl2 l1248 t2928\" id=\"a11579\">coste </div><div class=\"po0 fs38 cl2 l697 t1367\" id=\"a11581\">amortizado </div><div class=\"po0 fs39 cl2 l1748 t2929\" id=\"a11583\">Total </div><div class=\"po0 fs38 cl2 l1370 t2930\" id=\"a11585\">Derivados </div><div class=\"po0 fs38 cl2 l585 t2931\" id=\"a11587\">5.145 </div><div class=\"po0 fs38 cl2 l1749 t2931\" id=\"a11589\">- </div><div class=\"po0 fs38 cl2 l1750 t2931\" id=\"a11591\">- </div><div class=\"po0 fs38 cl2 l1751 t2931\" id=\"a11593\">- </div><div class=\"po0 fs38 cl2 l1370 t1446\" id=\"a11595\">Otros activos financieros </div><div class=\"po0 fs38 cl2 l1752 t1446\" id=\"a11597\">- </div><div class=\"po0 fs38 cl2 l1753 t1446\" id=\"a11599\">1.158 </div><div class=\"po0 fs38 cl2 l830 t1446\" id=\"a11601\">4.850 </div><div class=\"po0 fs38 cl2 l1754 t1446\" id=\"a11603\">6.008 </div><div class=\"po0 fs39 cl2 l1370 t2932\" id=\"a11605\">Inversiones financieras<div class=\"d0 w291\">\u00a0</div>no corrientes </div><div class=\"po0 fs39 cl2 l585 t2932\" id=\"a11607\">5.145 </div><div class=\"po0 fs39 cl2 l1753 t2932\" id=\"a11609\">1.158 </div><div class=\"po0 fs39 cl2 l830 t2932\" id=\"a11611\">4.850 </div><div class=\"po0 fs39 cl2 l1754 t2932\" id=\"a11613\">6.008 </div><div class=\"po0 fs38 cl2 l1370 t2933\" id=\"a11615\">Otros activos financieros </div><div class=\"po0 fs38 cl2 l1752 t2933\" id=\"a11617\">- </div><div class=\"po0 fs38 cl2 l1753 t2933\" id=\"a11619\">2.540 </div><div class=\"po0 fs38 cl2 l830 t2933\" id=\"a11621\">1.625 </div><div class=\"po0 fs38 cl2 l1754 t2933\" id=\"a11623\">4.165 </div><div class=\"po0 fs39 cl2 l1370 t2934\" id=\"a11625\">Inversiones<div class=\"d0 w31\">\u00a0</div>financieras corrientes </div><div class=\"po0 fs39 cl2 l1752 t2934\" id=\"a11627\">- </div><div class=\"po0 fs39 cl2 l1753 t2934\" id=\"a11629\">2.540 </div><div class=\"po0 fs39 cl2 l830 t2934\" id=\"a11631\">1.625 </div><div class=\"po0 fs39 cl2 l1754 t2934\" id=\"a11633\">4.165 </div><div class=\"po0 fs39 cl2 l1370 t2935\" id=\"a11635\">Total </div><div class=\"po0 fs39 cl2 l585 t2935\" id=\"a11637\">5.145 </div><div class=\"po0 fs39 cl2 l1753 t2935\" id=\"a11639\">3.698 </div><div class=\"po0 fs39 cl2 l830 t2935\" id=\"a11641\">6.475 </div><div class=\"po0 fs39 cl2 l681 t2935\" id=\"a11643\">10.173 </div></div></div></div></div></div></div></div></div><div class=\"po1 w198 h232 lh0\" id=\"TextBlockContainer2484\"><div class=\"w1033 po0 h143 l529 t2937 bgc3\">\u00a0</div>\n<div class=\"w806 po0 h143 l1755 t2937 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h143 l1174 t2937 bgc3\">\u00a0</div>\n<div class=\"w806 po0 h143 l731 t2937 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h143 l1756 t2937 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h143 l1757 t2937 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h143 l528 t2937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1768 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t1768 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l529 t1768 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1758 t2937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t1768 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t1768 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1759 t2937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t1768 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t1768 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1761 t2937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t1768 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t1768 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l194 t2937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t1768 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t1768 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1762 t2937 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\"/>\n<div 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class=\"w806 po0 h12 l1763 t2939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t2939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1758 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1759 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1761 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l194 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1762 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1764 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t2941 bgc0\">\u00a0</div>\n<div class=\"w1035 po0 h12 l530 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t2941 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t2941 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t2941 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t2941 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t2941 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l528 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1758 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1759 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1761 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l194 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1762 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1764 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1758 t2942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1759 t2942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1761 t2942 bgc0\">\u00a0</div>\n<div 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class=\"w89 po0 h226 l528 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1758 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1759 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1761 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l194 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1762 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1764 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l528 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1758 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1759 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1761 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l194 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1762 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1764 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l528 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1758 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1759 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1761 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l194 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1762 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1764 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l528 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1758 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1759 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1761 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l194 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1762 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1764 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l528 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1758 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1759 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1761 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l194 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1762 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1764 t2946 bgc0\">\u00a0</div>\n<div class=\"w1036 po0 h33 l1707 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1765 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1766 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1767 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1768 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l623 t1834 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2947 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l529 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t2947 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t2947 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t2947 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t2947 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t2947 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t2947 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2469\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a11657\">Inversiones financieras no corrientes </div><div class=\"po0 fs14 cl2 l540 t2948\" id=\"a11660\">El movimiento de este<div class=\"d0 w543\">\u00a0</div>ep\u00edgrafe del balance de situaci\u00f3n<div class=\"d0 w34\">\u00a0</div>consolidado durante el ejercicio 2024, </div><div class=\"po0 fs14 cl2 l540 t2949\" id=\"a11663\">atendiendo a la naturaleza de las operaciones es el siguiente: </div><div class=\"po0 fs38 cl2 l851 t2950\" id=\"a11667\">Miles de euros </div><div class=\"po0 fs38 cl2 l1769 t2951\" id=\"a11669\">Saldo al </div><div class=\"po0 fs38 cl2 l1770 t2952\" id=\"a11670\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1070 t2951\" id=\"a11672\">Ajustes por </div><div class=\"po0 fs38 cl2 l1744 t2952\" id=\"a11673\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l1726 t2951\" id=\"a11675\">Adiciones/ </div><div class=\"po0 fs38 cl2 l1016 t2952\" id=\"a11676\">dotaciones </div><div class=\"po0 fs38 cl2 l592 t2951\" id=\"a11678\">Bajas/<div class=\"d0 w286\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1771 t2952\" id=\"a11679\">Traspasos </div><div class=\"po0 fs38 cl2 l1750 t2951\" id=\"a11681\">Saldo al </div><div class=\"po0 fs38 cl2 l1772 t2952\" id=\"a11682\">31.12.2024 </div><div class=\"po0 fs39 cl2 l1734 t2953\" id=\"a11684\">Inversiones financieras a coste </div><div class=\"po0 fs39 cl2 l1734 t2954\" id=\"a11685\">amortizado </div><div class=\"po0 fs39 cl2 l1773 t1786\" id=\"a11687\">6.008 </div><div class=\"po0 fs39 cl2 l919 t1786\" id=\"a11689\">(134) </div><div class=\"po0 fs39 cl2 l842 t1786\" id=\"a11691\">410 </div><div class=\"po0 fs39 cl2 l1774 t1786\" id=\"a11693\">(478) </div><div class=\"po0 fs39 cl2 l837 t1786\" id=\"a11695\">5.806 </div><div class=\"po0 fs42 cl2 l1734 t2955\" id=\"a11697\">Cr\u00e9ditos </div><div class=\"po0 fs42 cl2 l1773 t2955\" id=\"a11699\">1.158 </div><div class=\"po0 fs42 cl2 l1775 t2955\" id=\"a11701\">(91) </div><div class=\"po0 fs42 cl2 l576 t2955\" id=\"a11703\">63 </div><div class=\"po0 fs42 cl2 l836 t2955\" id=\"a11705\">150 </div><div class=\"po0 fs42 cl2 l837 t2955\" id=\"a11707\">1.280 </div><div class=\"po0 fs38 cl2 l556 t2956\" id=\"a11709\">- Cr\u00e9ditos a largo plazo a terceros </div><div class=\"po0 fs38 cl2 l1773 t2956\" id=\"a11713\">1.198 </div><div class=\"po0 fs38 cl2 l1775 t2956\" id=\"a11715\">(91) </div><div class=\"po0 fs38 cl2 l576 t2956\" id=\"a11717\">63 </div><div class=\"po0 fs38 cl2 l836 t2956\" id=\"a11719\">110 </div><div class=\"po0 fs38 cl2 l837 t2956\" id=\"a11721\">1.280 </div><div class=\"po0 fs38 cl2 l556 t2957\" id=\"a11723\">- Correcci\u00f3n de valor por deterioro </div><div class=\"po0 fs38 cl2 l1188 t2957\" id=\"a11727\">(40) </div><div class=\"po0 fs38 cl2 l1776 t2957\" id=\"a11731\">40 </div><div class=\"po0 fs38 cl2 l1777 t2957\" id=\"a11733\">- </div><div class=\"po0 fs42 cl2 l1734 t2958\" id=\"a11735\">Otros activos financieros a coste </div><div class=\"po0 fs42 cl2 l1734 t2959\" id=\"a11736\">amortizado </div><div class=\"po0 fs42 cl2 l1773 t2960\" id=\"a11738\">4.850 </div><div class=\"po0 fs42 cl2 l1775 t2960\" id=\"a11740\">(43) </div><div class=\"po0 fs42 cl2 l842 t2960\" id=\"a11742\">347 </div><div class=\"po0 fs42 cl2 l1774 t2960\" id=\"a11744\">(628) </div><div class=\"po0 fs42 cl2 l837 t2960\" id=\"a11746\">4.526 </div><div class=\"po0 fs38 cl2 l556 t2961\" id=\"a11748\">- Otros activos financieros a coste </div><div class=\"po0 fs38 cl2 l556 t2962\" id=\"a11751\">amortizado </div><div class=\"po0 fs38 cl2 l1773 t2963\" id=\"a11753\">6.875 </div><div class=\"po0 fs38 cl2 l1775 t2963\" id=\"a11755\">(79) </div><div class=\"po0 fs38 cl2 l842 t2963\" id=\"a11757\">347 </div><div class=\"po0 fs38 cl2 l1774 t2963\" id=\"a11759\">(631) </div><div class=\"po0 fs38 cl2 l837 t2963\" id=\"a11761\">6.512 </div><div class=\"po0 fs38 cl2 l556 t2964\" id=\"a11763\">- Correcci\u00f3n de valor por deterioro </div><div class=\"po0 fs38 cl2 l1778 t2964\" id=\"a11767\">(2.025) </div><div class=\"po0 fs38 cl2 l1009 t2964\" id=\"a11769\">36 </div><div class=\"po0 fs38 cl2 l485 t2964\" id=\"a11771\">- </div><div class=\"po0 fs38 cl2 l1779 t2964\" id=\"a11773\">3 </div><div class=\"po0 fs38 cl2 l1780 t2964\" id=\"a11775\">(1.986) </div><div class=\"po0 fs39 cl2 l1734 t2965\" id=\"a11777\">Inversiones financieras a valor </div><div class=\"po0 fs39 cl2 l1734 t2966\" id=\"a11778\">razonable con cambios en resultado </div><div class=\"po0 fs39 cl2 l1773 t2967\" id=\"a11780\">5.145 </div><div class=\"po0 fs39 cl2 l1781 t2967\" id=\"a11782\">- </div><div class=\"po0 fs39 cl2 l485 t2967\" id=\"a11784\">- </div><div class=\"po0 fs39 cl2 l1782 t2967\" id=\"a11786\">(5.145) </div><div class=\"po0 fs39 cl2 l1777 t2967\" id=\"a11788\">- </div><div class=\"po0 fs42 cl2 l1734 t2968\" id=\"a11790\">Derivados </div><div class=\"po0 fs38 cl2 l1773 t2969\" id=\"a11792\">5.145 </div><div class=\"po0 fs42 cl2 l1781 t2968\" id=\"a11794\">- </div><div class=\"po0 fs42 cl2 l485 t2968\" id=\"a11796\">- </div><div class=\"po0 fs42 cl2 l1782 t2968\" id=\"a11798\">(5.145) </div><div class=\"po0 fs42 cl2 l1777 t2968\" id=\"a11800\">- </div><div class=\"po0 fs39 cl2 l1734 t2970\" id=\"a11802\">Total </div><div class=\"po0 fs39 cl2 l1091 t2970\" id=\"a11804\">11.153 </div><div class=\"po0 fs39 cl2 l919 t2970\" id=\"a11806\">(134) </div><div class=\"po0 fs39 cl2 l842 t2970\" id=\"a11808\">410 </div><div class=\"po0 fs39 cl2 l1782 t2970\" id=\"a11810\">(5.623) </div><div class=\"po0 fs39 cl2 l1783 t2971\" id=\"a11812\">5.806</div></div></div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2484\"></div><div class=\"po0 l342 t2982 f0\" id=\"div_2475_XBRL_TS_259150ddb63347f997894d7f554a84b9\"><div class=\"po1 w198 h231 lh0\" id=\"TextBlockContainer2482\"><div class=\"po0 l342 t756 f0\" id=\"div_2476_XBRL_TS_841bc1b002cb49599a3ac0a8806cf904\"><div class=\"po1 w198 h231 lh0\" id=\"TextBlockContainer2480\"><div class=\"po0 l342 t756 f0\" id=\"div_2477_XBRL_TS_adba57fd0b8b497c948b819255341830\"><div class=\"po1 w198 h231 lh0\" id=\"TextBlockContainer2478\"><div class=\"po1 w198 z0\" id=\"TextContainer2478\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a11816\">En el ejercicio 2024, la<div class=\"d0 w140\">\u00a0</div>disminuci\u00f3n en el saldo de las </div><div class=\"po0 fs26 cl2 l1345 t814\" id=\"a11822\">\u201cInversiones financieras a valor<div class=\"d0 w332\">\u00a0</div>razonable con </div><div class=\"po0 fs26 cl2 l340 t2972\" id=\"a11823\">cambios en resultado\u201d</div><div class=\"po0 fs14 cl2 l1784 t757\" id=\"a11825\"><div class=\"d0 w613\">\u00a0</div>se debe principalmente a las variaciones en el valor razonable producidas </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a11831\">en 2024 en las coberturas de tipos de inter\u00e9s contratadas en los ejercicios 2022 y 2023<div class=\"d0 w50\">\u00a0</div>(seg\u00fan se </div><div class=\"po0 fs14 cl2 l340 t2973\" id=\"a11841\">describen posteriormente)<div class=\"d0 w18\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l1785 t2974\" id=\"a11842\">v\u00e9ase apartado</div><div class=\"po0 fs26 cl2 l991 t2974\" id=\"a11844\">Riesgo de mercado<div class=\"d0 w200\">\u00a0</div>- tipo<div class=\"d0 w418\">\u00a0</div>de inter\u00e9s).</div><div class=\"po0 fs14 cl2 l1786 t2973\" id=\"a11849\"><div class=\"d0 w137\">\u00a0</div>A este<div class=\"d0 w39\">\u00a0</div>respecto, el </div><div class=\"po0 fs14 cl2 l340 t1093\" id=\"a11851\">gasto<div class=\"d0 w404\">\u00a0</div>registrado<div class=\"d0 w60\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w486\">\u00a0</div>ejercicio<div class=\"d0 w369\">\u00a0</div>2024<div class=\"d0 w31\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>este<div class=\"d0 w484\">\u00a0</div>concepto<div class=\"d0 w368\">\u00a0</div>asciende<div class=\"d0 w56\">\u00a0</div>a<div class=\"d0 w233\">\u00a0</div>4.237<div class=\"d0 w223\">\u00a0</div>miles<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros<div class=\"d0 w484\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l340 t2975\" id=\"a11856\">muestra<div class=\"d0 w238\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>columna<div class=\"d0 w34\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>bajas<div class=\"d0 w23\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>traspasos<div class=\"d0 w396\">\u00a0</div>del cuadro<div class=\"d0 w461\">\u00a0</div>anterior<div class=\"d0 w295\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l1023 t2976\" id=\"a11859\">v\u00e9ase<div class=\"d0 w30\">\u00a0</div>nota<div class=\"d0 w480\">\u00a0</div>15</div><div class=\"po0 fs14 cl2 l1006 t2975\" id=\"a11860\">),<div class=\"d0 w8\">\u00a0</div>junto<div class=\"d0 w59\">\u00a0</div>con<div class=\"d0 w264\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t2977\" id=\"a11864\">importe<div class=\"d0 w24\">\u00a0</div>traspasado al<div class=\"d0 w539\">\u00a0</div>activo corriente<div class=\"d0 w98\">\u00a0</div>(908 miles<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros) (</div><div class=\"po0 fs26 cl2 l1787 t2978\" id=\"a11867\">v\u00e9ase apartado<div class=\"d0 w111\">\u00a0</div>siguiente</div><div class=\"po0 fs14 cl2 l1788 t2977\" id=\"a11868\">), que<div class=\"d0 w224\">\u00a0</div>est\u00e1 </div><div class=\"po0 fs14 cl2 l340 t2979\" id=\"a11870\">pendiente de imputar a la cuenta de resultados consolidada durante la vigencia de las mismas </div><div class=\"po0 fs14 cl2 l340 t2980\" id=\"a11871\">(hasta junio de 2025</div><div class=\"po0 fs26 cl2 l1789 t2981\" id=\"a11872\">)</div><div class=\"po0 fs14 cl2 l1790 t1456\" id=\"a11873\">.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2480\"></div></div></div></div></div></div><div class=\"po1 w681 h88 lh0\" id=\"TextBlockContainer2507\"><div class=\"w1033 po0 h41 l1556 t2983 bgc3\">\u00a0</div>\n<div class=\"w806 po0 h41 l1791 t2983 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h41 l1792 t2983 bgc3\">\u00a0</div>\n<div class=\"w806 po0 h41 l1793 t2983 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h41 l1794 t2983 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h41 l1795 t2983 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h41 l1384 t2983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2984 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2984 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l1556 t2984 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1796 t2983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1796 t2984 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1791 t2984 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1797 t2983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1797 t2984 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1798 t2984 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1799 t2983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1799 t2984 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1793 t2984 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1800 t2983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1800 t2984 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1794 t2984 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1801 t2983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1801 t2984 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1802 t2984 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1803 t2983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1803 t2984 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1803 t2984 bgc0\">\u00a0</div>\n<div class=\"po0 l342 t756 f0\" id=\"div_2488_XBRL_TS_841bc1b002cb49599a3ac0a8806cf904_1\"><div class=\"po1 w681 h236 lh0\" id=\"TextBlockContainer2496\"><div class=\"po0 l342 t756 f0\" id=\"div_2489_XBRL_TS_259150ddb63347f997894d7f554a84b9_1\"><div class=\"po1 w681 h236 lh0\" id=\"TextBlockContainer2493\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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PvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div 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h234 l1797 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1799 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1800 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1801 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1803 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1384 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1796 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1797 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1799 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1800 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1801 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1803 t2997 bgc0\">\u00a0</div>\n<div class=\"w1036 po0 h33 l1804 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1805 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1806 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1807 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1808 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1809 t2998 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2999 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l1556 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1796 t2999 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1791 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1797 t2999 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1798 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1799 t2999 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1793 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1800 t2999 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1794 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1801 t2999 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1802 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1803 t2999 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2491\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a11885\">El movimiento de este<div class=\"d0 w543\">\u00a0</div>ep\u00edgrafe del balance de situaci\u00f3n<div class=\"d0 w34\">\u00a0</div>consolidado durante el ejercicio 2023, </div><div class=\"po0 fs14 cl2 l451 t1087\" id=\"a11888\">atendiendo a la naturaleza de las operaciones es el siguiente: </div><div class=\"po0 fs14 cl2 l340 t764\" id=\"a11890\"><div class=\"d0 w1037\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1810 t3000\" id=\"a11894\">Miles de euros </div><div class=\"po0 fs38 cl2 l1811 t3001\" id=\"a11896\">Saldo al </div><div class=\"po0 fs38 cl2 l1058 t3002\" id=\"a11897\">31.12.2022 </div><div class=\"po0 fs38 cl2 l1812 t3003\" id=\"a11899\">Ajustes por </div><div class=\"po0 fs38 cl2 l676 t3001\" id=\"a11900\">conversi\u00f3n/ </div><div class=\"po0 fs38 cl2 l1813 t3002\" id=\"a11901\">Correcci\u00f3n</div><div class=\"po0 fs38 cl2 l1696 t3004\" id=\"a11903\">monetaria</div><div class=\"po0 fs38 cl2 l1814 t3001\" id=\"a11905\">Adiciones/ </div><div class=\"po0 fs38 cl2 l942 t3002\" id=\"a11906\">dotaciones </div><div class=\"po0 fs38 cl2 l663 t3001\" id=\"a11908\">Bajas/ </div><div class=\"po0 fs38 cl2 l1815 t3002\" id=\"a11909\">Traspasos </div><div class=\"po0 fs38 cl2 l1816 t3001\" id=\"a11911\">Saldo al </div><div class=\"po0 fs38 cl2 l1817 t3002\" id=\"a11912\">31.12.2023 </div><div class=\"po0 fs39 cl2 l1818 t3005\" id=\"a11914\">Inversiones financieras a coste </div><div class=\"po0 fs39 cl2 l1818 t2797\" id=\"a11915\">amortizado </div><div class=\"po0 fs39 cl2 l1819 t3006\" id=\"a11917\">8.386 </div><div class=\"po0 fs39 cl2 l1820 t3006\" id=\"a11919\">(20) </div><div class=\"po0 fs39 cl2 l1821 t3006\" id=\"a11921\">1.068 </div><div class=\"po0 fs39 cl2 l1822 t3006\" id=\"a11923\">(3.426) </div><div class=\"po0 fs39 cl2 l785 t3006\" id=\"a11925\">6.008 </div><div class=\"po0 fs42 cl2 l1818 t3007\" id=\"a11927\">Cr\u00e9ditos </div><div class=\"po0 fs42 cl2 l1819 t3007\" id=\"a11929\">3.310 </div><div class=\"po0 fs42 cl2 l1823 t3007\" id=\"a11931\">- </div><div class=\"po0 fs42 cl2 l1824 t3007\" id=\"a11933\">320 </div><div class=\"po0 fs42 cl2 l1822 t3007\" id=\"a11935\">(2.472) </div><div class=\"po0 fs42 cl2 l785 t3007\" id=\"a11937\">1.158 </div><div class=\"po0 fs38 cl2 l1825 t3008\" id=\"a11939\">- Cr\u00e9ditos a empresas asociadas </div><div class=\"po0 fs38 cl2 l1826 t3008\" id=\"a11943\">200 </div><div class=\"po0 fs38 cl2 l1823 t3008\" id=\"a11945\">- </div><div class=\"po0 fs38 cl2 l1827 t3008\" id=\"a11947\">- </div><div class=\"po0 fs38 cl2 l1278 t3008\" id=\"a11949\">(200) </div><div class=\"po0 fs38 cl2 l1828 t3008\" id=\"a11951\">- </div><div class=\"po0 fs38 cl2 l1825 t3009\" id=\"a11953\">- Cr\u00e9ditos a largo plazo a terceros </div><div class=\"po0 fs38 cl2 l1819 t3009\" id=\"a11958\">3.110 </div><div class=\"po0 fs38 cl2 l1823 t3009\" id=\"a11960\">- </div><div class=\"po0 fs38 cl2 l1824 t3009\" id=\"a11962\">360 </div><div class=\"po0 fs38 cl2 l1822 t3009\" id=\"a11964\">(2.272) </div><div class=\"po0 fs38 cl2 l785 t3009\" id=\"a11966\">1.198 </div><div class=\"po0 fs38 cl2 l1825 t1521\" id=\"a11968\">- Correcci\u00f3n de valor por deterioro </div><div class=\"po0 fs38 cl2 l1829 t1521\" id=\"a11972\">- </div><div class=\"po0 fs38 cl2 l1823 t1521\" id=\"a11974\">- </div><div class=\"po0 fs38 cl2 l1749 t1521\" id=\"a11976\">(40) </div><div class=\"po0 fs38 cl2 l1830 t1521\" id=\"a11978\">- </div><div class=\"po0 fs38 cl2 l1373 t1521\" id=\"a11980\">(40) </div><div class=\"po0 fs42 cl2 l1818 t3010\" id=\"a11982\">Otros activos financieros a coste </div><div class=\"po0 fs42 cl2 l1818 t3011\" id=\"a11983\">amortizado </div><div class=\"po0 fs42 cl2 l1819 t3012\" id=\"a11985\">5.076 </div><div class=\"po0 fs42 cl2 l1820 t3012\" id=\"a11987\">(20) </div><div class=\"po0 fs42 cl2 l1824 t3012\" id=\"a11989\">748 </div><div class=\"po0 fs42 cl2 l1278 t3012\" id=\"a11991\">(954) </div><div class=\"po0 fs42 cl2 l785 t3012\" id=\"a11993\">4.850 </div><div class=\"po0 fs38 cl2 l1825 t3013\" id=\"a11995\">- Otros activos financieros a coste </div><div class=\"po0 fs38 cl2 l1825 t3014\" id=\"a11998\">amortizado </div><div class=\"po0 fs38 cl2 l1819 t3015\" id=\"a12000\">7.087 </div><div class=\"po0 fs38 cl2 l1831 t3015\" id=\"a12002\">(6) </div><div class=\"po0 fs38 cl2 l1824 t3015\" id=\"a12004\">748 </div><div class=\"po0 fs38 cl2 l1278 t3015\" id=\"a12006\">(954) </div><div class=\"po0 fs38 cl2 l785 t3015\" id=\"a12008\">6.875 </div><div class=\"po0 fs38 cl2 l1825 t3016\" id=\"a12010\">- Correcci\u00f3n de valor por deterioro </div><div class=\"po0 fs38 cl2 l1832 t3016\" id=\"a12014\">(2.011) </div><div class=\"po0 fs38 cl2 l1820 t3016\" id=\"a12016\">(14) </div><div class=\"po0 fs38 cl2 l425 t3016\" id=\"a12020\">(2.025) </div><div class=\"po0 fs39 cl2 l1818 t3017\" id=\"a12022\">Inversiones financieras a valor </div><div class=\"po0 fs39 cl2 l1818 t3018\" id=\"a12023\">razonable con cambios en resultado </div><div class=\"po0 fs39 cl2 l1819 t3019\" id=\"a12025\">3.977 </div><div class=\"po0 fs39 cl2 l1823 t3019\" id=\"a12027\">- </div><div class=\"po0 fs39 cl2 l1821 t3019\" id=\"a12029\">3.660 </div><div class=\"po0 fs39 cl2 l1822 t3019\" id=\"a12031\">(2.492) </div><div class=\"po0 fs39 cl2 l785 t3019\" id=\"a12033\">5.145 </div><div class=\"po0 fs42 cl2 l1818 t3020\" id=\"a12035\">Derivados </div><div class=\"po0 fs38 cl2 l1819 t3021\" id=\"a12037\">3.977 </div><div class=\"po0 fs42 cl2 l1823 t3020\" id=\"a12039\">- </div><div class=\"po0 fs42 cl2 l1821 t3020\" id=\"a12041\">3.660 </div><div class=\"po0 fs42 cl2 l1822 t3020\" id=\"a12043\">(2.492) </div><div class=\"po0 fs42 cl2 l785 t3020\" id=\"a12045\">5.145 </div><div class=\"po0 fs39 cl2 l1818 t3022\" id=\"a12047\">Total </div><div class=\"po0 fs39 cl2 l1833 t3022\" id=\"a12049\">12.363 </div><div class=\"po0 fs39 cl2 l1820 t3022\" id=\"a12051\">(20) </div><div class=\"po0 fs39 cl2 l1821 t3022\" id=\"a12053\">4.728 </div><div class=\"po0 fs39 cl2 l1822 t3022\" id=\"a12055\">(5.918) </div><div class=\"po0 fs39 cl2 l98 t3023\" id=\"a12057\">11.153</div></div></div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2507\"><div class=\"po0 fs14 cl2 l340 t3024\" id=\"a12060\"><div class=\"d0 w1038\">\u00a0</div></div><div class=\"po0 fs14 cl2 l451 t3025\" id=\"a12062\">En<div class=\"d0 w475\">\u00a0</div>el<div class=\"d0 w283\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2023,<div class=\"d0 w235\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>disminuci\u00f3n<div class=\"d0 w234\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>los </div><div class=\"po0 fs26 cl2 l1834 t3026\" id=\"a12065\">\u201cCr\u00e9ditos\u201d</div><div class=\"po0 fs14 cl2 l1835 t3025\" id=\"a12068\"><div class=\"d0 w293\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>debi\u00f3,<div class=\"d0 w420\">\u00a0</div>principalmente,<div class=\"d0 w57\">\u00a0</div>al<div class=\"d0 w419\">\u00a0</div>cobro<div class=\"d0 w56\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l451 t3027\" id=\"a12070\">anticipado de algunos<div class=\"d0 w473\">\u00a0</div>de los<div class=\"d0 w556\">\u00a0</div>pr\u00e9stamos registrados<div class=\"d0 w424\">\u00a0</div>y al traspaso<div class=\"d0 w697\">\u00a0</div>al corto<div class=\"d0 w423\">\u00a0</div>plazo de<div class=\"d0 w406\">\u00a0</div>los que<div class=\"d0 w392\">\u00a0</div>ten\u00edan </div><div class=\"po0 fs14 cl2 l451 t3028\" id=\"a12071\">vencimiento en 2024. </div></div><div class=\"po0 l450 t1237 f0\" id=\"div_2498_XBRL_TS_80dda146944d4034a1b106552d36408a\"><div class=\"po1 w198 h237 lh0\" id=\"TextBlockContainer2505\"><div class=\"po0 l342 t756 f0\" id=\"div_2499_XBRL_TS_cafec82b06be4744b775b99692dea940\"><div class=\"po1 w198 h237 lh0\" id=\"TextBlockContainer2503\"><div class=\"po0 l342 t756 f0\" id=\"div_2500_XBRL_TS_6fec359282b84d2da4cd294fb78ecb7b\"><div class=\"po1 w198 h237 lh0\" id=\"TextBlockContainer2501\"><div class=\"po1 w198 z0\" id=\"TextContainer2501\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12074\">En el<div class=\"d0 w57\">\u00a0</div>ejercicio 2023, el<div class=\"d0 w395\">\u00a0</div>incremento en las </div><div class=\"po0 fs26 cl2 l1836 t814\" id=\"a12075\">\u201cInversiones financieras a valor<div class=\"d0 w223\">\u00a0</div>razonable con cambios<div class=\"d0 w20\">\u00a0</div>en </div><div class=\"po0 fs26 cl2 l340 t2972\" id=\"a12076\">resultado\u201d</div><div class=\"po0 fs14 cl2 l1837 t757\" id=\"a12077\"><div class=\"d0 w971\">\u00a0</div>se debi\u00f3 principalmente<div class=\"d0 w32\">\u00a0</div>al registro de<div class=\"d0 w55\">\u00a0</div>dos coberturas de tipo<div class=\"d0 w333\">\u00a0</div>de inter\u00e9s contratadas </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a12079\">por<div class=\"d0 w292\">\u00a0</div>PRISA,<div class=\"d0 w173\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>primera,<div class=\"d0 w3\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>enero<div class=\"d0 w287\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2023,<div class=\"d0 w98\">\u00a0</div>sobre<div class=\"d0 w166\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>nominal<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>150<div class=\"d0 w119\">\u00a0</div>millones<div class=\"d0 w404\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a12080\">limitaba el impacto de cualquier subida del Euribor<div class=\"d0 w561\">\u00a0</div>a tres meses (\u201ccap\u201d) por encima del 2,5% y </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a12083\">la<div class=\"d0 w419\">\u00a0</div>segunda,<div class=\"d0 w201\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>marzo<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2023,<div class=\"d0 w110\">\u00a0</div>sobre<div class=\"d0 w344\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>nominal<div class=\"d0 w34\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>100<div class=\"d0 w63\">\u00a0</div>millones<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>euros<div class=\"d0 w48\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>limitaba<div class=\"d0 w201\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a12084\">subidas del Euribor a tres meses<div class=\"d0 w20\">\u00a0</div>por encima del 3% y hasta<div class=\"d0 w50\">\u00a0</div>un m\u00e1ximo del 5%. Conforme a la </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a12086\">normativa contable<div class=\"d0 w23\">\u00a0</div>aplicable, y<div class=\"d0 w18\">\u00a0</div>de acuerdo<div class=\"d0 w27\">\u00a0</div>al an\u00e1lisis<div class=\"d0 w22\">\u00a0</div>realizado por la<div class=\"d0 w98\">\u00a0</div>Sociedad, se consider\u00f3 </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a12087\">que<div class=\"d0 w175\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>productos<div class=\"d0 w8\">\u00a0</div>contratados<div class=\"d0 w20\">\u00a0</div>no<div class=\"d0 w475\">\u00a0</div>cumpl\u00edan<div class=\"d0 w57\">\u00a0</div>con<div class=\"d0 w47\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>requisitos<div class=\"d0 w9\">\u00a0</div>para<div class=\"d0 w8\">\u00a0</div>ser<div class=\"d0 w543\">\u00a0</div>considerado<div class=\"d0 w19\">\u00a0</div>eficaces </div><div class=\"po0 fs14 cl2 l340 t3029\" id=\"a12088\">desde<div class=\"d0 w901\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>punto<div class=\"d0 w193\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>vista<div class=\"d0 w68\">\u00a0</div>contable,<div class=\"d0 w649\">\u00a0</div>por<div class=\"d0 w749\">\u00a0</div>lo<div class=\"d0 w191\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>variaci\u00f3n<div class=\"d0 w508\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>valor<div class=\"d0 w542\">\u00a0</div>razonable<div class=\"d0 w262\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t2411\" id=\"a12091\">mencionadas coberturas se imputa a la cuenta de resultados<div class=\"d0 w27\">\u00a0</div>consolidada en cada periodo. Por </div><div class=\"po0 fs14 cl2 l340 t2412\" id=\"a12092\">tanto, el importe registrado a 31<div class=\"d0 w418\">\u00a0</div>de diciembre de 2023 correspond\u00eda al valor razonable de<div class=\"d0 w20\">\u00a0</div>esos </div><div class=\"po0 fs14 cl2 l340 t2413\" id=\"a12093\">instrumentos en<div class=\"d0 w515\">\u00a0</div>dicha fecha,<div class=\"d0 w472\">\u00a0</div>o lo<div class=\"d0 w584\">\u00a0</div>que es lo<div class=\"d0 w51\">\u00a0</div>mismo, a<div class=\"d0 w299\">\u00a0</div>las cantidades<div class=\"d0 w386\">\u00a0</div>satisfechas en<div class=\"d0 w557\">\u00a0</div>la contrataci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t2414\" id=\"a12095\">de dichas coberturas, junto<div class=\"d0 w18\">\u00a0</div>con la contratada en el<div class=\"d0 w110\">\u00a0</div>ejercicio 2022, ajustadas por<div class=\"d0 w50\">\u00a0</div>las variaciones </div><div class=\"po0 fs14 cl2 l340 t2415\" id=\"a12096\">en el<div class=\"d0 w245\">\u00a0</div>valor razonable<div class=\"d0 w333\">\u00a0</div>de dichas<div class=\"d0 w8\">\u00a0</div>coberturas hasta el<div class=\"d0 w232\">\u00a0</div>31 de<div class=\"d0 w391\">\u00a0</div>diciembre de<div class=\"d0 w286\">\u00a0</div>2023, y<div class=\"d0 w420\">\u00a0</div>por tanto,<div class=\"d0 w8\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t2416\" id=\"a12098\">estaban pendientes de imputar<div class=\"d0 w299\">\u00a0</div>a la cuenta de resultados<div class=\"d0 w387\">\u00a0</div>consolidada durante la vigencia<div class=\"d0 w148\">\u00a0</div>de las </div><div class=\"po0 fs14 cl2 l340 t3030\" id=\"a12099\">mismas</div><div class=\"po0 fs26 cl2 l383 t3031\" id=\"a12100\">.</div><div class=\"po0 fs14 cl2 l1838 t3030\" id=\"a12101\"><div class=\"d0 w63\">\u00a0</div>A este<div class=\"d0 w224\">\u00a0</div>respecto, el<div class=\"d0 w165\">\u00a0</div>gasto<div class=\"d0 w20\">\u00a0</div>registrado en<div class=\"d0 w419\">\u00a0</div>el<div class=\"d0 w26\">\u00a0</div>ejercicio 2023<div class=\"d0 w486\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>este concepto<div class=\"d0 w233\">\u00a0</div>ascend\u00eda a </div></div></div></div></div></div></div></div></div><div class=\"po1 w198 h239 lh0\" id=\"TextBlockContainer2526\"><div class=\"po0 l342 t756 f0\" id=\"div_2511_XBRL_TS_6fec359282b84d2da4cd294fb78ecb7b_1\"><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2518\"><div class=\"po0 l342 t756 f0\" id=\"div_2512_XBRL_TS_cafec82b06be4744b775b99692dea940_1\"><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2516\"><div class=\"po0 l342 t756 f0\" id=\"div_2513_XBRL_TS_80dda146944d4034a1b106552d36408a_1\"><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2514\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2514\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12113\">2.492 miles de euros y se muestra en la columna de bajas y traspasos del cuadro anterior (</div><div class=\"po0 fs26 cl2 l1839 t814\" id=\"a12114\">v\u00e9ase </div><div class=\"po0 fs26 cl2 l340 t815\" id=\"a12115\">nota 15</div><div class=\"po0 fs14 cl2 l1840 t816\" id=\"a12116\">). </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a12119\">El valor contable de los activos financieros a coste amortizado<div class=\"d0 w38\">\u00a0</div>no difiere significativamente de </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a12122\">su valor razonable.</div></div></div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2526\"></div><div class=\"po0 l342 t406 f0\" id=\"div_2520_XBRL_TS_78922a1816c049508623e4ade8b81a1f\"><div class=\"po1 w198 h238 lh0\" id=\"TextBlockContainer2524\"><div class=\"po0 l342 t756 f0\" id=\"div_2521_XBRL_TS_64e93f44dc1849d29c0f179745a399de\"><div class=\"po1 w198 h238 lh0\" id=\"TextBlockContainer2522\"><div class=\"w89 po0 h12 l1758 t3032 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t3032 bgc0\">\u00a0</div>\n<div class=\"w1034 po0 h12 l1755 t3032 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t3032 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t3032 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1758 t3033 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1764 t3033 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t3034 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t3034 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t3034 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t3034 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t3034 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1758 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1759 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1761 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l194 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1762 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1764 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t556 bgc0\">\u00a0</div>\n<div class=\"w1035 po0 h12 l530 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t556 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t556 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t556 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t556 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t556 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l528 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1758 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1759 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1761 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l194 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1762 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1764 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1758 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1759 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1761 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l194 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1762 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1764 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l528 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1758 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1759 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1761 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l194 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1762 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1764 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l528 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1758 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1759 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1761 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l194 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1762 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1764 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l528 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1758 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1759 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1761 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l194 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1762 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1764 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l528 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1758 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1759 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1761 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l194 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1762 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1764 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l528 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1758 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1759 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1761 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l194 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1762 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1764 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1758 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1759 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1761 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l194 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1762 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1764 t3042 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h41 l529 t3043 bgc3\">\u00a0</div>\n<div class=\"w1036 po0 h33 l1707 t3044 bgc3\">\u00a0</div>\n<div class=\"w806 po0 h41 l1755 t3043 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1765 t3044 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h41 l1174 t3043 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1766 t3044 bgc3\">\u00a0</div>\n<div class=\"w806 po0 h41 l731 t3043 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1767 t3044 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h41 l1756 t3043 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1768 t3044 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h41 l1757 t3043 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l623 t3044 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2969 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l529 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t2969 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t2969 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t2969 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t2969 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t2969 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t475 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l529 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1758 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t475 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1759 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t475 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1761 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t475 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l194 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t475 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1762 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t475 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1764 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t475 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2522\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a12125\">Inversiones financieras y derivados corrientes </div><div class=\"po0 fs14 cl2 l540 t3045\" id=\"a12128\">El movimiento de este<div class=\"d0 w543\">\u00a0</div>ep\u00edgrafe del balance de situaci\u00f3n<div class=\"d0 w34\">\u00a0</div>consolidado durante el ejercicio 2024, </div><div class=\"po0 fs14 cl2 l540 t3046\" id=\"a12129\">atendiendo a la naturaleza de las operaciones es el siguiente: </div><div class=\"po0 fs38 cl2 l851 t3047\" id=\"a12134\">Miles de euros </div><div class=\"po0 fs38 cl2 l1769 t3048\" id=\"a12136\">Saldo al </div><div class=\"po0 fs38 cl2 l1770 t3049\" id=\"a12137\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1070 t3048\" id=\"a12139\">Ajustes por </div><div class=\"po0 fs38 cl2 l1744 t3049\" id=\"a12140\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l1726 t3048\" id=\"a12142\">Adiciones/ </div><div class=\"po0 fs38 cl2 l1016 t3049\" id=\"a12143\">dotaciones </div><div class=\"po0 fs38 cl2 l592 t3048\" id=\"a12145\">Bajas/ </div><div class=\"po0 fs38 cl2 l1771 t3049\" id=\"a12146\">Traspasos </div><div class=\"po0 fs38 cl2 l1750 t3048\" id=\"a12148\">Saldo al </div><div class=\"po0 fs38 cl2 l1772 t3049\" id=\"a12149\">31.12.2024 </div><div class=\"po0 fs39 cl2 l1734 t3050\" id=\"a12151\">Inversiones financieras a coste </div><div class=\"po0 fs39 cl2 l1734 t3051\" id=\"a12152\">amortizado </div><div class=\"po0 fs39 cl2 l1773 t3052\" id=\"a12154\">4.165 </div><div class=\"po0 fs39 cl2 l1775 t3052\" id=\"a12156\">(72) </div><div class=\"po0 fs39 cl2 l842 t3052\" id=\"a12158\">665 </div><div class=\"po0 fs39 cl2 l1782 t3052\" id=\"a12160\">(3.845) </div><div class=\"po0 fs39 cl2 l1841 t3052\" id=\"a12162\">913 </div><div class=\"po0 fs42 cl2 l1734 t3053\" id=\"a12164\">Cr\u00e9ditos </div><div class=\"po0 fs42 cl2 l1773 t3053\" id=\"a12166\">2.540 </div><div class=\"po0 fs42 cl2 l1775 t3053\" id=\"a12168\">(73) </div><div class=\"po0 fs42 cl2 l485 t3053\" id=\"a12170\">- </div><div class=\"po0 fs42 cl2 l1782 t3053\" id=\"a12172\">(2.429) </div><div class=\"po0 fs42 cl2 l1842 t3053\" id=\"a12174\">38 </div><div class=\"po0 fs38 cl2 l556 t3054\" id=\"a12176\">- Cr\u00e9ditos a corto plazo a terceros </div><div class=\"po0 fs38 cl2 l1773 t3054\" id=\"a12180\">2.540 </div><div class=\"po0 fs38 cl2 l1775 t3054\" id=\"a12182\">(73) </div><div class=\"po0 fs38 cl2 l485 t3054\" id=\"a12184\">- </div><div class=\"po0 fs38 cl2 l1782 t3054\" id=\"a12186\">(2.429) </div><div class=\"po0 fs38 cl2 l1842 t3054\" id=\"a12188\">38 </div><div class=\"po0 fs42 cl2 l1734 t3055\" id=\"a12190\">Otros activos financieros a coste </div><div class=\"po0 fs42 cl2 l1734 t3056\" id=\"a12191\">amortizado </div><div class=\"po0 fs42 cl2 l1773 t3057\" id=\"a12193\">1.625 </div><div class=\"po0 fs42 cl2 l1843 t3057\" id=\"a12195\">1 </div><div class=\"po0 fs42 cl2 l842 t3057\" id=\"a12197\">665 </div><div class=\"po0 fs42 cl2 l1782 t3057\" id=\"a12199\">(1.416) </div><div class=\"po0 fs42 cl2 l1841 t3057\" id=\"a12201\">875 </div><div class=\"po0 fs38 cl2 l556 t3058\" id=\"a12203\">- Inversiones en capital </div><div class=\"po0 fs38 cl2 l556 t612\" id=\"a12206\">minoritarias </div><div class=\"po0 fs38 cl2 l1844 t3059\" id=\"a12208\">39 </div><div class=\"po0 fs38 cl2 l1781 t3059\" id=\"a12210\">- </div><div class=\"po0 fs38 cl2 l576 t3059\" id=\"a12212\">20 </div><div class=\"po0 fs38 cl2 l1023 t3059\" id=\"a12214\">(32) </div><div class=\"po0 fs38 cl2 l1842 t3059\" id=\"a12216\">27 </div><div class=\"po0 fs38 cl2 l556 t3060\" id=\"a12218\">- Otros activos financieros a coste </div><div class=\"po0 fs38 cl2 l556 t3061\" id=\"a12221\">amortizado </div><div class=\"po0 fs38 cl2 l1773 t3062\" id=\"a12223\">1.586 </div><div class=\"po0 fs38 cl2 l1843 t3062\" id=\"a12225\">1 </div><div class=\"po0 fs38 cl2 l842 t3062\" id=\"a12227\">645 </div><div class=\"po0 fs38 cl2 l1782 t3062\" id=\"a12229\">(1.384) </div><div class=\"po0 fs38 cl2 l1841 t3062\" id=\"a12231\">848 </div><div class=\"po0 fs39 cl2 l1734 t3063\" id=\"a12233\">Inversiones financieras a valor </div><div class=\"po0 fs39 cl2 l1734 t3064\" id=\"a12234\">razonable con cambios en </div><div class=\"po0 fs39 cl2 l1734 t3065\" id=\"a12235\">resultados </div><div class=\"po0 fs39 cl2 l1845 t3064\" id=\"a12237\">- </div><div class=\"po0 fs39 cl2 l1781 t3064\" id=\"a12239\">- </div><div class=\"po0 fs39 cl2 l485 t3064\" id=\"a12241\">- </div><div class=\"po0 fs39 cl2 l836 t3064\" id=\"a12243\">908 </div><div class=\"po0 fs39 cl2 l1841 t3064\" id=\"a12245\">908 </div><div class=\"po0 fs42 cl2 l1734 t3066\" id=\"a12247\">Derivados </div><div class=\"po0 fs42 cl2 l1845 t3066\" id=\"a12249\">- </div><div class=\"po0 fs42 cl2 l1781 t3066\" id=\"a12251\">- </div><div class=\"po0 fs42 cl2 l485 t3066\" id=\"a12253\">- </div><div class=\"po0 fs42 cl2 l836 t3066\" id=\"a12255\">908 </div><div class=\"po0 fs42 cl2 l1841 t3066\" id=\"a12257\">908 </div><div class=\"po0 fs39 cl2 l1734 t3067\" id=\"a12259\">Total </div><div class=\"po0 fs39 cl2 l1773 t3067\" id=\"a12261\">4.165 </div><div class=\"po0 fs39 cl2 l1775 t3067\" id=\"a12263\">(72) </div><div class=\"po0 fs39 cl2 l842 t3067\" id=\"a12265\">665 </div><div class=\"po0 fs39 cl2 l1782 t3067\" id=\"a12267\">(2.937) </div><div class=\"po0 fs39 cl2 l837 t3067\" id=\"a12269\">1.821 </div><div class=\"po0 fs14 cl2 l540 t3068\" id=\"a12273\">En el ejercicio 2024, la disminuci\u00f3n de los </div><div class=\"po0 fs26 cl2 l1846 t3069\" id=\"a12275\">\u201cCr\u00e9ditos\u201d</div><div class=\"po0 fs14 cl2 l1847 t3070\" id=\"a12276\"><div class=\"d0 w613\">\u00a0</div>se debe al cobro de los mismos.</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2527\"><div class=\"po0 fs14 cl2 l540 t3071\" id=\"a12280\">Asimismo, la variaci\u00f3n en el ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l1099 t3072\" id=\"a12284\">\u201cOtros activos financieros a coste amortizado\u201d</div><div class=\"po0 fs14 cl2 l985 t3071\" id=\"a12285\"><div class=\"d0 w971\">\u00a0</div>en el ejercicio </div><div class=\"po0 fs14 cl2 l540 t3073\" id=\"a12287\">2024<div class=\"d0 w539\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>debe,<div class=\"d0 w30\">\u00a0</div>fundamentalmente,<div class=\"d0 w19\">\u00a0</div>al<div class=\"d0 w419\">\u00a0</div>registro<div class=\"d0 w24\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>intereses<div class=\"d0 w396\">\u00a0</div>devengados<div class=\"d0 w27\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>periodificados<div class=\"d0 w49\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l540 t3074\" id=\"a12289\">favor<div class=\"d0 w739\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>PRISA<div class=\"d0 w510\">\u00a0</div>derivados<div class=\"d0 w379\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>las<div class=\"d0 w504\">\u00a0</div>coberturas<div class=\"d0 w277\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>tipos<div class=\"d0 w462\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>inter\u00e9s<div class=\"d0 w439\">\u00a0</div>(descritas<div class=\"d0 w720\">\u00a0</div>anteriormente) </div><div class=\"po0 fs14 cl2 l540 t3075\" id=\"a12290\">pendientes<div class=\"d0 w633\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>liquidar<div class=\"d0 w284\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>entidades<div class=\"d0 w292\">\u00a0</div>financieras,<div class=\"d0 w280\">\u00a0</div>junto<div class=\"d0 w379\">\u00a0</div>con<div class=\"d0 w501\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>importes<div class=\"d0 w6\">\u00a0</div>cobrados<div class=\"d0 w224\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l540 t3076\" id=\"a12292\">estaban pendientes de liquidar del ejercicio anterior.<div class=\"d0 w846\">\u00a0</div></div></div></div><div class=\"po1 w681 h241 lh0\" id=\"TextBlockContainer2530\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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class=\"w89 po0 h12 l1800 t3084 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1794 t3084 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1801 t3084 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1802 t3084 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1803 t3084 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1384 t3082 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t3085 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t3085 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l1556 t3085 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1796 t3082 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1796 t3085 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1791 t3085 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1797 t3082 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1797 t3085 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1798 t3085 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1799 t3082 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1799 t3085 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1793 t3085 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1800 t3082 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1800 t3085 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1794 t3085 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1801 t3082 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1801 t3085 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1802 t3085 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1803 t3082 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1803 t3085 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1803 t3085 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1200 t2496 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1200 t2496 bgc0\">\u00a0</div>\n<div class=\"w1039 po0 h12 l1848 t2496 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1849 t2496 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1849 t2496 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1200 t586 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1849 t586 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1200 t3086 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1848 t3086 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1850 t3086 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1851 t3086 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1849 t3086 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l1200 t3087 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l1850 t3087 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l1849 t3087 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1852 t3088 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1852 t3088 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1853 t3088 bgc0\">\u00a0</div>\n<div class=\"w1040 po0 h12 l1854 t3088 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1200 t3088 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1848 t3088 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1850 t3088 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1851 t3088 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1849 t3088 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1852 t3089 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1200 t3089 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1850 t3089 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1849 t3089 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1852 t3090 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1200 t3090 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1850 t3090 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1849 t3090 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1852 t3091 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1200 t3091 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1850 t3091 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1849 t3091 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l1852 t3092 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l1200 t3092 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l1850 t3092 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l1849 t3092 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1852 t3093 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1200 t3093 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1850 t3093 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1849 t3093 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1852 t3094 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1200 t3094 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1850 t3094 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1849 t3094 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1852 t3095 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1200 t3095 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1850 t3095 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1849 t3095 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l1852 t3096 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l1200 t3096 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l1850 t3096 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h146 l1849 t3096 bgc0\">\u00a0</div>\n<div class=\"w1041 po0 h240 l1853 t3097 bgc3\">\u00a0</div>\n<div class=\"w1042 po0 h33 l1855 t3098 bgc3\">\u00a0</div>\n<div class=\"w1043 po0 h240 l1848 t3097 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l1856 t3098 bgc3\">\u00a0</div>\n<div class=\"w1043 po0 h240 l1851 t3097 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l1757 t3098 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1852 t3099 bgc0\">\u00a0</div>\n<div class=\"w1044 po0 h12 l1853 t3099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1200 t3099 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1848 t3099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1850 t3099 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1851 t3099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1849 t3099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h240 l1852 t3097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1852 t3100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1852 t3100 bgc0\">\u00a0</div>\n<div class=\"w1044 po0 h12 l1853 t3100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h240 l1200 t3097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1200 t3100 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1848 t3100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h240 l1850 t3097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1850 t3100 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1851 t3100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h240 l1849 t3097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1849 t3100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1849 t3100 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2530\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a12308\">El movimiento de este<div class=\"d0 w543\">\u00a0</div>ep\u00edgrafe del balance de situaci\u00f3n<div class=\"d0 w34\">\u00a0</div>consolidado durante el ejercicio 2023, </div><div class=\"po0 fs14 cl2 l451 t816\" id=\"a12309\">atendiendo a la naturaleza de las operaciones es el siguiente: </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a12311\"><div class=\"d0 w1037\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1810 t2759\" id=\"a12315\">Miles de euros </div><div class=\"po0 fs38 cl2 l1811 t3101\" id=\"a12317\">Saldo al </div><div class=\"po0 fs38 cl2 l1058 t3102\" id=\"a12318\">31.12.2022 </div><div class=\"po0 fs38 cl2 l1812 t3103\" id=\"a12320\">Ajustes por </div><div class=\"po0 fs38 cl2 l676 t3101\" id=\"a12321\">conversi\u00f3n/ </div><div class=\"po0 fs38 cl2 l1813 t3102\" id=\"a12322\">Correcci\u00f3n</div><div class=\"po0 fs38 cl2 l1696 t3104\" id=\"a12324\">monetaria</div><div class=\"po0 fs38 cl2 l1814 t3101\" id=\"a12326\">Adiciones/ </div><div class=\"po0 fs38 cl2 l942 t3102\" id=\"a12327\">dotaciones </div><div class=\"po0 fs38 cl2 l663 t3101\" id=\"a12329\">Bajas/ </div><div class=\"po0 fs38 cl2 l1815 t3102\" id=\"a12330\">Traspasos </div><div class=\"po0 fs38 cl2 l1816 t3101\" id=\"a12332\">Saldo al </div><div class=\"po0 fs38 cl2 l1817 t3102\" id=\"a12333\">31.12.2023 </div><div class=\"po0 fs39 cl2 l1818 t3005\" id=\"a12335\">Inversiones financieras a coste </div><div class=\"po0 fs39 cl2 l1818 t2797\" id=\"a12336\">amortizado </div><div class=\"po0 fs39 cl2 l1819 t3006\" id=\"a12338\">1.528 </div><div class=\"po0 fs39 cl2 l1857 t3006\" id=\"a12340\">132 </div><div class=\"po0 fs39 cl2 l1821 t3006\" id=\"a12342\">3.053 </div><div class=\"po0 fs39 cl2 l1278 t3006\" id=\"a12344\">(548) </div><div class=\"po0 fs39 cl2 l785 t3006\" id=\"a12346\">4.165 </div><div class=\"po0 fs42 cl2 l1818 t3105\" id=\"a12348\">Cr\u00e9ditos </div><div class=\"po0 fs42 cl2 l1819 t3105\" id=\"a12350\">1.112 </div><div class=\"po0 fs42 cl2 l1857 t3105\" id=\"a12352\">129 </div><div class=\"po0 fs42 cl2 l1821 t3105\" id=\"a12354\">1.485 </div><div class=\"po0 fs42 cl2 l1278 t3105\" id=\"a12356\">(186) </div><div class=\"po0 fs42 cl2 l785 t3105\" id=\"a12358\">2.540 </div><div class=\"po0 fs38 cl2 l1825 t3008\" id=\"a12360\">- Cr\u00e9ditos a corto plazo a terceros </div><div class=\"po0 fs38 cl2 l1819 t3008\" id=\"a12365\">1.112 </div><div class=\"po0 fs38 cl2 l1857 t3008\" id=\"a12367\">129 </div><div class=\"po0 fs38 cl2 l1821 t3008\" id=\"a12369\">1.485 </div><div class=\"po0 fs38 cl2 l1278 t3008\" id=\"a12371\">(186) </div><div class=\"po0 fs38 cl2 l785 t3008\" id=\"a12373\">2.540 </div><div class=\"po0 fs42 cl2 l1818 t503\" id=\"a12375\">Otros activos financieros a coste </div><div class=\"po0 fs42 cl2 l1818 t3106\" id=\"a12376\">amortizado </div><div class=\"po0 fs42 cl2 l1826 t3107\" id=\"a12378\">416 </div><div class=\"po0 fs42 cl2 l1858 t3107\" id=\"a12380\">3 </div><div class=\"po0 fs42 cl2 l1821 t3107\" id=\"a12382\">1.568 </div><div class=\"po0 fs42 cl2 l1278 t3107\" id=\"a12384\">(362) </div><div class=\"po0 fs42 cl2 l785 t3107\" id=\"a12386\">1.625 </div><div class=\"po0 fs38 cl2 l1825 t3108\" id=\"a12388\">- Inversiones en capital </div><div class=\"po0 fs38 cl2 l1825 t3109\" id=\"a12391\">minoritarias </div><div class=\"po0 fs38 cl2 l1859 t1521\" id=\"a12393\">50 </div><div class=\"po0 fs38 cl2 l1831 t1521\" id=\"a12395\">(1) </div><div class=\"po0 fs38 cl2 l1827 t1521\" id=\"a12397\">- </div><div class=\"po0 fs38 cl2 l1275 t1521\" id=\"a12399\">(10) </div><div class=\"po0 fs38 cl2 l581 t1521\" id=\"a12401\">39 </div><div class=\"po0 fs38 cl2 l1825 t3110\" id=\"a12403\">- Otros activos financieros a coste </div><div class=\"po0 fs38 cl2 l1825 t3111\" id=\"a12406\">amortizado </div><div class=\"po0 fs38 cl2 l1826 t3112\" id=\"a12408\">366 </div><div class=\"po0 fs38 cl2 l1858 t3112\" id=\"a12410\">4 </div><div class=\"po0 fs38 cl2 l1821 t3112\" id=\"a12412\">1.568 </div><div class=\"po0 fs38 cl2 l1278 t3112\" id=\"a12414\">(352) </div><div class=\"po0 fs38 cl2 l785 t3112\" id=\"a12416\">1.586 </div><div class=\"po0 fs39 cl2 l1818 t3113\" id=\"a12418\">Total </div><div class=\"po0 fs39 cl2 l1819 t3113\" id=\"a12420\">1.528 </div><div class=\"po0 fs39 cl2 l1857 t3113\" id=\"a12422\">132 </div><div class=\"po0 fs39 cl2 l1821 t3113\" id=\"a12424\">3.053 </div><div class=\"po0 fs39 cl2 l1278 t3113\" id=\"a12426\">(548) </div><div class=\"po0 fs39 cl2 l785 t3113\" id=\"a12428\">4.165 </div><div class=\"po0 fs14 cl2 l451 t3114\" id=\"a12432\">En<div class=\"d0 w388\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2023,<div class=\"d0 w501\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>incremento<div class=\"d0 w389\">\u00a0</div>en </div><div class=\"po0 fs26 cl2 l1860 t3115\" id=\"a12435\">\u201cOtros<div class=\"d0 w477\">\u00a0</div>activos<div class=\"d0 w199\">\u00a0</div>financieros<div class=\"d0 w280\">\u00a0</div>a<div class=\"d0 w222\">\u00a0</div>coste<div class=\"d0 w380\">\u00a0</div>amortizado\u201d</div><div class=\"po0 fs14 cl2 l1861 t3114\" id=\"a12436\"><div class=\"d0 w388\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>debi\u00f3, </div><div class=\"po0 fs14 cl2 l451 t3116\" id=\"a12438\">fundamentalmente, al registro<div class=\"d0 w34\">\u00a0</div>de los intereses<div class=\"d0 w48\">\u00a0</div>devengados y periodificados a<div class=\"d0 w228\">\u00a0</div>favor de PRISA </div><div class=\"po0 fs14 cl2 l451 t3117\" id=\"a12439\">derivados de las coberturas<div class=\"d0 w550\">\u00a0</div>de tipos de<div class=\"d0 w561\">\u00a0</div>inter\u00e9s (descritas anteriormente)<div class=\"d0 w425\">\u00a0</div>pendientes de liquidar </div><div class=\"po0 fs14 cl2 l451 t144\" id=\"a12440\">por las entidades financieras por importe de 1.185 miles de euros. </div><div class=\"po0 fs25 cl2 l451 t3118\" id=\"a12446\">b)</div><div class=\"po0 fs25 cl2 l873 t3118\" id=\"a12448\">Pasivos financieros </div><div class=\"po0 fs14 cl2 l451 t840\" id=\"a12450\">Los pasivos financieros del Grupo son valorados al cierre de<div class=\"d0 w228\">\u00a0</div>cada periodo a coste amortizado. </div><div class=\"po0 fs14 cl2 l451 t841\" id=\"a12452\">El desglose de los mismos por categor\u00edas a 31 de diciembre<div class=\"d0 w125\">\u00a0</div>de 2024 y 2023 es el siguiente: </div><div class=\"po0 fs38 cl2 l1862 t3119\" id=\"a12462\">Miles de euros </div><div class=\"po0 fs38 cl2 l1835 t3120\" id=\"a12464\">31.12.2024 </div><div class=\"po0 fs38 cl2 l1863 t3120\" id=\"a12466\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1864 t3121\" id=\"a12468\">Deudas con entidades de cr\u00e9dito </div><div class=\"po0 fs38 cl2 l1865 t3122\" id=\"a12470\">801.163 </div><div class=\"po0 fs38 cl2 l1866 t3122\" id=\"a12472\">885.351 </div><div class=\"po0 fs38 cl2 l1864 t3123\" id=\"a12474\">Pasivos financieros por arrendamiento </div><div class=\"po0 fs38 cl2 l1867 t3123\" id=\"a12476\">43.222 </div><div class=\"po0 fs38 cl2 l1868 t3123\" id=\"a12478\">49.216 </div><div class=\"po0 fs38 cl2 l1864 t3124\" id=\"a12480\">Otros pasivos financieros </div><div class=\"po0 fs38 cl2 l1869 t3124\" id=\"a12482\">3.621 </div><div class=\"po0 fs38 cl2 l1870 t3124\" id=\"a12484\">1.026 </div><div class=\"po0 fs39 cl2 l1864 t3125\" id=\"a12486\">Pasivos financieros no corrientes </div><div class=\"po0 fs39 cl2 l1865 t3125\" id=\"a12488\">848.006 </div><div class=\"po0 fs39 cl2 l1866 t3125\" id=\"a12490\">935.593 </div><div class=\"po0 fs38 cl2 l1864 t3126\" id=\"a12492\">Deudas con entidades de cr\u00e9dito </div><div class=\"po0 fs38 cl2 l1867 t3126\" id=\"a12494\">26.570 </div><div class=\"po0 fs38 cl2 l1868 t3126\" id=\"a12496\">37.578 </div><div class=\"po0 fs38 cl2 l1864 t3127\" id=\"a12498\">Pasivos financieros por arrendamiento </div><div class=\"po0 fs38 cl2 l1867 t3127\" id=\"a12500\">17.569 </div><div class=\"po0 fs38 cl2 l1868 t3127\" id=\"a12502\">16.062 </div><div class=\"po0 fs38 cl2 l1864 t3128\" id=\"a12504\">Otros pasivos financieros </div><div class=\"po0 fs38 cl2 l1375 t3128\" id=\"a12506\">230 </div><div class=\"po0 fs38 cl2 l1870 t3128\" id=\"a12508\">1.830 </div><div class=\"po0 fs39 cl2 l1864 t3129\" id=\"a12510\">Pasivos financieros corrientes </div><div class=\"po0 fs39 cl2 l1867 t3129\" id=\"a12512\">44.369 </div><div class=\"po0 fs39 cl2 l1868 t3129\" id=\"a12514\">55.470 </div><div class=\"po0 fs39 cl2 l1864 t2613\" id=\"a12516\">Total </div><div class=\"po0 fs39 cl2 l1865 t2613\" id=\"a12518\">892.375 </div><div class=\"po0 fs39 cl2 l1866 t2613\" id=\"a12520\">991.063 </div></div></div><div class=\"po1 w681 h249 lh0\" id=\"TextBlockContainer2563\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"po0 l342 t756 f0\" id=\"div_2533_XBRL_TS_2d3cf156f76b4307beafd23f9af0372e\"><div class=\"po1 w681 h249 lh0\" id=\"TextBlockContainer2559\"><div class=\"po1 w681 z0\" id=\"TextContainer2559\"><div class=\"po0 fs25 cl2 l451 t756\" id=\"a12534\">Deudas con entidades de cr\u00e9dito </div></div><div class=\"po0 l450 t762 f0\" id=\"div_2534_XBRL_TS_4a607b5c61054679aa71ac4dc9682bf7\"><div class=\"po1 w1007 h246 lh0\" id=\"TextBlockContainer2545\"><div class=\"po0 l342 t756 f0\" id=\"div_2535_XBRL_TS_3e3f29fb494f4038944d7348d0638ac9\"><div class=\"po1 w1007 h246 lh0\" id=\"TextBlockContainer2542\"><div class=\"po0 l342 t756 f0\" id=\"div_2536_XBRL_TS_f9f1866a667f4785b217521b30e7d635\"><div class=\"po1 w1007 h244 lh0\" id=\"TextBlockContainer2537\"><div class=\"w89 po0 h12 l1084 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3130 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3130 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3130 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3130 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1084 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1872 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1874 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l802 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1875 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t3131 bgc0\">\u00a0</div>\n<div class=\"w1046 po0 h12 l530 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3131 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3131 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3131 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3131 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l528 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1084 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1872 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1874 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l802 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1875 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1084 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1872 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1874 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l802 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1875 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1084 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1872 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1874 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l802 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1875 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l528 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1084 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1872 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1874 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l802 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1875 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1084 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1872 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1874 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l802 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1875 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1084 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1872 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1874 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l802 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1875 t3137 bgc0\">\u00a0</div>\n<div class=\"w1047 po0 h243 l529 t3138 bgc3\">\u00a0</div>\n<div class=\"w1048 po0 h33 l531 t3139 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h243 l1876 t3138 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h74 l1876 t3140 bgc3\">\u00a0</div>\n<div class=\"w1049 po0 h243 l1873 t3138 bgc3\">\u00a0</div>\n<div class=\"w1050 po0 h33 l1877 t3139 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h243 l1878 t3138 bgc3\">\u00a0</div>\n<div class=\"w1051 po0 h33 l1879 t3139 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h243 l720 t3138 bgc3\">\u00a0</div>\n<div class=\"w1051 po0 h33 l1880 t3139 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3141 bgc0\">\u00a0</div>\n<div class=\"w1047 po0 h12 l529 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3141 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3141 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3141 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3141 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l528 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w1047 po0 h12 l529 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1084 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3142 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1872 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3142 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1874 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3142 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l802 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3142 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1875 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3142 bgc0\">\u00a0</div>\n<div class=\"po1 w1007 z0\" id=\"TextContainer2537\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a12537\">Los saldos de deudas con entidades de cr\u00e9dito a 31 de diciembre de<div class=\"d0 w341\">\u00a0</div>2024, en miles de euros, </div><div class=\"po0 fs14 cl2 l540 t757\" id=\"a12540\">as\u00ed como los l\u00edmites y vencimientos previstos son los siguientes: </div><div class=\"po0 fs38 cl2 l1094 t3143\" id=\"a12544\">Vencimiento </div><div class=\"po0 fs38 cl2 l924 t3144\" id=\"a12546\">L\u00edmite </div><div class=\"po0 fs38 cl2 l1881 t2839\" id=\"a12547\">concedido </div><div class=\"po0 fs38 cl2 l1539 t3145\" id=\"a12549\">Dispuesto con </div><div class=\"po0 fs38 cl2 l1882 t3143\" id=\"a12550\">vencimiento a </div><div class=\"po0 fs38 cl2 l1273 t3146\" id=\"a12551\">corto plazo </div><div class=\"po0 fs38 cl2 l926 t3145\" id=\"a12553\">Dispuesto con </div><div class=\"po0 fs38 cl2 l756 t3143\" id=\"a12554\">vencimiento a </div><div class=\"po0 fs38 cl2 l1883 t3146\" id=\"a12555\">largo plazo </div><div class=\"po0 fs38 cl2 l556 t3147\" id=\"a12557\">Pr\u00e9stamo sindicado Junior (*) </div><div class=\"po0 fs38 cl2 l1884 t3147\" id=\"a12559\">2027 </div><div class=\"po0 fs38 cl2 l1885 t3147\" id=\"a12561\">39.667 </div><div class=\"po0 fs38 cl2 l1886 t3147\" id=\"a12563\">- </div><div class=\"po0 fs38 cl2 l1887 t3147\" id=\"a12565\">39.667 </div><div class=\"po0 fs38 cl2 l556 t3148\" id=\"a12567\">Pr\u00e9stamo sindicado Senior </div><div class=\"po0 fs38 cl2 l1884 t3148\" id=\"a12569\">2026 </div><div class=\"po0 fs38 cl2 l1888 t3148\" id=\"a12571\">575.105 </div><div class=\"po0 fs38 cl2 l1886 t3148\" id=\"a12573\">- </div><div class=\"po0 fs38 cl2 l1889 t3148\" id=\"a12575\">575.105 </div><div class=\"po0 fs38 cl2 l556 t3149\" id=\"a12577\">Deuda Super Senior </div><div class=\"po0 fs38 cl2 l1884 t3149\" id=\"a12579\">2026 </div><div class=\"po0 fs38 cl2 l1888 t3149\" id=\"a12581\">240.000 </div><div class=\"po0 fs38 cl2 l1886 t3149\" id=\"a12583\">- </div><div class=\"po0 fs38 cl2 l1889 t3149\" id=\"a12585\">200.000 </div><div class=\"po0 fs38 cl2 l556 t3150\" id=\"a12587\">Pr\u00e9stamos, p\u00f3lizas de cr\u00e9dito, leasing<div class=\"d0 w828\">\u00a0</div>y otros </div><div class=\"po0 fs38 cl2 l919 t3150\" id=\"a12589\">2025-2027 </div><div class=\"po0 fs38 cl2 l1885 t3150\" id=\"a12593\">40.784 </div><div class=\"po0 fs38 cl2 l1890 t3150\" id=\"a12595\">12.436 </div><div class=\"po0 fs38 cl2 l1686 t3150\" id=\"a12597\">1.622 </div><div class=\"po0 fs38 cl2 l556 t3151\" id=\"a12599\">Intereses<div class=\"d0 w1052\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1884 t3151\" id=\"a12601\">2025 </div><div class=\"po0 fs38 cl2 l1891 t3151\" id=\"a12603\">- </div><div class=\"po0 fs38 cl2 l1890 t3151\" id=\"a12605\">14.134 </div><div class=\"po0 fs38 cl2 l1892 t3151\" id=\"a12607\">- </div><div class=\"po0 fs38 cl2 l556 t3152\" id=\"a12609\">Valor razonable/ Gastos de formalizaci\u00f3n </div><div class=\"po0 fs38 cl2 l1884 t3152\" id=\"a12611\">2027 </div><div class=\"po0 fs38 cl2 l1891 t3152\" id=\"a12613\">- </div><div class=\"po0 fs38 cl2 l1886 t3152\" id=\"a12615\">- </div><div class=\"po0 fs38 cl2 l1893 t3152\" id=\"a12617\">(15.231) </div><div class=\"po0 fs39 cl2 l556 t3153\" id=\"a12619\">Total </div><div class=\"po0 fs39 cl2 l1888 t3153\" id=\"a12622\">895.556 </div><div class=\"po0 fs39 cl2 l1890 t3153\" id=\"a12624\">26.570 </div><div class=\"po0 fs39 cl2 l1889 t3153\" id=\"a12626\">801.163 </div><div class=\"po0 fs32 cl2 l540 t3154\" id=\"a12629\">(*) El importe dispuesto<div class=\"d0 w559\">\u00a0</div>a largo plazo incluye<div class=\"d0 w713\">\u00a0</div>intereses capitalizados<div class=\"d0 w490\">\u00a0</div>por importe 13.907<div class=\"d0 w631\">\u00a0</div>miles de euros a 31 de </div><div class=\"po0 fs32 cl2 l341 t3155\" id=\"a12639\">diciembre de 2024.</div></div></div></div><div class=\"po1 w1007 z0\" id=\"TextContainer2542\"></div><div class=\"po0 l342 t3182 f0\" id=\"div_2539_XBRL_TS_a2af3c14f65446da930cb883ff923cf0\"><div class=\"po1 w1007 h94 lh0\" id=\"TextBlockContainer2540\"><div class=\"w89 po0 h12 l1040 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3156 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3156 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3156 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3156 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1040 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1894 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l436 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l625 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l499 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t3157 bgc0\">\u00a0</div>\n<div class=\"w1053 po0 h12 l530 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3157 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3157 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3157 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3157 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l528 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1040 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1894 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l436 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l625 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l499 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1040 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1894 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l436 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l625 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l499 t2009 bgc0\">\u00a0</div>\n<div class=\"w1054 po0 h243 l529 t3163 bgc3\">\u00a0</div>\n<div class=\"w1055 po0 h33 l531 t3164 bgc3\">\u00a0</div>\n<div class=\"w1056 po0 h243 l1041 t3163 bgc3\">\u00a0</div>\n<div class=\"w1056 po0 h194 l1041 t3165 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h243 l1897 t3163 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1799 t3164 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h243 l1896 t3163 bgc3\">\u00a0</div>\n<div class=\"w1028 po0 h33 l1898 t3164 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h243 l626 t3163 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h33 l634 t3164 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3166 bgc0\">\u00a0</div>\n<div class=\"w1054 po0 h12 l529 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3166 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3166 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3166 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3166 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l528 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w1054 po0 h12 l529 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1040 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3142 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1894 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3142 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l436 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3142 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l625 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3142 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l499 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3142 bgc0\">\u00a0</div>\n<div class=\"w996 po0 h12 l1361 t3155 bgc1\">\u00a0</div>\n<div class=\"po1 w1007 z0\" id=\"TextContainer2540\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a12642\">Los saldos de deudas con entidades de cr\u00e9dito a 31 de diciembre de<div class=\"d0 w341\">\u00a0</div>2023, en miles de euros, </div><div class=\"po0 fs14 cl2 l540 t1152\" id=\"a12645\">as\u00ed como los l\u00edmites y vencimientos previstos fueron los siguientes: </div><div class=\"po0 fs38 cl2 l659 t3167\" id=\"a12650\">Vencimiento </div><div class=\"po0 fs38 cl2 l952 t3168\" id=\"a12652\">L\u00edmite </div><div class=\"po0 fs38 cl2 l1899 t3169\" id=\"a12653\">concedido </div><div class=\"po0 fs38 cl2 l1900 t3170\" id=\"a12655\">Dispuesto con </div><div class=\"po0 fs38 cl2 l1901 t3167\" id=\"a12656\">vencimiento a </div><div class=\"po0 fs38 cl2 l1902 t3171\" id=\"a12657\">corto plazo </div><div class=\"po0 fs38 cl2 l985 t3170\" id=\"a12659\">Dispuesto con </div><div class=\"po0 fs38 cl2 l1903 t3167\" id=\"a12660\">vencimiento a </div><div class=\"po0 fs38 cl2 l1904 t3171\" id=\"a12661\">largo plazo </div><div class=\"po0 fs38 cl2 l556 t3172\" id=\"a12663\">Pr\u00e9stamo sindicado Junior (*) </div><div class=\"po0 fs38 cl2 l1905 t3172\" id=\"a12665\">2027 </div><div class=\"po0 fs38 cl2 l670 t3172\" id=\"a12667\">86.967 </div><div class=\"po0 fs38 cl2 l1748 t3172\" id=\"a12669\">- </div><div class=\"po0 fs38 cl2 l1906 t3172\" id=\"a12671\">86.967 </div><div class=\"po0 fs38 cl2 l556 t3173\" id=\"a12673\">Pr\u00e9stamo sindicado Senior </div><div class=\"po0 fs38 cl2 l1905 t3173\" id=\"a12675\">2026 </div><div class=\"po0 fs38 cl2 l1096 t3173\" id=\"a12677\">575.105 </div><div class=\"po0 fs38 cl2 l1748 t3173\" id=\"a12679\">- </div><div class=\"po0 fs38 cl2 l1907 t3173\" id=\"a12681\">575.105 </div><div class=\"po0 fs38 cl2 l556 t3174\" id=\"a12683\">Deuda Super Senior </div><div class=\"po0 fs38 cl2 l1905 t3174\" id=\"a12685\">2026 </div><div class=\"po0 fs38 cl2 l1096 t3174\" id=\"a12687\">240.000 </div><div class=\"po0 fs38 cl2 l1748 t3174\" id=\"a12689\">- </div><div class=\"po0 fs38 cl2 l1907 t3174\" id=\"a12691\">240.000 </div><div class=\"po0 fs38 cl2 l556 t3175\" id=\"a12693\">Pr\u00e9stamos, p\u00f3lizas de cr\u00e9dito, leasing<div class=\"d0 w828\">\u00a0</div>y otros </div><div class=\"po0 fs38 cl2 l1775 t3175\" id=\"a12695\">2024-2027 </div><div class=\"po0 fs38 cl2 l670 t3175\" id=\"a12699\">47.287 </div><div class=\"po0 fs38 cl2 l1347 t3175\" id=\"a12701\">21.072 </div><div class=\"po0 fs38 cl2 l1908 t3175\" id=\"a12703\">7.096 </div><div class=\"po0 fs38 cl2 l556 t3176\" id=\"a12705\">Intereses </div><div class=\"po0 fs38 cl2 l1905 t3176\" id=\"a12707\">2024 </div><div class=\"po0 fs38 cl2 l1537 t3176\" id=\"a12709\">- </div><div class=\"po0 fs38 cl2 l1347 t3176\" id=\"a12711\">16.506 </div><div class=\"po0 fs38 cl2 l1909 t3176\" id=\"a12713\">- </div><div class=\"po0 fs38 cl2 l556 t3177\" id=\"a12715\">Valor razonable/ Gastos de formalizaci\u00f3n </div><div class=\"po0 fs38 cl2 l1905 t3177\" id=\"a12717\">2027 </div><div class=\"po0 fs38 cl2 l1537 t3177\" id=\"a12719\">- </div><div class=\"po0 fs38 cl2 l1748 t3177\" id=\"a12721\">- </div><div class=\"po0 fs38 cl2 l1910 t3177\" id=\"a12723\">(23.817) </div><div class=\"po0 fs39 cl2 l556 t3178\" id=\"a12725\">Total </div><div class=\"po0 fs39 cl2 l1096 t3178\" id=\"a12728\">949.359 </div><div class=\"po0 fs39 cl2 l1347 t3178\" id=\"a12730\">37.578 </div><div class=\"po0 fs39 cl2 l1907 t3178\" id=\"a12732\">885.351 </div><div class=\"po0 fs37 cl4 l340 t3179\" id=\"a12734\">.</div><div class=\"po0 fs32 cl2 l1911 t3180\" id=\"a12735\"><div class=\"d0 w708\">\u00a0</div>(*) El importe dispuesto<div class=\"d0 w555\">\u00a0</div>a largo plazo incluye<div class=\"d0 w713\">\u00a0</div>intereses capitalizados<div class=\"d0 w830\">\u00a0</div>por importe 11.207 miles<div class=\"d0 w631\">\u00a0</div>de euros a 31 de </div><div class=\"po0 fs32 cl2 l341 t3181\" id=\"a12742\">diciembre de 2023.</div></div></div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2560\"></div><div class=\"po0 l342 t3203 f0\" id=\"div_2547_XBRL_TS_7641ef740b4b4e8594109ffd3ef8d103\"><div class=\"po1 w681 h248 lh0\" id=\"TextBlockContainer2557\"><div class=\"po0 l342 t756 f0\" id=\"div_2548_XBRL_TS_c127dc0de58a4ac6a58c3bc7babd746e\"><div class=\"po1 w681 h248 lh0\" id=\"TextBlockContainer2555\"><div class=\"po0 l450 t756 f0\" id=\"div_2549_XBRL_TS_eb62cb0fc1fb491eb937405c583dd3f3\"><div class=\"po1 w198 h247 lh0\" id=\"TextBlockContainer2553\"><div class=\"po0 l342 t756 f0\" id=\"div_2550_XBRL_TS_ef3927c7ca284275b8917b8688a54504\"><div class=\"po1 w198 h247 lh0\" id=\"TextBlockContainer2551\"><div class=\"w89 po0 h12 l1206 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t2205 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t2205 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1206 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1499 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1913 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1915 t2986 bgc0\">\u00a0</div>\n<div class=\"w1057 po0 h12 l1916 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t2986 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t2986 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3184 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3184 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3184 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1914 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1206 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1499 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1913 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t3189 bgc0\">\u00a0</div>\n<div class=\"w1059 po0 h245 l1915 t3190 bgc3\">\u00a0</div>\n<div class=\"w1060 po0 h33 l1917 t3191 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h245 l1918 t3190 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l1919 t3191 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h245 l1763 t3190 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l623 t3191 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3192 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3192 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3192 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1914 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3193 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1206 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3193 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1499 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3193 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1913 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3193 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2551\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12746\">A continuaci\u00f3n<div class=\"d0 w230\">\u00a0</div>se presenta<div class=\"d0 w518\">\u00a0</div>el movimiento<div class=\"d0 w366\">\u00a0</div>de la<div class=\"d0 w295\">\u00a0</div>deuda con<div class=\"d0 w290\">\u00a0</div>entidades de<div class=\"d0 w484\">\u00a0</div>cr\u00e9dito, en<div class=\"d0 w368\">\u00a0</div>miles de </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a12750\">euros, en los ejercicios 2024 y 2023: </div><div class=\"po0 fs38 cl2 l690 t3194\" id=\"a12758\">31.12.2024 </div><div class=\"po0 fs38 cl2 l1920 t3194\" id=\"a12760\">31.12.2023 </div><div class=\"po0 fs39 cl2 l1921 t3195\" id=\"a12762\">Deudas con entidades de cr\u00e9dito<div class=\"d0 w1061\">\u00a0</div>al inicio del per\u00edodo </div><div class=\"po0 fs39 cl2 l1922 t3195\" id=\"a12764\">922.929 </div><div class=\"po0 fs39 cl2 l1841 t3195\" id=\"a12766\">1.011.672 </div><div class=\"po0 fs38 cl2 l1921 t3196\" id=\"a12768\">Amortizaci\u00f3n/ Disposici\u00f3n de deuda<div class=\"d0 w970\">\u00a0</div>(*) </div><div class=\"po0 fs38 cl2 l1923 t3196\" id=\"a12770\">(101.607) </div><div class=\"po0 fs38 cl2 l1924 t3196\" id=\"a12772\">(111.401) </div><div class=\"po0 fs38 cl2 l1921 t3197\" id=\"a12774\">Valor razonable/actual<div class=\"d0 w1062\">\u00a0</div>en instrumentos financieros </div><div class=\"po0 fs38 cl2 l1248 t3197\" id=\"a12776\">8.586<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1925 t3197\" id=\"a12778\">11.982<div class=\"d0 w880\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3198\" id=\"a12780\">Variaci\u00f3n de intereses devengados<div class=\"d0 w1063\">\u00a0</div>no pagados </div><div class=\"po0 fs38 cl2 l1926 t3198\" id=\"a12782\">(3.241) </div><div class=\"po0 fs38 cl2 l1000 t3198\" id=\"a12784\">4.564<div class=\"d0 w1064\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3199\" id=\"a12786\">Coste fijo capitalizable<div class=\"d0 w1065\">\u00a0</div>(PIK) </div><div class=\"po0 fs38 cl2 l652 t3199\" id=\"a12788\">2.700 </div><div class=\"po0 fs38 cl2 l572 t3199\" id=\"a12790\">4.954 </div><div class=\"po0 fs38 cl2 l1921 t3200\" id=\"a12792\">Efecto del tipo de cambio en la deuda </div><div class=\"po0 fs38 cl2 l1926 t3200\" id=\"a12794\">(1.837) </div><div class=\"po0 fs38 cl2 ls9 l1927 t3200\" id=\"a12796\">909<div class=\"d0 w251\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3201\" id=\"a12798\">Otros </div><div class=\"po0 fs38 cl2 ls9 l1928 t3201\" id=\"a12800\">203<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs38 cl2 ls9 l1927 t3201\" id=\"a12802\">249<div class=\"d0 w251\">\u00a0</div></div><div class=\"po0 fs39 cl2 l1921 t3202\" id=\"a12804\">Deuda con entidades de cr\u00e9dito al<div class=\"d0 w1066\">\u00a0</div>final del per\u00edodo </div><div class=\"po0 fs39 cl2 l1922 t3202\" id=\"a12806\">827.733 </div><div class=\"po0 fs39 cl2 l1929 t3202\" id=\"a12808\">922.929 </div><div class=\"po0 fs43 cl2 l1445 t2393\" id=\"a12811\">(*) Movimiento que genera flujo<div class=\"d0 w1067\">\u00a0</div>de efectivo.</div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2555\"></div></div></div></div></div></div></div></div><div class=\"po1 w681 h253 lh0\" id=\"TextBlockContainer2583\"><div class=\"po0 l342 t756 f0\" id=\"div_2566_XBRL_TS_2d3cf156f76b4307beafd23f9af0372e_1\"><div class=\"po1 w681 h253 lh0\" id=\"TextBlockContainer2581\"><div class=\"po0 l342 t756 f0\" id=\"div_2567_XBRL_TS_7641ef740b4b4e8594109ffd3ef8d103_1\"><div class=\"po1 w681 h253 lh0\" id=\"TextBlockContainer2577\"><div class=\"po0 l342 t756 f0\" id=\"div_2568_XBRL_TS_c127dc0de58a4ac6a58c3bc7babd746e_1\"><div class=\"po1 w681 h252 lh0\" id=\"TextBlockContainer2569\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3204 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1931 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1932 t3204 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1933 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h250 l1930 t2943 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h250 l1932 t2943 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h250 l1934 t2943 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1936 t3205 bgc0\">\u00a0</div>\n<div class=\"w1068 po0 h12 l1937 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3205 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1931 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1932 t3205 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1933 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l1935 t1822 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l1930 t1822 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l1932 t1822 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l1934 t1822 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1935 t3206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1930 t3206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1932 t3206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1934 t3206 bgc0\">\u00a0</div>\n<div class=\"w1069 po0 h251 l1936 t3207 bgc5\">\u00a0</div>\n<div class=\"w1070 po0 h251 l1938 t3207 bgc5\">\u00a0</div>\n<div class=\"w989 po0 h251 l1931 t3207 bgc5\">\u00a0</div>\n<div class=\"w783 po0 h251 l1939 t3207 bgc5\">\u00a0</div>\n<div class=\"w989 po0 h251 l1933 t3207 bgc5\">\u00a0</div>\n<div class=\"w815 po0 h251 l1940 t3207 bgc5\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3208 bgc0\">\u00a0</div>\n<div class=\"w1069 po0 h12 l1936 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3208 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1931 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1932 t3208 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1933 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1935 t3207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3209 bgc0\">\u00a0</div>\n<div class=\"w1069 po0 h12 l1936 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1930 t3207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3209 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1931 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1932 t3207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1932 t3209 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1933 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1934 t3207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3209 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2569\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a12824\">Del<div class=\"d0 w463\">\u00a0</div>total<div class=\"d0 w226\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>deuda<div class=\"d0 w227\">\u00a0</div>con<div class=\"d0 w501\">\u00a0</div>entidades<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>cr\u00e9dito<div class=\"d0 w338\">\u00a0</div>al<div class=\"d0 w381\">\u00a0</div>31<div class=\"d0 w291\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>diciembre<div class=\"d0 w288\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>2024<div class=\"d0 w280\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>98,62%<div class=\"d0 w291\">\u00a0</div>est\u00e1 </div><div class=\"po0 fs14 cl2 l451 t816\" id=\"a12833\">denominado en euros (97,59%<div class=\"d0 w352\">\u00a0</div>a 31 de diciembre de 2023) y el resto en moneda extranjera. </div><div class=\"po0 fs14 cl2 l451 t817\" id=\"a12841\">El tipo de inter\u00e9s medio nominal de la deuda financiera con entidades de cr\u00e9dito del Grupo en </div><div class=\"po0 fs14 cl2 l451 t818\" id=\"a12846\">los ejercicios 2024 y 2023 ha<div class=\"d0 w32\">\u00a0</div>sido del 8,93% y 8,71%, respectivamente. Se<div class=\"d0 w26\">\u00a0</div>trata de una \u201cmedida </div><div class=\"po0 fs14 cl2 l451 t819\" id=\"a12857\">alternativa del rendimiento\u201d definida como el<div class=\"d0 w21\">\u00a0</div>cociente entre el gasto por intereses asociados<div class=\"d0 w18\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l451 t820\" id=\"a12858\">la deuda con entidades de cr\u00e9dito (en base 360) y el promedio de los saldos medios mensuales </div><div class=\"po0 fs14 cl2 l451 t821\" id=\"a12859\">dispuestos (bruto) de las mismas. PRISA utiliza esta magnitud para medir el coste medio de la </div><div class=\"po0 fs14 cl2 l451 t822\" id=\"a12861\">deuda con<div class=\"d0 w354\">\u00a0</div>entidades de<div class=\"d0 w51\">\u00a0</div>cr\u00e9dito, que<div class=\"d0 w425\">\u00a0</div>es el<div class=\"d0 w422\">\u00a0</div>principal<div class=\"d0 w515\">\u00a0</div>pasivo financiero<div class=\"d0 w550\">\u00a0</div>del Grupo.<div class=\"d0 w489\">\u00a0</div>A continuaci\u00f3n, </div><div class=\"po0 fs14 cl2 l451 t823\" id=\"a12862\">se presenta<div class=\"d0 w234\">\u00a0</div>la conciliaci\u00f3n del tipo<div class=\"d0 w167\">\u00a0</div>de inter\u00e9s<div class=\"d0 w129\">\u00a0</div>medio de la<div class=\"d0 w480\">\u00a0</div>deuda con<div class=\"d0 w57\">\u00a0</div>entidades de<div class=\"d0 w48\">\u00a0</div>cr\u00e9dito del </div><div class=\"po0 fs14 cl2 l451 t824\" id=\"a12863\">Grupo para los ejercicios 2024 y 2023 (miles de euros): </div><div class=\"po0 fs32 cl2 l1865 t3210\" id=\"a12870\">31.12.2024 </div><div class=\"po0 fs32 cl2 l767 t3210\" id=\"a12873\">31.12.2023 </div><div class=\"po0 fs32 cl2 l1941 t3211\" id=\"a12876\">Gastos por intereses de deudas con entidades<div class=\"d0 w825\">\u00a0</div>de cr\u00e9dito </div><div class=\"po0 fs32 cl2 l1941 t1761\" id=\"a12877\">(base 360) </div><div class=\"po0 fs22 cl2 l1942 t3212\" id=\"a12878\">(1)</div><div class=\"po0 fs32 cl2 l1928 t3211\" id=\"a12880\">79.115 </div><div class=\"po0 fs32 cl2 l1841 t3211\" id=\"a12882\">82.427 </div><div class=\"po0 fs32 cl2 l1941 t2627\" id=\"a12884\">Deuda con entidades de<div class=\"d0 w426\">\u00a0</div>cr\u00e9dito </div><div class=\"po0 fs22 cl2 l1943 t3213\" id=\"a12885\">(2)</div><div class=\"po0 fs32 cl2 l1944 t2627\" id=\"a12887\">885.793 </div><div class=\"po0 fs32 cl2 l1945 t2627\" id=\"a12889\">946.635 </div><div class=\"po0 fs15 cl2 l1941 t3214\" id=\"a12891\">Inter\u00e9s medio de la deuda<div class=\"d0 w96\">\u00a0</div>con entidades de<div class=\"d0 w559\">\u00a0</div>cr\u00e9dito </div><div class=\"po0 fs15 cl2 l1946 t3214\" id=\"a12893\">8,93% </div><div class=\"po0 fs15 cl2 l1947 t3214\" id=\"a12895\">8,71% </div><div class=\"po0 fs38 cl2 l1948 t3215\" id=\"a12897\">(1)</div><div class=\"po0 fs38 cl2 l1949 t3215\" id=\"a12899\">El gasto por intereses en base 360<div class=\"d0 w29\">\u00a0</div>se calcula multiplicando el gasto por<div class=\"d0 w43\">\u00a0</div>intereses asociados a la deuda<div class=\"d0 w1065\">\u00a0</div>con entidades de </div><div class=\"po0 fs38 cl2 l1949 t3216\" id=\"a12900\">cr\u00e9dito por 360 y dividido por el<div class=\"d0 w97\">\u00a0</div>n\u00famero de d\u00edas transcurridos en<div class=\"d0 w1071\">\u00a0</div>el periodo de reporte, esto es<div class=\"d0 w971\">\u00a0</div>365/366 d\u00edas para </div><div class=\"po0 fs38 cl2 l1949 t3217\" id=\"a12901\">periodos anuales. </div><div class=\"po0 fs38 cl2 l1948 t3218\" id=\"a12904\">(2)</div><div class=\"po0 fs38 cl2 l1949 t3218\" id=\"a12906\">Calculado<div class=\"d0 w61\">\u00a0</div>como<div class=\"d0 w1072\">\u00a0</div>el<div class=\"d0 w1073\">\u00a0</div>promedio<div class=\"d0 w969\">\u00a0</div>de<div class=\"d0 w970\">\u00a0</div>los<div class=\"d0 w1074\">\u00a0</div>saldos<div class=\"d0 w1075\">\u00a0</div>medios<div class=\"d0 w1076\">\u00a0</div>mensuales<div class=\"d0 w1077\">\u00a0</div>dispuestos<div class=\"d0 w1078\">\u00a0</div>con<div class=\"d0 w52\">\u00a0</div>entidades<div class=\"d0 w137\">\u00a0</div>de<div class=\"d0 w1079\">\u00a0</div>cr\u00e9dito<div class=\"d0 w951\">\u00a0</div>(bruto)<div class=\"d0 w50\">\u00a0</div>m\u00e1s<div class=\"d0 w1080\">\u00a0</div>el<div class=\"d0 w1073\">\u00a0</div>no </div><div class=\"po0 fs38 cl2 l1949 t3219\" id=\"a12909\">dispuesto de la deuda Super Senior<div class=\"d0 w1062\">\u00a0</div>(que genera coste financiero).<div class=\"d0 w1065\">\u00a0</div>Por ello, los importes no coinciden<div class=\"d0 w948\">\u00a0</div>con el saldo al cierre </div><div class=\"po0 fs38 cl2 l1949 t3220\" id=\"a12913\">de cada ejercicio. Las deudas con entidades<div class=\"d0 w948\">\u00a0</div>de cr\u00e9dito dispuestas provienen<div class=\"d0 w1066\">\u00a0</div>de la contabilidad interna del Grupo. Para<div class=\"d0 w40\">\u00a0</div>su </div><div class=\"po0 fs38 cl2 l1949 t3221\" id=\"a12915\">c\u00e1lculo, la<div class=\"d0 w1065\">\u00a0</div>Sociedad ha seguido<div class=\"d0 w45\">\u00a0</div>las mismas pol\u00edticas<div class=\"d0 w655\">\u00a0</div>contables que las<div class=\"d0 w1081\">\u00a0</div>aplicadas en los<div class=\"d0 w1082\">\u00a0</div>estados financieros<div class=\"d0 w1083\">\u00a0</div>elaborados de </div><div class=\"po0 fs38 cl2 l1949 t3222\" id=\"a12916\">conformidad con el marco de informaci\u00f3n<div class=\"d0 w1084\">\u00a0</div>financiera aplicable. </div><div class=\"po0 fs14 cl2 l451 t146\" id=\"a12920\">Asimismo, del total de la deuda con<div class=\"d0 w234\">\u00a0</div>entidades de cr\u00e9dito al 31 de diciembre de<div class=\"d0 w129\">\u00a0</div>2024 el 99,21% </div><div class=\"po0 fs14 cl2 l451 t3223\" id=\"a12928\">est\u00e1<div class=\"d0 w368\">\u00a0</div>referenciado a<div class=\"d0 w437\">\u00a0</div>tipo<div class=\"d0 w38\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>inter\u00e9s<div class=\"d0 w21\">\u00a0</div>variable y<div class=\"d0 w278\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>resto<div class=\"d0 w22\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>tipo<div class=\"d0 w38\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>inter\u00e9s<div class=\"d0 w21\">\u00a0</div>fijo<div class=\"d0 w48\">\u00a0</div>(96,32%<div class=\"d0 w480\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>tipo<div class=\"d0 w58\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l475 t3224\" id=\"a12933\">inter\u00e9s variable a 31 de diciembre de 2023).</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2577\"></div><div class=\"po0 l450 t3226 f0\" id=\"div_2571_XBRL_TS_8b53e6f6329e45e0a1030cd788841c40\"><div class=\"po1 w198 h55 lh0\" id=\"TextBlockContainer2572\"><div class=\"po1 w198 z0\" id=\"TextContainer2572\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12938\">De<div class=\"d0 w249\">\u00a0</div>acuerdo<div class=\"d0 w484\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>NIIF<div class=\"d0 w229\">\u00a0</div>13<div class=\"d0 w293\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>realizado<div class=\"d0 w518\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>c\u00e1lculo<div class=\"d0 w169\">\u00a0</div>te\u00f3rico<div class=\"d0 w344\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>valor<div class=\"d0 w390\">\u00a0</div>razonable<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>deuda </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a12939\">financiera. Para ello<div class=\"d0 w424\">\u00a0</div>se ha utilizado<div class=\"d0 w410\">\u00a0</div>el valor de<div class=\"d0 w472\">\u00a0</div>cotizaci\u00f3n de<div class=\"d0 w126\">\u00a0</div>la deuda en<div class=\"d0 w148\">\u00a0</div>el mercado secundario, </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a12940\">seg\u00fan<div class=\"d0 w659\">\u00a0</div>informaci\u00f3n<div class=\"d0 w214\">\u00a0</div>proporcionada<div class=\"d0 w702\">\u00a0</div>por<div class=\"d0 w452\">\u00a0</div>un<div class=\"d0 w318\">\u00a0</div>tercero<div class=\"d0 w704\">\u00a0</div>independiente<div class=\"d0 w678\">\u00a0</div>(variables<div class=\"d0 w301\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>nivel<div class=\"d0 w1085\">\u00a0</div>1, </div><div class=\"po0 fs14 cl2 l340 t765\" id=\"a12942\">estimaciones<div class=\"d0 w225\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>utilizando<div class=\"d0 w475\">\u00a0</div>precios<div class=\"d0 w232\">\u00a0</div>cotizados<div class=\"d0 w391\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>mercados<div class=\"d0 w284\">\u00a0</div>activos).<div class=\"d0 w338\">\u00a0</div>El<div class=\"d0 w98\">\u00a0</div>valor<div class=\"d0 w390\">\u00a0</div>razonable<div class=\"d0 w284\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t760\" id=\"a12943\">pr\u00e9stamo<div class=\"d0 w437\">\u00a0</div>Senior<div class=\"d0 w249\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>Junior,<div class=\"d0 w337\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>deuda<div class=\"d0 w285\">\u00a0</div>Super<div class=\"d0 w297\">\u00a0</div>Senior<div class=\"d0 w5\">\u00a0</div>dispuesta<div class=\"d0 w340\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>intereses<div class=\"d0 w469\">\u00a0</div>devengados </div><div class=\"po0 fs14 cl2 l340 t3225\" id=\"a12948\">pendientes de pago<div class=\"d0 w265\">\u00a0</div>a 31 de diciembre<div class=\"d0 w147\">\u00a0</div>de 2024, seg\u00fan este<div class=\"d0 w403\">\u00a0</div>c\u00e1lculo, ascender\u00eda a<div class=\"d0 w561\">\u00a0</div>816.135 miles de </div><div class=\"po0 fs14 cl2 l340 t2245\" id=\"a12960\">euros resultante de aplicar un<div class=\"d0 w383\">\u00a0</div>descuento medio del 1,45% sobre la<div class=\"d0 w56\">\u00a0</div>obligaci\u00f3n real de pago<div class=\"d0 w39\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l341 t666\" id=\"a12967\">principal e intereses devengados con las entidades acreedoras.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2578\"></div><div class=\"po0 l450 t3228 f0\" id=\"div_2574_XBRL_TS_f3872a0d208a409087b3da12f9f4817d\"><div class=\"po1 w198 h103 lh0\" id=\"TextBlockContainer2575\"><div class=\"po1 w198 z0\" id=\"TextContainer2575\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a12970\">Refinanciaci\u00f3n- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a12974\">En febrero de<div class=\"d0 w343\">\u00a0</div>2022 el Consejo<div class=\"d0 w264\">\u00a0</div>de Administraci\u00f3n de PRISA<div class=\"d0 w333\">\u00a0</div>aprob\u00f3, por unanimidad,<div class=\"d0 w18\">\u00a0</div>la firma </div><div class=\"po0 fs14 cl2 l340 t1302\" id=\"a12975\">de un<div class=\"d0 w58\">\u00a0</div>contrato de compromisos<div class=\"d0 w21\">\u00a0</div>b\u00e1sicos o </div><div class=\"po0 fs26 cl2 l1950 t1009\" id=\"a12976\">\u201clock-up agreement\u201d</div><div class=\"po0 fs14 cl2 l829 t1302\" id=\"a12979\"><div class=\"d0 w112\">\u00a0</div>(el \u201cContrato<div class=\"d0 w34\">\u00a0</div>de Lock-Up\u201d) que </div><div class=\"po0 fs14 cl2 l340 t1303\" id=\"a12983\">incorporaba<div class=\"d0 w304\">\u00a0</div>una<div class=\"d0 w218\">\u00a0</div>hoja<div class=\"d0 w597\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>t\u00e9rminos<div class=\"d0 w154\">\u00a0</div>o </div><div class=\"po0 fs26 cl2 l1951 t953\" id=\"a12984\">\u201cTerm<div class=\"d0 w524\">\u00a0</div>Sheet\u201d</div><div class=\"po0 fs14 cl2 l1952 t1303\" id=\"a12985\"><div class=\"d0 w358\">\u00a0</div>con<div class=\"d0 w676\">\u00a0</div>las<div class=\"d0 w622\">\u00a0</div>condiciones<div class=\"d0 w672\">\u00a0</div>b\u00e1sicas<div class=\"d0 w304\">\u00a0</div>para<div class=\"d0 w310\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3227\" id=\"a12987\">modificaci\u00f3n de<div class=\"d0 w49\">\u00a0</div>la deuda<div class=\"d0 w383\">\u00a0</div>financiera sindicada<div class=\"d0 w231\">\u00a0</div>del Grupo<div class=\"d0 w171\">\u00a0</div>(la \u201cRefinanciaci\u00f3n\u201d). El<div class=\"d0 w98\">\u00a0</div>19 de<div class=\"d0 w395\">\u00a0</div>abril </div><div class=\"po0 fs14 cl2 l340 t863\" id=\"a12988\">de 2022 se produjo la entrada en vigor<div class=\"d0 w47\">\u00a0</div>de la Refinanciaci\u00f3n, una vez que se elevaron a p\u00fablico </div><div class=\"po0 fs14 cl2 l340 t864\" id=\"a12989\">los acuerdos alcanzados con la totalidad de sus<div class=\"d0 w58\">\u00a0</div>acreedores, y que se encuentra vigente a 31 de </div><div class=\"po0 fs14 cl2 l340 t1304\" id=\"a12993\">diciembre de 2024.<div class=\"d0 w618\">\u00a0</div></div></div></div></div></div></div></div></div></div><div class=\"po1 w502 h111 lh0\" id=\"TextBlockContainer2595\"><div class=\"po0 l342 t756 f0\" id=\"div_2586_XBRL_TS_2d3cf156f76b4307beafd23f9af0372e_2\"><div class=\"po1 w502 h111 lh0\" id=\"TextBlockContainer2593\"><div class=\"po0 l342 t756 f0\" id=\"div_2587_XBRL_TS_7641ef740b4b4e8594109ffd3ef8d103_2\"><div class=\"po1 w502 h111 lh0\" id=\"TextBlockContainer2591\"><div class=\"po0 l342 t756 f0\" id=\"div_2588_XBRL_TS_f3872a0d208a409087b3da12f9f4817d_1\"><div class=\"po1 w502 h111 lh0\" id=\"TextBlockContainer2589\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2589\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a13005\">Por tanto, en el<div class=\"d0 w331\">\u00a0</div>contexto de la<div class=\"d0 w614\">\u00a0</div>Refinanciaci\u00f3n de su<div class=\"d0 w620\">\u00a0</div>deuda financiera,<div class=\"d0 w299\">\u00a0</div>PRISA acord\u00f3 la novaci\u00f3n </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a13009\">de<div class=\"d0 w170\">\u00a0</div>su<div class=\"d0 w166\">\u00a0</div>pr\u00e9stamo<div class=\"d0 w474\">\u00a0</div>sindicado </div><div class=\"po0 fs26 cl2 l1953 t815\" id=\"a13010\">(\u201cOverride<div class=\"d0 w98\">\u00a0</div>Agreement<div class=\"d0 w111\">\u00a0</div>de<div class=\"d0 w382\">\u00a0</div>2013</div><div class=\"po0 fs14 cl2 l1954 t816\" id=\"a13011\">\u201d)<div class=\"d0 w389\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>importe<div class=\"d0 w227\">\u00a0</div>nominal<div class=\"d0 w250\">\u00a0</div>total<div class=\"d0 w226\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a13013\">751.114 miles de euros,<div class=\"d0 w621\">\u00a0</div>que qued\u00f3 estructurado<div class=\"d0 w143\">\u00a0</div>en dos tramos<div class=\"d0 w147\">\u00a0</div>con las siguientes<div class=\"d0 w85\">\u00a0</div>caracter\u00edsticas: </div><div class=\"po0 fs33 cl2 l382 t1373\" id=\"a13017\">-</div><div class=\"po0 fs14 cl2 l383 t1374\" id=\"a13019\">El<div class=\"d0 w111\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>nominal<div class=\"d0 w295\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>deuda<div class=\"d0 w230\">\u00a0</div>Senior<div class=\"d0 w395\">\u00a0</div>qued\u00f3<div class=\"d0 w367\">\u00a0</div>fijado<div class=\"d0 w543\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>575.105<div class=\"d0 w110\">\u00a0</div>miles<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros,<div class=\"d0 w60\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l383 t1376\" id=\"a13020\">inclu\u00eda 5.633 miles de<div class=\"d0 w479\">\u00a0</div>euros de gastos<div class=\"d0 w498\">\u00a0</div>de refinanciaci\u00f3n con<div class=\"d0 w498\">\u00a0</div>las entidades de<div class=\"d0 w341\">\u00a0</div>cr\u00e9dito que </div><div class=\"po0 fs14 cl2 l383 t1377\" id=\"a13021\">increment\u00f3 el<div class=\"d0 w50\">\u00a0</div>principal de<div class=\"d0 w396\">\u00a0</div>la deuda, y<div class=\"d0 w239\">\u00a0</div>con un<div class=\"d0 w47\">\u00a0</div>vencimiento que se<div class=\"d0 w420\">\u00a0</div>extiende hasta el<div class=\"d0 w229\">\u00a0</div>31 </div><div class=\"po0 fs14 cl2 l383 t1378\" id=\"a13023\">de diciembre de 2026.<div class=\"d0 w726\">\u00a0</div></div><div class=\"po0 fs33 cl2 l382 t3229\" id=\"a13025\">-</div><div class=\"po0 fs14 cl2 l383 t3230\" id=\"a13027\">El importe<div class=\"d0 w292\">\u00a0</div>nominal de<div class=\"d0 w248\">\u00a0</div>la deuda<div class=\"d0 w224\">\u00a0</div>Junior qued\u00f3<div class=\"d0 w225\">\u00a0</div>fijado inicialmente<div class=\"d0 w419\">\u00a0</div>en 185.349<div class=\"d0 w229\">\u00a0</div>miles<div class=\"d0 w21\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l383 t3231\" id=\"a13028\">euros, que inclu\u00eda 3.707 miles de euros de gastos de refinanciaci\u00f3n con las entidades de </div><div class=\"po0 fs14 cl2 l383 t3232\" id=\"a13029\">cr\u00e9dito que<div class=\"d0 w50\">\u00a0</div>increment\u00f3 el principal<div class=\"d0 w48\">\u00a0</div>de la<div class=\"d0 w34\">\u00a0</div>deuda y con<div class=\"d0 w383\">\u00a0</div>un vencimiento que<div class=\"d0 w48\">\u00a0</div>se extiende </div><div class=\"po0 fs14 cl2 l383 t1382\" id=\"a13031\">hasta el 30 de junio de 2027.<div class=\"d0 w618\">\u00a0</div></div><div class=\"po0 fs33 cl2 l382 t3233\" id=\"a13033\">-</div><div class=\"po0 fs14 cl2 l383 t3234\" id=\"a13035\">El<div class=\"d0 w110\">\u00a0</div>coste<div class=\"d0 w60\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>deuda<div class=\"d0 w228\">\u00a0</div>Senior se<div class=\"d0 w370\">\u00a0</div>encuentra<div class=\"d0 w17\">\u00a0</div>referenciado al<div class=\"d0 w469\">\u00a0</div>Euribor+5,25%<div class=\"d0 w30\">\u00a0</div>pagadero<div class=\"d0 w49\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l383 t3235\" id=\"a13036\">efectivo,<div class=\"d0 w591\">\u00a0</div>mientas<div class=\"d0 w676\">\u00a0</div>que<div class=\"d0 w302\">\u00a0</div>el<div class=\"d0 w673\">\u00a0</div>coste<div class=\"d0 w744\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>la<div class=\"d0 w641\">\u00a0</div>deuda<div class=\"d0 w599\">\u00a0</div>Junior<div class=\"d0 w155\">\u00a0</div>se<div class=\"d0 w302\">\u00a0</div>encuentra<div class=\"d0 w150\">\u00a0</div>referenciando<div class=\"d0 w640\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l383 t3236\" id=\"a13037\">Euribor+8% pagadero una parte en caja<div class=\"d0 w414\">\u00a0</div>y otra capitalizable. En<div class=\"d0 w125\">\u00a0</div>este sentido, se trata del </div><div class=\"po0 fs14 cl2 l383 t3237\" id=\"a13038\">Euribor a 1,<div class=\"d0 w556\">\u00a0</div>3 o 6<div class=\"d0 w414\">\u00a0</div>meses, en funci\u00f3n<div class=\"d0 w267\">\u00a0</div>de la ventana<div class=\"d0 w584\">\u00a0</div>de liquidaci\u00f3n<div class=\"d0 w584\">\u00a0</div>de intereses elegida<div class=\"d0 w584\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l383 t3238\" id=\"a13040\">la Sociedad en cada vencimiento de los mismos.<div class=\"d0 w1086\">\u00a0</div></div><div class=\"po0 fs33 cl2 l382 t3239\" id=\"a13042\">-</div><div class=\"po0 fs14 cl2 l383 t3240\" id=\"a13044\">Modificaci\u00f3n parcial del paquete de garant\u00edas de la deuda.<div class=\"d0 w1087\">\u00a0</div></div><div class=\"po0 fs33 cl2 l382 t3241\" id=\"a13046\">-</div><div class=\"po0 fs14 cl2 l383 t3242\" id=\"a13048\">Flexibilizaci\u00f3n<div class=\"d0 w173\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>compromisos<div class=\"d0 w394\">\u00a0</div>contractuales<div class=\"d0 w199\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>deuda<div class=\"d0 w230\">\u00a0</div>vigente<div class=\"d0 w281\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>permiti\u00f3, </div><div class=\"po0 fs14 cl2 l383 t3243\" id=\"a13049\">entre<div class=\"d0 w503\">\u00a0</div>otras<div class=\"d0 w340\">\u00a0</div>mejoras,<div class=\"d0 w900\">\u00a0</div>aumentar<div class=\"d0 w373\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>margen<div class=\"d0 w270\">\u00a0</div>operativo<div class=\"d0 w482\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>PRISA<div class=\"d0 w372\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>suavizar<div class=\"d0 w494\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>ratios </div><div class=\"po0 fs14 cl2 l383 t3244\" id=\"a13053\">financieras exigidas por sus actuales contratos. </div><div class=\"po0 fs33 cl2 l382 t3245\" id=\"a13057\">-</div><div class=\"po0 fs14 cl2 l383 t3246\" id=\"a13059\">Se<div class=\"d0 w535\">\u00a0</div>acord\u00f3<div class=\"d0 w439\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>comisi\u00f3n<div class=\"d0 w699\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>refinanciaci\u00f3n,<div class=\"d0 w720\">\u00a0</div>estructuraci\u00f3n<div class=\"d0 w506\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>aseguramiento,<div class=\"d0 w720\">\u00a0</div>que<div class=\"d0 w467\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l383 t3247\" id=\"a13060\">Sociedad pod\u00eda pagar en<div class=\"d0 w60\">\u00a0</div>efectivo o mediante la<div class=\"d0 w27\">\u00a0</div>emisi\u00f3n de acciones. La Sociedad<div class=\"d0 w55\">\u00a0</div>opt\u00f3 </div><div class=\"po0 fs14 cl2 l383 t3248\" id=\"a13061\">por abonar la referida comisi\u00f3n mediante la emisi\u00f3n de acciones, por lo que procedi\u00f3 a </div><div class=\"po0 fs14 cl2 l383 t3249\" id=\"a13062\">emitir<div class=\"d0 w4\">\u00a0</div>32<div class=\"d0 w276\">\u00a0</div>millones<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>nuevas<div class=\"d0 w463\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Sociedad,<div class=\"d0 w280\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>entreg\u00f3<div class=\"d0 w168\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>entidades </div><div class=\"po0 fs14 cl2 l383 t3250\" id=\"a13064\">acreedoras<div class=\"d0 w467\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>aquellas<div class=\"d0 w440\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>actuaron<div class=\"d0 w1024\">\u00a0</div>como<div class=\"d0 w717\">\u00a0</div>estructuradoras<div class=\"d0 w370\">\u00a0</div>y/o<div class=\"d0 w213\">\u00a0</div>aseguradoras<div class=\"d0 w439\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l383 t3251\" id=\"a13065\">Refinanciaci\u00f3n,<div class=\"d0 w210\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>ten\u00edan<div class=\"d0 w195\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>derecho<div class=\"d0 w831\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>suscripci\u00f3n.<div class=\"d0 w242\">\u00a0</div>Las<div class=\"d0 w465\">\u00a0</div>nuevas<div class=\"d0 w205\">\u00a0</div>acciones,<div class=\"d0 w207\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l383 t3252\" id=\"a13066\">representaron un 4,3% del<div class=\"d0 w63\">\u00a0</div>capital social post-ampliaci\u00f3n, permiti\u00f3 alinear los intereses </div><div class=\"po0 fs14 cl2 l383 t3253\" id=\"a13070\">de la<div class=\"d0 w421\">\u00a0</div>Sociedad con<div class=\"d0 w333\">\u00a0</div>los de<div class=\"d0 w395\">\u00a0</div>los nuevos<div class=\"d0 w395\">\u00a0</div>acreedores, aumentando<div class=\"d0 w23\">\u00a0</div>a su<div class=\"d0 w236\">\u00a0</div>vez la<div class=\"d0 w296\">\u00a0</div>liquidez del </div><div class=\"po0 fs14 cl2 l383 t3254\" id=\"a13071\">valor en Bolsa. </div><div class=\"po0 fs14 cl2 l362 t3255\" id=\"a13074\">La<div class=\"d0 w33\">\u00a0</div>Refinanciaci\u00f3n acordada<div class=\"d0 w539\">\u00a0</div>flexibiliz\u00f3 las<div class=\"d0 w227\">\u00a0</div>condiciones<div class=\"d0 w63\">\u00a0</div>de la<div class=\"d0 w250\">\u00a0</div>deuda<div class=\"d0 w24\">\u00a0</div>financiera del<div class=\"d0 w232\">\u00a0</div>Grupo y<div class=\"d0 w237\">\u00a0</div>le </div><div class=\"po0 fs14 cl2 l362 t3256\" id=\"a13075\">dot\u00f3 en<div class=\"d0 w395\">\u00a0</div>esa fecha de<div class=\"d0 w486\">\u00a0</div>una estructura financiera<div class=\"d0 w48\">\u00a0</div>que posibilitaba cumplir<div class=\"d0 w9\">\u00a0</div>con sus<div class=\"d0 w129\">\u00a0</div>compromisos </div><div class=\"po0 fs14 cl2 l362 t3257\" id=\"a13076\">financieros, asegurando la estabilidad del Grupo en el corto y medio<div class=\"d0 w126\">\u00a0</div>plazo. </div><div class=\"po0 fs14 cl2 l362 t3258\" id=\"a13080\">Asimismo, el<div class=\"d0 w477\">\u00a0</div>acuerdo de<div class=\"d0 w338\">\u00a0</div>Refinanciaci\u00f3n supuso<div class=\"d0 w247\">\u00a0</div>una<div class=\"d0 w110\">\u00a0</div>reorganizaci\u00f3n de<div class=\"d0 w199\">\u00a0</div>la deuda<div class=\"d0 w224\">\u00a0</div>en lo<div class=\"d0 w281\">\u00a0</div>que a </div><div class=\"po0 fs14 cl2 l362 t3259\" id=\"a13084\">prestatarios se<div class=\"d0 w48\">\u00a0</div>refiere, de manera<div class=\"d0 w59\">\u00a0</div>que se<div class=\"d0 w48\">\u00a0</div>traspas\u00f3 la deuda<div class=\"d0 w8\">\u00a0</div>financiera que<div class=\"d0 w18\">\u00a0</div>hasta ese momento </div><div class=\"po0 fs14 cl2 l362 t3260\" id=\"a13088\">ostentaba Prisa Activos Educativos, S.A.U. a PRISA. </div><div class=\"po0 fs14 cl2 l340 t3261\" id=\"a13093\">La<div class=\"d0 w333\">\u00a0</div>disminuci\u00f3n<div class=\"d0 w20\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>pr\u00e9stamo sindicado<div class=\"d0 w5\">\u00a0</div>Junior<div class=\"d0 w110\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>el<div class=\"d0 w366\">\u00a0</div>ejercicio 2024<div class=\"d0 w2\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>debe<div class=\"d0 w395\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>amortizaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t3262\" id=\"a13095\">parcial y anticipada de 50.000 miles de euros en abril de 2024, con los fondos procedentes de la </div><div class=\"po0 fs14 cl2 l340 t1942\" id=\"a13100\">Emisi\u00f3n 2024 de<div class=\"d0 w330\">\u00a0</div>las obligaciones<div class=\"d0 w558\">\u00a0</div>convertibles (</div><div class=\"po0 fs26 cl2 l987 t3263\" id=\"a13101\">v\u00e9ase nota 1b</div><div class=\"po0 fs14 cl2 l997 t1942\" id=\"a13102\">), compensado con<div class=\"d0 w410\">\u00a0</div>el incremento<div class=\"d0 w126\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t1977\" id=\"a13103\">el devengo del<div class=\"d0 w51\">\u00a0</div>PIK (intereses<div class=\"d0 w341\">\u00a0</div>capitalizables) del<div class=\"d0 w446\">\u00a0</div>citado pr\u00e9stamo<div class=\"d0 w96\">\u00a0</div>y del efecto<div class=\"d0 w413\">\u00a0</div>del valor<div class=\"d0 w402\">\u00a0</div>razonable </div><div class=\"po0 fs14 cl2 l340 t1282\" id=\"a13104\">(</div><div class=\"po0 fs26 cl2 l1955 t3264\" id=\"a13105\">v\u00e9ase nota 15</div><div class=\"po0 fs14 cl2 l1956 t1282\" id=\"a13106\">). </div><div class=\"po0 fs14 cl2 l362 t3265\" id=\"a13109\">En<div class=\"d0 w32\">\u00a0</div>los contratos<div class=\"d0 w420\">\u00a0</div>financieros se<div class=\"d0 w296\">\u00a0</div>establece el<div class=\"d0 w290\">\u00a0</div>cumplimiento de<div class=\"d0 w480\">\u00a0</div>determinadas ratios<div class=\"d0 w7\">\u00a0</div>trimestrales </div><div class=\"po0 fs14 cl2 l362 t3266\" id=\"a13113\">de car\u00e1cter financiero para<div class=\"d0 w295\">\u00a0</div>el Grupo PRISA (ratios de<div class=\"d0 w418\">\u00a0</div>apalancamiento financiero y servicio de </div><div class=\"po0 fs14 cl2 l362 t3267\" id=\"a13117\">la<div class=\"d0 w59\">\u00a0</div>deuda),<div class=\"d0 w19\">\u00a0</div>cuya aplicaci\u00f3n<div class=\"d0 w280\">\u00a0</div>comenz\u00f3<div class=\"d0 w26\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>30<div class=\"d0 w63\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>junio de<div class=\"d0 w222\">\u00a0</div>2022<div class=\"d0 w63\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>resultan aplicables<div class=\"d0 w389\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>31<div class=\"d0 w63\">\u00a0</div>de </div></div></div></div></div></div></div></div></div><div class=\"po1 w198 h255 lh0\" id=\"TextBlockContainer2622\"><div class=\"po0 l342 t756 f0\" id=\"div_2598_XBRL_TS_2d3cf156f76b4307beafd23f9af0372e_3\"><div class=\"po1 w198 h255 lh0\" id=\"TextBlockContainer2620\"><div class=\"po0 l342 t756 f0\" id=\"div_2599_XBRL_TS_7641ef740b4b4e8594109ffd3ef8d103_3\"><div class=\"po1 w198 h255 lh0\" id=\"TextBlockContainer2616\"><div class=\"po0 l342 t756 f0\" id=\"div_2600_XBRL_TS_f3872a0d208a409087b3da12f9f4817d_2\"><div class=\"po1 w198 h247 lh0\" id=\"TextBlockContainer2601\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2601\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13128\">diciembre<div class=\"d0 w420\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2024.<div class=\"d0 w98\">\u00a0</div>Asimismo,<div class=\"d0 w174\">\u00a0</div>estos<div class=\"d0 w394\">\u00a0</div>contratos<div class=\"d0 w164\">\u00a0</div>incluyen<div class=\"d0 w164\">\u00a0</div>disposiciones<div class=\"d0 w383\">\u00a0</div>sobre<div class=\"d0 w334\">\u00a0</div>incumplimiento </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a13129\">cruzado,<div class=\"d0 w347\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>podr\u00edan<div class=\"d0 w156\">\u00a0</div>ocasionar,<div class=\"d0 w512\">\u00a0</div>si<div class=\"d0 w588\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>incumplimiento<div class=\"d0 w397\">\u00a0</div>supera<div class=\"d0 w1088\">\u00a0</div>determinados<div class=\"d0 w211\">\u00a0</div>importes,<div class=\"d0 w187\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a13130\">vencimiento anticipado y resoluci\u00f3n<div class=\"d0 w405\">\u00a0</div>de dichos contratos.<div class=\"d0 w113\">\u00a0</div>Desde la fecha de<div class=\"d0 w515\">\u00a0</div>entrada en vigor de </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a13132\">la Refinanciaci\u00f3n<div class=\"d0 w332\">\u00a0</div>no se<div class=\"d0 w147\">\u00a0</div>han producido<div class=\"d0 w478\">\u00a0</div>tales incumplimientos,<div class=\"d0 w1089\">\u00a0</div>ni se<div class=\"d0 w342\">\u00a0</div>prev\u00e9n en<div class=\"d0 w479\">\u00a0</div>los pr\u00f3ximos<div class=\"d0 w631\">\u00a0</div>doce </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a13133\">meses. </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a13136\">Asimismo, el<div class=\"d0 w264\">\u00a0</div>acuerdo de<div class=\"d0 w27\">\u00a0</div>Refinanciaci\u00f3n incluye causas<div class=\"d0 w228\">\u00a0</div>de vencimiento<div class=\"d0 w38\">\u00a0</div>anticipado habituales </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a13137\">en este tipo<div class=\"d0 w411\">\u00a0</div>de contratos,<div class=\"d0 w472\">\u00a0</div>entre las<div class=\"d0 w332\">\u00a0</div>que se incluye<div class=\"d0 w758\">\u00a0</div>el cambio<div class=\"d0 w147\">\u00a0</div>de la estructura<div class=\"d0 w489\">\u00a0</div>de control<div class=\"d0 w324\">\u00a0</div>de PRISA, </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a13140\">entendido como la adquisici\u00f3n,<div class=\"d0 w267\">\u00a0</div>por parte de una<div class=\"d0 w341\">\u00a0</div>o varias personas<div class=\"d0 w251\">\u00a0</div>concertadas entre s\u00ed, de<div class=\"d0 w498\">\u00a0</div>m\u00e1s </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a13141\">del<div class=\"d0 w3\">\u00a0</div>30%<div class=\"d0 w249\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>capital<div class=\"d0 w224\">\u00a0</div>con<div class=\"d0 w389\">\u00a0</div>derecho<div class=\"d0 w391\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>voto<div class=\"d0 w338\">\u00a0</div>(excluyendo<div class=\"d0 w344\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>estos<div class=\"d0 w176\">\u00a0</div>efectos<div class=\"d0 w235\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>actuales<div class=\"d0 w474\">\u00a0</div>accionistas </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a13142\">significativos de la Sociedad). </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a13146\">Finalmente,<div class=\"d0 w164\">\u00a0</div>dentro<div class=\"d0 w518\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>acuerdo<div class=\"d0 w484\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Refinanciaci\u00f3n,<div class=\"d0 w293\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>reparto<div class=\"d0 w58\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>dividendos<div class=\"d0 w55\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>Sociedad </div><div class=\"po0 fs14 cl2 l341 t1465\" id=\"a13147\">queda sujeto a las limitaciones y compromisos adquiridos con<div class=\"d0 w265\">\u00a0</div>los acreedores financieros.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2616\"></div><div class=\"po0 l342 t2944 f0\" id=\"div_2603_XBRL_TS_417077eb9e0c4a39a1539b42b2c18203\"><div class=\"po1 w198 h254 lh0\" id=\"TextBlockContainer2607\"><div class=\"po0 l342 t756 f0\" id=\"div_2604_XBRL_TS_740c244f829a44faa0720cf62160f633\"><div class=\"po1 w198 h254 lh0\" id=\"TextBlockContainer2605\"><div class=\"po1 w198 z0\" id=\"TextContainer2605\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13151\">Otros aspectos de la deuda- </div><div class=\"po0 fs14 cl2 l340 t3268\" id=\"a13155\">La estructura de garant\u00edas para la deuda refinanciada sigue el<div class=\"d0 w341\">\u00a0</div>siguiente esquema: </div><div class=\"po0 fs26 cl2 l340 t3269\" id=\"a13158\">Garant\u00edas personales </div><div class=\"po0 fs14 cl2 l340 t3270\" id=\"a13161\">La<div class=\"d0 w485\">\u00a0</div>deuda<div class=\"d0 w230\">\u00a0</div>Senior<div class=\"d0 w286\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>Junior,<div class=\"d0 w31\">\u00a0</div>tal<div class=\"d0 w223\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>como<div class=\"d0 w344\">\u00a0</div>fue<div class=\"d0 w164\">\u00a0</div>refinanciada<div class=\"d0 w165\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>abril<div class=\"d0 w223\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2022,<div class=\"d0 w229\">\u00a0</div>qued\u00f3<div class=\"d0 w367\">\u00a0</div>garantizada </div><div class=\"po0 fs14 cl2 l340 t3271\" id=\"a13165\">solidariamente</div><div class=\"po0 fs14 cl2 l1957 t3271\" id=\"a13167\">por<div class=\"d0 w1090\">\u00a0</div>Promotora<div class=\"d0 w456\">\u00a0</div>de<div class=\"d0 w315\">\u00a0</div>Informaciones,<div class=\"d0 w1091\">\u00a0</div>S.A.<div class=\"d0 w1092\">\u00a0</div>y<div class=\"d0 w1093\">\u00a0</div>las<div class=\"d0 w666\">\u00a0</div>sociedades<div class=\"d0 w1091\">\u00a0</div>Prisa<div class=\"d0 w1094\">\u00a0</div>Activos </div><div class=\"po0 fs14 cl2 l340 t3272\" id=\"a13168\">Educativos, S.A.U., Diario<div class=\"d0 w424\">\u00a0</div>El Pa\u00eds, S.L.U.,<div class=\"d0 w147\">\u00a0</div>Grupo Santillana<div class=\"d0 w85\">\u00a0</div>Educaci\u00f3n Global, S.L.U.,<div class=\"d0 w621\">\u00a0</div>Santillana </div><div class=\"po0 fs14 cl2 l340 t3273\" id=\"a13173\">Latam, S.L.U., Prisa Media S.A.U., y Prisa Gesti\u00f3n Financiera, S.L.U. </div><div class=\"po0 fs26 cl2 l340 t3274\" id=\"a13178\">Garant\u00edas reales </div><div class=\"po0 fs14 cl2 l340 t3275\" id=\"a13181\">Como consecuencia de la Refinanciaci\u00f3n,<div class=\"d0 w532\">\u00a0</div>PRISA otorg\u00f3 prenda<div class=\"d0 w514\">\u00a0</div>sobre ciertas cuentas corrientes </div><div class=\"po0 fs14 cl2 l340 t3276\" id=\"a13187\">de su<div class=\"d0 w361\">\u00a0</div>titularidad y,<div class=\"d0 w39\">\u00a0</div>por otra<div class=\"d0 w23\">\u00a0</div>parte, los<div class=\"d0 w39\">\u00a0</div>garantes tienen<div class=\"d0 w48\">\u00a0</div>otorgadas prendas, seg\u00fan<div class=\"d0 w345\">\u00a0</div>corresponda </div><div class=\"po0 fs14 cl2 l340 t1798\" id=\"a13188\">sobre acciones y participaciones representativos del capital de algunas sociedades<div class=\"d0 w251\">\u00a0</div>del Grupo y </div><div class=\"po0 fs14 cl2 l340 t3277\" id=\"a13189\">sobre<div class=\"d0 w256\">\u00a0</div>ciertas<div class=\"d0 w408\">\u00a0</div>cuentas<div class=\"d0 w602\">\u00a0</div>bancarias<div class=\"d0 w189\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>su<div class=\"d0 w256\">\u00a0</div>titularidad,<div class=\"d0 w195\">\u00a0</div>todo<div class=\"d0 w534\">\u00a0</div>ello<div class=\"d0 w151\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>garant\u00eda<div class=\"d0 w348\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>los<div class=\"d0 w194\">\u00a0</div>referidos </div><div class=\"po0 fs14 cl2 l340 t3278\" id=\"a13191\">acreedores. </div><div class=\"po0 fs14 cl2 l340 t3279\" id=\"a13194\">Se constituy\u00f3 tambi\u00e9n garant\u00eda real sobre las participaciones de Prisa Radio, S.A.U. (80% de su </div><div class=\"po0 fs14 cl2 l340 t3280\" id=\"a13198\">capital social) y<div class=\"d0 w129\">\u00a0</div>sobre el 100%<div class=\"d0 w264\">\u00a0</div>de las participaciones<div class=\"d0 w21\">\u00a0</div>(100% del capital social)<div class=\"d0 w17\">\u00a0</div>de Prisa Activos </div><div class=\"po0 fs14 cl2 l340 t3281\" id=\"a13199\">Educativos,<div class=\"d0 w383\">\u00a0</div>S.A.U.,<div class=\"d0 w110\">\u00a0</div>Prisa<div class=\"d0 w39\">\u00a0</div>Media,<div class=\"d0 w368\">\u00a0</div>S.A.U.,<div class=\"d0 w9\">\u00a0</div>Prisa<div class=\"d0 w383\">\u00a0</div>Gesti\u00f3n<div class=\"d0 w21\">\u00a0</div>Financiera,<div class=\"d0 w295\">\u00a0</div>S.L.U.<div class=\"d0 w129\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>Grupo<div class=\"d0 w57\">\u00a0</div>Santillana </div><div class=\"po0 fs14 cl2 l340 t3282\" id=\"a13204\">Educaci\u00f3n<div class=\"d0 w1095\">\u00a0</div>Global.,<div class=\"d0 w1096\">\u00a0</div>S.L.U.<div class=\"d0 w1097\">\u00a0</div>asegurando<div class=\"d0 w689\">\u00a0</div>la<div class=\"d0 w1098\">\u00a0</div>deuda<div class=\"d0 w1099\">\u00a0</div>refinanciada.<div class=\"d0 w1100\">\u00a0</div>Igualmente,<div class=\"d0 w1101\">\u00a0</div>dada<div class=\"d0 w688\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l340 t3283\" id=\"a13205\">significatividad en el<div class=\"d0 w446\">\u00a0</div>grupo, se constituy\u00f3<div class=\"d0 w147\">\u00a0</div>garant\u00eda real sobre<div class=\"d0 w324\">\u00a0</div>el 100% de<div class=\"d0 w342\">\u00a0</div>las acciones de<div class=\"d0 w326\">\u00a0</div>Editora </div><div class=\"po0 fs14 cl2 l341 t3284\" id=\"a13206\">Moderna Ltda. (Brasil).</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2617\"></div><div class=\"po0 l342 t3285 f0\" id=\"div_2609_XBRL_TS_82558c30578845aabb447bc013bb3e4a\"><div class=\"po1 w198 h55 lh0\" id=\"TextBlockContainer2613\"><div class=\"po1 w198 z0\" id=\"TextContainer2613\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13210\">Aspectos contables de la Refinanciaci\u00f3n en 2022 </div></div><div class=\"po0 l342 t762 f0\" id=\"div_2610_XBRL_TS_31df1fe18c3a4b2d997eb7e0582351d2\"><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer2611\"><div class=\"po1 w198 z0\" id=\"TextContainer2611\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13215\">La Sociedad realiz\u00f3<div class=\"d0 w20\">\u00a0</div>un an\u00e1lisis de<div class=\"d0 w48\">\u00a0</div>las condiciones acordadas en<div class=\"d0 w9\">\u00a0</div>el marco de<div class=\"d0 w32\">\u00a0</div>la Refinanciaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13221\">concluy\u00e9ndose<div class=\"d0 w273\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>mismas<div class=\"d0 w4\">\u00a0</div>constitu\u00edan<div class=\"d0 w339\">\u00a0</div>una<div class=\"d0 w339\">\u00a0</div>modificaci\u00f3n<div class=\"d0 w468\">\u00a0</div>sustancial<div class=\"d0 w900\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>condiciones </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13225\">anteriores desde un punto<div class=\"d0 w299\">\u00a0</div>de vista cualitativo.<div class=\"d0 w515\">\u00a0</div>Esto supuso la cancelaci\u00f3n<div class=\"d0 w126\">\u00a0</div>del pasivo financiero </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a13237\">original y<div class=\"d0 w620\">\u00a0</div>se reconoci\u00f3<div class=\"d0 w532\">\u00a0</div>un nuevo<div class=\"d0 w326\">\u00a0</div>pasivo derivado<div class=\"d0 w387\">\u00a0</div>de la<div class=\"d0 w387\">\u00a0</div>Refinanciaci\u00f3n. El<div class=\"d0 w330\">\u00a0</div>reconocimiento inicial </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a13241\">del pasivo<div class=\"d0 w326\">\u00a0</div>financiero se<div class=\"d0 w560\">\u00a0</div>realiz\u00f3<div class=\"d0 w15\">\u00a0</div>a valor<div class=\"d0 w148\">\u00a0</div>razonable, lo<div class=\"d0 w713\">\u00a0</div>que supuso<div class=\"d0 w329\">\u00a0</div>el reconocimiento<div class=\"d0 w559\">\u00a0</div>de un<div class=\"d0 w148\">\u00a0</div>ingreso </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a13252\">financiero<div class=\"d0 w334\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>2022<div class=\"d0 w476\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>importe<div class=\"d0 w227\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>38.285<div class=\"d0 w98\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l1958 t1741\" id=\"a13255\">\u201cValor<div class=\"d0 w282\">\u00a0</div>razonable<div class=\"d0 w287\">\u00a0</div>en </div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w502 h256 lh0\" id=\"TextBlockContainer2637\"><div class=\"po0 l342 t756 f0\" id=\"div_2625_XBRL_TS_2d3cf156f76b4307beafd23f9af0372e_4\"><div class=\"po1 w502 h256 lh0\" id=\"TextBlockContainer2635\"><div class=\"po0 l342 t756 f0\" id=\"div_2626_XBRL_TS_7641ef740b4b4e8594109ffd3ef8d103_4\"><div class=\"po1 w502 h256 lh0\" id=\"TextBlockContainer2633\"><div class=\"po0 l464 t756 f0\" id=\"div_2627_XBRL_TS_31df1fe18c3a4b2d997eb7e0582351d2_1\"><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2631\"><div class=\"po0 l342 t756 f0\" id=\"div_2628_XBRL_TS_82558c30578845aabb447bc013bb3e4a_1\"><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2629\"><img alt=\"doc2p9i1\" class=\"po0 l349 t1473 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t1474 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2629\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13265\">instrumentos financieros\u201d</div><div class=\"po0 fs14 cl2 l1959 t756\" id=\"a13266\"><div class=\"d0 w613\">\u00a0</div>de la cuenta de resultados consolidada,<div class=\"d0 w1102\">\u00a0</div>por la diferencia entre el valor </div><div class=\"po0 fs14 cl2 l340 t3286\" id=\"a13271\">nominal de<div class=\"d0 w19\">\u00a0</div>la deuda refinanciada<div class=\"d0 w231\">\u00a0</div>que ostentaba el<div class=\"d0 w22\">\u00a0</div>Grupo y<div class=\"d0 w32\">\u00a0</div>su valor razonable<div class=\"d0 w8\">\u00a0</div>en la<div class=\"d0 w19\">\u00a0</div>fecha de </div><div class=\"po0 fs14 cl2 l340 t859\" id=\"a13274\">registro inicial. A partir<div class=\"d0 w49\">\u00a0</div>de ese momento, tal diferencia de<div class=\"d0 w32\">\u00a0</div>valor ha sido<div class=\"d0 w47\">\u00a0</div>imputada como gasto </div><div class=\"po0 fs14 cl2 l340 t860\" id=\"a13284\">en<div class=\"d0 w281\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>cuenta<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>resultados<div class=\"d0 w368\">\u00a0</div>consolidada<div class=\"d0 w361\">\u00a0</div>utilizando<div class=\"d0 w361\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>m\u00e9todo<div class=\"d0 w230\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>inter\u00e9s<div class=\"d0 w296\">\u00a0</div>efectivo<div class=\"d0 w233\">\u00a0</div>durante<div class=\"d0 w229\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l341 t1311\" id=\"a13287\">vigencia de la Refinanciaci\u00f3n.</div></div></div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer2633\"><div class=\"po0 fs14 cl2 l362 t2865\" id=\"a13291\">Asimismo, la totalidad de los gastos y<div class=\"d0 w50\">\u00a0</div>comisiones correspondientes a la Refinanciaci\u00f3n fueron </div><div class=\"po0 fs14 cl2 l362 t3287\" id=\"a13294\">reconocidos<div class=\"d0 w149\">\u00a0</div>en<div class=\"d0 w310\">\u00a0</div>la<div class=\"d0 w641\">\u00a0</div>cuenta </div><div class=\"po0 fs26 cl2 l424 t1319\" id=\"a13295\">\u201cGastos<div class=\"d0 w925\">\u00a0</div>de<div class=\"d0 w842\">\u00a0</div>formalizaci\u00f3n<div class=\"d0 w636\">\u00a0</div>de<div class=\"d0 w152\">\u00a0</div>deuda\u201d</div><div class=\"po0 fs14 cl2 l1537 t3287\" id=\"a13296\"><div class=\"d0 w637\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>la<div class=\"d0 w641\">\u00a0</div>cuenta<div class=\"d0 w643\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>resultados </div><div class=\"po0 fs14 cl2 l362 t3288\" id=\"a13298\">consolidada<div class=\"d0 w533\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>ejercicio<div class=\"d0 w432\">\u00a0</div>2022,<div class=\"d0 w204\">\u00a0</div>incluyendo,<div class=\"d0 w448\">\u00a0</div>entre<div class=\"d0 w263\">\u00a0</div>otros,<div class=\"d0 w434\">\u00a0</div>diversas<div class=\"d0 w462\">\u00a0</div>comisiones,<div class=\"d0 w496\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>forma<div class=\"d0 w1024\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t3289\" id=\"a13302\">descuento<div class=\"d0 w889\">\u00a0</div>inicial<div class=\"d0 w348\">\u00a0</div>(\u201cOID\u201d)<div class=\"d0 w260\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>comisiones<div class=\"d0 w208\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>participaci\u00f3n<div class=\"d0 w941\">\u00a0</div>(\u201cconsent<div class=\"d0 w749\">\u00a0</div>fees\u201d)<div class=\"d0 w636\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>otros<div class=\"d0 w151\">\u00a0</div>gastos </div><div class=\"po0 fs14 cl2 l362 t3290\" id=\"a13303\">asociados, por<div class=\"d0 w238\">\u00a0</div>importe total<div class=\"d0 w24\">\u00a0</div>de 23.505<div class=\"d0 w30\">\u00a0</div>miles de<div class=\"d0 w368\">\u00a0</div>euros. Adicionalmente, se<div class=\"d0 w222\">\u00a0</div>reconoci\u00f3 un gasto </div><div class=\"po0 fs14 cl2 l362 t3291\" id=\"a13305\">financiero<div class=\"d0 w50\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>importe<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>20.288 miles<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>euros<div class=\"d0 w20\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>concepto<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w31\">\u00a0</div>comisi\u00f3n<div class=\"d0 w18\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>refinanciaci\u00f3n, </div><div class=\"po0 fs14 cl2 l362 t3292\" id=\"a13310\">estructuraci\u00f3n<div class=\"d0 w436\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>aseguramiento,<div class=\"d0 w720\">\u00a0</div>que<div class=\"d0 w467\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>Sociedad<div class=\"d0 w440\">\u00a0</div>opt\u00f3<div class=\"d0 w504\">\u00a0</div>por<div class=\"d0 w510\">\u00a0</div>pagar<div class=\"d0 w25\">\u00a0</div>mediante<div class=\"d0 w510\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>emisi\u00f3n<div class=\"d0 w440\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t3293\" id=\"a13314\">acciones,<div class=\"d0 w709\">\u00a0</div>seg\u00fan lo comentado anteriormente. </div><div class=\"po0 fs14 cl2 l362 t3294\" id=\"a13324\">Finalmente,<div class=\"d0 w416\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>registr\u00f3<div class=\"d0 w435\">\u00a0</div>un<div class=\"d0 w398\">\u00a0</div>impacto<div class=\"d0 w507\">\u00a0</div>positivo<div class=\"d0 w207\">\u00a0</div>en<div class=\"d0 w242\">\u00a0</div>2022<div class=\"d0 w210\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l1960 t3295\" id=\"a13330\">\u201cVariaci\u00f3n<div class=\"d0 w460\">\u00a0</div>de<div class=\"d0 w552\">\u00a0</div>valor<div class=\"d0 w398\">\u00a0</div>de </div><div class=\"po0 fs26 cl2 l362 t3296\" id=\"a13331\">instrumentos financieros\u201d </div><div class=\"po0 fs14 cl2 l1961 t3297\" id=\"a13332\">del resultado<div class=\"d0 w516\">\u00a0</div>financiero por<div class=\"d0 w266\">\u00a0</div>importe de 23.434<div class=\"d0 w499\">\u00a0</div>miles de euros,<div class=\"d0 w757\">\u00a0</div>asociado </div><div class=\"po0 fs14 cl2 l362 t3298\" id=\"a13333\">a la baja del pasivo financiero original por intereses<div class=\"d0 w141\">\u00a0</div>devengados en periodos anteriores<div class=\"d0 w265\">\u00a0</div>(que se </div><div class=\"po0 fs14 cl2 l362 t3299\" id=\"a13334\">devengan a la tasa de inter\u00e9s efectivo (\u201cTIE\u201d)) que finalmente no tuvieron<div class=\"d0 w113\">\u00a0</div>que ser pagados.</div><div class=\"po0 fs26 cl2 l362 t3300\" id=\"a13341\">Deuda Super Senior\u2013 </div><div class=\"po0 fs14 cl2 l362 t3301\" id=\"a13345\">Adicionalmente al pr\u00e9stamo<div class=\"d0 w126\">\u00a0</div>Senior y<div class=\"d0 w140\">\u00a0</div>Junior anteriores la<div class=\"d0 w405\">\u00a0</div>Sociedad firm\u00f3 con<div class=\"d0 w331\">\u00a0</div>fecha 8 de<div class=\"d0 w423\">\u00a0</div>abril de </div><div class=\"po0 fs14 cl2 l362 t3302\" id=\"a13346\">2022<div class=\"d0 w63\">\u00a0</div>un<div class=\"d0 w110\">\u00a0</div>contrato para<div class=\"d0 w476\">\u00a0</div>la modificaci\u00f3n<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la deuda<div class=\"d0 w549\">\u00a0</div>Super<div class=\"d0 w236\">\u00a0</div>Senior del<div class=\"d0 w615\">\u00a0</div>a\u00f1o 2018<div class=\"d0 w162\">\u00a0</div>(\u201cSuper </div><div class=\"po0 fs26 cl2 l1962 t3303\" id=\"a13347\">Senior </div><div class=\"po0 fs26 cl2 l362 t3304\" id=\"a13348\">Term &amp; Revolving<div class=\"d0 w324\">\u00a0</div>Facilities Agreement\u201d)</div><div class=\"po0 fs14 cl2 l1963 t3305\" id=\"a13349\"><div class=\"d0 w352\">\u00a0</div>por un importe<div class=\"d0 w332\">\u00a0</div>m\u00e1ximo de hasta<div class=\"d0 w620\">\u00a0</div>240.000 miles de<div class=\"d0 w558\">\u00a0</div>euros. </div><div class=\"po0 fs14 cl2 l362 t3306\" id=\"a13351\">Este acuerdo supuso una ampliaci\u00f3n del plazo<div class=\"d0 w19\">\u00a0</div>de su vencimiento hasta el 30 de junio<div class=\"d0 w24\">\u00a0</div>de 2026, </div><div class=\"po0 fs14 cl2 l362 t3307\" id=\"a13355\">con un coste referenciado a Euribor+5%<div class=\"d0 w300\">\u00a0</div>pagadero en caja. En este sentido, se trata<div class=\"d0 w402\">\u00a0</div>de Euribor a </div><div class=\"po0 fs14 cl2 l362 t3308\" id=\"a13357\">1, 3 o 6<div class=\"d0 w246\">\u00a0</div>meses, en funci\u00f3n de<div class=\"d0 w246\">\u00a0</div>la ventana de liquidaci\u00f3n de intereses<div class=\"d0 w63\">\u00a0</div>elegida por la Sociedad en </div><div class=\"po0 fs14 cl2 l362 t3309\" id=\"a13361\">cada vencimiento de los mismos. Asimismo, la<div class=\"d0 w515\">\u00a0</div>modificaci\u00f3n del acuerdo supuso un cambio de </div><div class=\"po0 fs14 cl2 l362 t3310\" id=\"a13365\">prestamista. </div><div class=\"po0 fs14 cl2 l362 t3311\" id=\"a13368\">Del<div class=\"d0 w34\">\u00a0</div>importe total<div class=\"d0 w228\">\u00a0</div>de la<div class=\"d0 w421\">\u00a0</div>Deuda Super<div class=\"d0 w245\">\u00a0</div>Senior, 160.000<div class=\"d0 w30\">\u00a0</div>miles de<div class=\"d0 w175\">\u00a0</div>euros corresponden<div class=\"d0 w296\">\u00a0</div>a la<div class=\"d0 w475\">\u00a0</div>nueva </div><div class=\"po0 fs14 cl2 l362 t3312\" id=\"a13369\">deuda Super Senior<div class=\"d0 w418\">\u00a0</div>Term Loan Facility, dispuestos<div class=\"d0 w56\">\u00a0</div>en el momento de<div class=\"d0 w30\">\u00a0</div>la Refinanciaci\u00f3n y con </div><div class=\"po0 fs14 cl2 l362 t3313\" id=\"a13370\">los que<div class=\"d0 w366\">\u00a0</div>se procedi\u00f3<div class=\"d0 w17\">\u00a0</div>a cancelar<div class=\"d0 w19\">\u00a0</div>totalmente la anterior<div class=\"d0 w31\">\u00a0</div>deuda Super<div class=\"d0 w27\">\u00a0</div>Senior por<div class=\"d0 w26\">\u00a0</div>el importe<div class=\"d0 w32\">\u00a0</div>de la </div><div class=\"po0 fs14 cl2 l362 t3314\" id=\"a13374\">misma<div class=\"d0 w485\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>19<div class=\"d0 w119\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>abril<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2022,<div class=\"d0 w174\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>80.000<div class=\"d0 w111\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>corresponden<div class=\"d0 w247\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>una<div class=\"d0 w226\">\u00a0</div>l\u00ednea<div class=\"d0 w223\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cr\u00e9dito </div><div class=\"po0 fs14 cl2 l362 t3315\" id=\"a13378\">renovable, deuda Super Senior Revolving Facility, destinada a cubrir<div class=\"d0 w299\">\u00a0</div>necesidades operativas.<div class=\"d0 w1103\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t3316\" id=\"a13381\">En el ejercicio 2024, se han devuelto 40.000 miles de<div class=\"d0 w140\">\u00a0</div>euros de la citada Revolving Facility con el </div><div class=\"po0 fs14 cl2 l340 t3317\" id=\"a13390\">fin de<div class=\"d0 w170\">\u00a0</div>minorar<div class=\"d0 w27\">\u00a0</div>el coste<div class=\"d0 w285\">\u00a0</div>financiero de<div class=\"d0 w293\">\u00a0</div>la Sociedad<div class=\"d0 w404\">\u00a0</div>asociado a<div class=\"d0 w170\">\u00a0</div>dicha deuda,<div class=\"d0 w285\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>lo que<div class=\"d0 w3\">\u00a0</div>a 31<div class=\"d0 w226\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3318\" id=\"a13392\">diciembre de 2024 la Sociedad tiene dispuesto 200.000 miles de euros de la deuda Super Senior </div><div class=\"po0 fs14 cl2 l340 t3319\" id=\"a13394\">(240.000 miles de euros a 31 de diciembre de 2023). </div><div class=\"po0 fs14 cl2 l362 t3320\" id=\"a13402\">La estructura de<div class=\"d0 w621\">\u00a0</div>garant\u00edas de<div class=\"d0 w620\">\u00a0</div>esta deuda<div class=\"d0 w113\">\u00a0</div>Super Senior<div class=\"d0 w725\">\u00a0</div>es la misma<div class=\"d0 w413\">\u00a0</div>que la referida<div class=\"d0 w616\">\u00a0</div>anteriormente </div><div class=\"po0 fs14 cl2 l362 t3321\" id=\"a13403\">respecto a<div class=\"d0 w222\">\u00a0</div>la deuda<div class=\"d0 w247\">\u00a0</div>Senior y<div class=\"d0 w245\">\u00a0</div>Junior de<div class=\"d0 w287\">\u00a0</div>la Sociedad,<div class=\"d0 w248\">\u00a0</div>de tal<div class=\"d0 w421\">\u00a0</div>forma que<div class=\"d0 w334\">\u00a0</div>los acreedores<div class=\"d0 w238\">\u00a0</div>de dicha </div><div class=\"po0 fs14 cl2 l362 t3322\" id=\"a13404\">deuda y<div class=\"d0 w474\">\u00a0</div>los acreedores<div class=\"d0 w60\">\u00a0</div>de la<div class=\"d0 w421\">\u00a0</div>deuda sindicada<div class=\"d0 w30\">\u00a0</div>comparten el<div class=\"d0 w543\">\u00a0</div>mismo paquete<div class=\"d0 w483\">\u00a0</div>de garant\u00edas.<div class=\"d0 w59\">\u00a0</div>No </div><div class=\"po0 fs14 cl2 l362 t3323\" id=\"a13406\">obstante, la deuda Super Senior tiene un rango preferente de cobro y de ejecuci\u00f3n de garant\u00edas </div><div class=\"po0 fs14 cl2 l362 t3324\" id=\"a13407\">respecto de<div class=\"d0 w300\">\u00a0</div>la deuda<div class=\"d0 w478\">\u00a0</div>Senior y<div class=\"d0 w614\">\u00a0</div>Junior en<div class=\"d0 w266\">\u00a0</div>caso de<div class=\"d0 w327\">\u00a0</div>incumplimiento de<div class=\"d0 w686\">\u00a0</div>los contratos<div class=\"d0 w499\">\u00a0</div>de financiaci\u00f3n. </div></div></div></div></div></div></div><div class=\"po1 w198 h260 lh0\" id=\"TextBlockContainer2668\"><div class=\"po0 l342 t756 f0\" id=\"div_2640_XBRL_TS_2d3cf156f76b4307beafd23f9af0372e_5\"><div class=\"po1 w198 h257 lh0\" id=\"TextBlockContainer2647\"><div class=\"po0 l342 t756 f0\" id=\"div_2641_XBRL_TS_7641ef740b4b4e8594109ffd3ef8d103_5\"><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2642\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2642\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13419\">Finalmente,<div class=\"d0 w273\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>gastos<div class=\"d0 w163\">\u00a0</div>correspondientes<div class=\"d0 w225\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>cancelaci\u00f3n<div class=\"d0 w245\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Deuda<div class=\"d0 w506\">\u00a0</div>Super<div class=\"d0 w297\">\u00a0</div>Senior<div class=\"d0 w249\">\u00a0</div>con<div class=\"d0 w501\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a13421\">anterior prestamista<div class=\"d0 w22\">\u00a0</div>fueron reconocidos en<div class=\"d0 w24\">\u00a0</div>la cuenta </div><div class=\"po0 fs26 cl2 l839 t815\" id=\"a13425\">\u201cOtros gastos financieros\u201d</div><div class=\"po0 fs14 cl2 l1924 t816\" id=\"a13426\"><div class=\"d0 w112\">\u00a0</div>de la<div class=\"d0 w34\">\u00a0</div>cuenta de </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a13428\">resultados consolidada del a\u00f1o<div class=\"d0 w85\">\u00a0</div>2022. Los gastos asociados<div class=\"d0 w567\">\u00a0</div>a la formalizaci\u00f3n de<div class=\"d0 w402\">\u00a0</div>la deuda con el </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a13432\">nuevo prestamista fueron capitalizados y su imputaci\u00f3n a la cuenta de resultados consolidada </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a13436\">se realiza durante la duraci\u00f3n del pr\u00e9stamo utilizando el m\u00e9todo del<div class=\"d0 w515\">\u00a0</div>inter\u00e9s efectivo.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2647\"></div><div class=\"po0 l342 t1312 f0\" id=\"div_2644_XBRL_TS_bba3f982257e4b84bd83cebec7d6573d\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2645\"><div class=\"po1 w198 z0\" id=\"TextContainer2645\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13439\">P\u00f3lizas de cr\u00e9dito \u2013 </div><div class=\"po0 fs14 cl2 l340 t3325\" id=\"a13443\">Bajo<div class=\"d0 w230\">\u00a0</div>este<div class=\"d0 w484\">\u00a0</div>ep\u00edgrafe,<div class=\"d0 w110\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>incluyen<div class=\"d0 w333\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>saldos<div class=\"d0 w420\">\u00a0</div>dispuestos<div class=\"d0 w110\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>l\u00edneas<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>cr\u00e9dito<div class=\"d0 w201\">\u00a0</div>utilizadas<div class=\"d0 w110\">\u00a0</div>para </div><div class=\"po0 fs14 cl2 l340 t3326\" id=\"a13444\">financiar las necesidades operativas de las compa\u00f1\u00edas del Grupo PRISA. Las<div class=\"d0 w392\">\u00a0</div>p\u00f3lizas de cr\u00e9dito </div><div class=\"po0 fs14 cl2 l340 t3327\" id=\"a13446\">se encuentran<div class=\"d0 w265\">\u00a0</div>registradas en<div class=\"d0 w425\">\u00a0</div>el ep\u00edgrafe<div class=\"d0 w147\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1964 t818\" id=\"a13447\">Deudas con<div class=\"d0 w266\">\u00a0</div>entidades de<div class=\"d0 w472\">\u00a0</div>cr\u00e9dito</div><div class=\"po0 fs14 cl2 l1779 t3327\" id=\"a13448\">\u201d del<div class=\"d0 w392\">\u00a0</div>balance de<div class=\"d0 w386\">\u00a0</div>situaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t3328\" id=\"a13449\">consolidado.<div class=\"d0 w226\">\u00a0</div>El<div class=\"d0 w226\">\u00a0</div>tipo<div class=\"d0 w289\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>inter\u00e9s<div class=\"d0 w476\">\u00a0</div>aplicable<div class=\"d0 w369\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>estas<div class=\"d0 w468\">\u00a0</div>p\u00f3lizas<div class=\"d0 w468\">\u00a0</div>es<div class=\"d0 w3\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>Euribor<div class=\"d0 w287\">\u00a0</div>m\u00e1s<div class=\"d0 w335\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>margen<div class=\"d0 w289\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l341 t1312\" id=\"a13450\">mercado.</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2668\"></div><div class=\"po0 l342 t3155 f0\" id=\"div_2650_XBRL_TS_fe5d3b94abfc42df9006f0f050923c91\"><div class=\"po1 w198 h259 lh0\" id=\"TextBlockContainer2664\"><div class=\"po1 w198 z0\" id=\"TextContainer2664\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a13453\">Naturaleza y riesgos de los instrumentos financieros </div></div><div class=\"po0 l342 t3329 f0\" id=\"div_2651_XBRL_TS_466fd8017f254e948aaeb9095a0e22fc\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2652\"><div class=\"po1 w198 z0\" id=\"TextContainer2652\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13456\">Riesgo de cr\u00e9dito<div class=\"d0 w990\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a13459\">En relaci\u00f3n al riesgo de cr\u00e9dito comercial,<div class=\"d0 w140\">\u00a0</div>el Grupo eval\u00faa la antig\u00fcedad de<div class=\"d0 w268\">\u00a0</div>los saldos a cobrar </div><div class=\"po0 fs14 cl2 l340 t1302\" id=\"a13460\">(</div><div class=\"po0 fs26 cl2 l1955 t1009\" id=\"a13461\">v\u00e9ase nota</div><div class=\"po0 fs26 cl2 l1965 t1009\" id=\"a13463\">9 b)</div><div class=\"po0 fs14 cl2 l1966 t1302\" id=\"a13464\"><div class=\"d0 w352\">\u00a0</div>y realiza un seguimiento constante<div class=\"d0 w478\">\u00a0</div>de la gesti\u00f3n de los cobros<div class=\"d0 w141\">\u00a0</div>y pagos asociados </div><div class=\"po0 fs14 cl2 l340 t3327\" id=\"a13466\">a<div class=\"d0 w293\">\u00a0</div>todas<div class=\"d0 w369\">\u00a0</div>sus<div class=\"d0 w369\">\u00a0</div>actividades,<div class=\"d0 w231\">\u00a0</div>as\u00ed<div class=\"d0 w245\">\u00a0</div>como<div class=\"d0 w56\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>vencimientos<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>deuda<div class=\"d0 w228\">\u00a0</div>financiera<div class=\"d0 w56\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>comercial<div class=\"d0 w129\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t3328\" id=\"a13467\">analiza<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>manera recurrente<div class=\"d0 w249\">\u00a0</div>otras<div class=\"d0 w57\">\u00a0</div>v\u00edas de<div class=\"d0 w477\">\u00a0</div>financiaci\u00f3n con<div class=\"d0 w3\">\u00a0</div>objeto de<div class=\"d0 w335\">\u00a0</div>cubrir<div class=\"d0 w95\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>necesidades </div><div class=\"po0 fs14 cl2 l341 t1312\" id=\"a13469\">previstas de tesorer\u00eda tanto a corto como a medio<div class=\"d0 w406\">\u00a0</div>y largo plazo.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2665\"></div><div class=\"po0 l342 t3338 f0\" id=\"div_2654_XBRL_TS_4c097ce5c7974485b58f9e7eb0894100\"><div class=\"po1 w198 h258 lh0\" id=\"TextBlockContainer2661\"><div class=\"po1 w198 z0\" id=\"TextContainer2661\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13472\">Riesgo de liquidez<div class=\"d0 w1104\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t3330\" id=\"a13475\">Los negocios<div class=\"d0 w167\">\u00a0</div>dependientes de<div class=\"d0 w60\">\u00a0</div>la publicidad<div class=\"d0 w110\">\u00a0</div>tienen un<div class=\"d0 w421\">\u00a0</div>porcentaje elevado<div class=\"d0 w164\">\u00a0</div>de costes<div class=\"d0 w234\">\u00a0</div>fijos, y<div class=\"d0 w390\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3331\" id=\"a13476\">ca\u00edda<div class=\"d0 w612\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>ingresos<div class=\"d0 w500\">\u00a0</div>publicitarios<div class=\"d0 w288\">\u00a0</div>repercute<div class=\"d0 w493\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>manera<div class=\"d0 w4\">\u00a0</div>significativa<div class=\"d0 w271\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>m\u00e1rgenes<div class=\"d0 w900\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3332\" id=\"a13477\">posici\u00f3n de tesorer\u00eda, dificultando la puesta en marcha de medidas adicionales para mejorar<div class=\"d0 w392\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3328\" id=\"a13479\">eficiencia operativa<div class=\"d0 w113\">\u00a0</div>del Grupo. Por<div class=\"d0 w725\">\u00a0</div>otro lado, la<div class=\"d0 w725\">\u00a0</div>naturaleza del<div class=\"d0 w85\">\u00a0</div>negocio de Educaci\u00f3n<div class=\"d0 w96\">\u00a0</div>determina </div><div class=\"po0 fs14 cl2 l340 t1352\" id=\"a13480\">que<div class=\"d0 w728\">\u00a0</div>existan<div class=\"d0 w1105\">\u00a0</div>periodos<div class=\"d0 w1106\">\u00a0</div>de<div class=\"d0 w1107\">\u00a0</div>concentraci\u00f3n<div class=\"d0 w1108\">\u00a0</div>de<div class=\"d0 w1107\">\u00a0</div>cobros<div class=\"d0 w1109\">\u00a0</div>en<div class=\"d0 w1110\">\u00a0</div>torno<div class=\"d0 w1111\">\u00a0</div>a<div class=\"d0 w1112\">\u00a0</div>determinadas<div class=\"d0 w1113\">\u00a0</div>fechas, </div><div class=\"po0 fs14 cl2 l340 t1353\" id=\"a13481\">principalmente durante los<div class=\"d0 w757\">\u00a0</div>\u00faltimos meses de<div class=\"d0 w411\">\u00a0</div>cada a\u00f1o. Lo<div class=\"d0 w556\">\u00a0</div>anterior genera<div class=\"d0 w375\">\u00a0</div>estacionalidad en los </div><div class=\"po0 fs14 cl2 l340 t3333\" id=\"a13483\">flujos de efectivo de Santillana. Si<div class=\"d0 w236\">\u00a0</div>bien la estacionalidad de los flujos de<div class=\"d0 w18\">\u00a0</div>efectivo del Grupo no </div><div class=\"po0 fs14 cl2 l340 t865\" id=\"a13484\">es significativa, en la<div class=\"d0 w125\">\u00a0</div>medida en que los flujos<div class=\"d0 w567\">\u00a0</div>procedentes de las distintas<div class=\"d0 w479\">\u00a0</div>unidades de negocio </div><div class=\"po0 fs14 cl2 l340 t866\" id=\"a13485\">se compensan mitigando, en gran medida, el efecto de la estacionalidad, lo anterior podr\u00eda dar </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a13487\">lugar<div class=\"d0 w859\">\u00a0</div>a<div class=\"d0 w863\">\u00a0</div>algunas<div class=\"d0 w1114\">\u00a0</div>tensiones<div class=\"d0 w603\">\u00a0</div>de<div class=\"d0 w661\">\u00a0</div>tesorer\u00eda<div class=\"d0 w458\">\u00a0</div>durante<div class=\"d0 w320\">\u00a0</div>los<div class=\"d0 w863\">\u00a0</div>periodos<div class=\"d0 w456\">\u00a0</div>en<div class=\"d0 w455\">\u00a0</div>que<div class=\"d0 w771\">\u00a0</div>los<div class=\"d0 w656\">\u00a0</div>cobros<div class=\"d0 w1115\">\u00a0</div>son </div><div class=\"po0 fs14 cl2 l340 t868\" id=\"a13488\">estructuralmente menores. </div><div class=\"po0 fs14 cl2 l340 t1313\" id=\"a13491\">La<div class=\"d0 w351\">\u00a0</div>gesti\u00f3n<div class=\"d0 w189\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>riesgo<div class=\"d0 w255\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>liquidez<div class=\"d0 w195\">\u00a0</div>contempla<div class=\"d0 w206\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>seguimiento<div class=\"d0 w564\">\u00a0</div>detallado<div class=\"d0 w209\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>calendario<div class=\"d0 w203\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1314\" id=\"a13493\">vencimientos de la deuda<div class=\"d0 w113\">\u00a0</div>financiera del Grupo, as\u00ed<div class=\"d0 w634\">\u00a0</div>como el mantenimiento de<div class=\"d0 w515\">\u00a0</div>l\u00edneas de cr\u00e9dito </div><div class=\"po0 fs14 cl2 l340 t1315\" id=\"a13494\">y otras v\u00edas de<div class=\"d0 w19\">\u00a0</div>financiaci\u00f3n que permitan cubrir las necesidades previstas<div class=\"d0 w27\">\u00a0</div>de tesorer\u00eda, tanto a </div><div class=\"po0 fs14 cl2 l340 t3334\" id=\"a13499\">corto como a<div class=\"d0 w516\">\u00a0</div>medio y largo<div class=\"d0 w405\">\u00a0</div>plazo. A este<div class=\"d0 w267\">\u00a0</div>respecto, el Grupo<div class=\"d0 w558\">\u00a0</div>cuenta con<div class=\"d0 w406\">\u00a0</div>una deuda Super<div class=\"d0 w472\">\u00a0</div>Senior </div><div class=\"po0 fs14 cl2 l340 t3335\" id=\"a13502\">para atender<div class=\"d0 w396\">\u00a0</div>necesidades operativas y<div class=\"d0 w296\">\u00a0</div>otras filiales del<div class=\"d0 w543\">\u00a0</div>Grupo disponen de<div class=\"d0 w486\">\u00a0</div>p\u00f3lizas de cr\u00e9dito </div><div class=\"po0 fs14 cl2 l340 t3336\" id=\"a13504\">para el mismo fin.<div class=\"d0 w1116\">\u00a0</div></div></div><div class=\"po0 l342 t3337 f0\" id=\"div_2655_XBRL_TS_03f0d37f160c4bf2bafbc280e0e0552a\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2659\"><div class=\"po0 l342 t756 f0\" id=\"div_2656_XBRL_TS_03c8a82491a3427db2c0cd14ea7a35a8\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2657\"><div class=\"po1 w198 z0\" id=\"TextContainer2657\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13507\">La siguiente tabla detalla el an\u00e1lisis de la liquidez del<div class=\"d0 w24\">\u00a0</div>Grupo PRISA a 31 de diciembre de 2024 </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13510\">para su<div class=\"d0 w300\">\u00a0</div>deuda con<div class=\"d0 w631\">\u00a0</div>entidades de<div class=\"d0 w144\">\u00a0</div>cr\u00e9dito, que<div class=\"d0 w490\">\u00a0</div>suponen la<div class=\"d0 w146\">\u00a0</div>casi totalidad<div class=\"d0 w725\">\u00a0</div>de los<div class=\"d0 w424\">\u00a0</div>pasivos financieros. </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13511\">El<div class=\"d0 w98\">\u00a0</div>cuadro<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w280\">\u00a0</div>elaborado<div class=\"d0 w419\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>partir<div class=\"d0 w174\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>salidas<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>caja<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>vencimientos<div class=\"d0 w293\">\u00a0</div>contractuales </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a13512\">previstos, considerando<div class=\"d0 w424\">\u00a0</div>la amortizaci\u00f3n<div class=\"d0 w145\">\u00a0</div>anticipada de<div class=\"d0 w473\">\u00a0</div>la deuda<div class=\"d0 w478\">\u00a0</div>Junior realizada<div class=\"d0 w725\">\u00a0</div>en abril<div class=\"d0 w144\">\u00a0</div>de 2024 </div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w502 h145 lh0\" id=\"TextBlockContainer2688\"><div class=\"po0 l342 t756 f0\" id=\"div_2672_XBRL_TS_fe5d3b94abfc42df9006f0f050923c91_1\"><div class=\"po1 w502 h145 lh0\" id=\"TextBlockContainer2685\"><div class=\"po0 l342 t756 f0\" id=\"div_2673_XBRL_TS_03c8a82491a3427db2c0cd14ea7a35a8_1\"><div class=\"po1 w502 h261 lh0\" id=\"TextBlockContainer2680\"><div class=\"po0 l342 t756 f0\" id=\"div_2674_XBRL_TS_03f0d37f160c4bf2bafbc280e0e0552a_1\"><div class=\"po1 w502 h261 lh0\" id=\"TextBlockContainer2678\"><div class=\"po0 l342 t756 f0\" id=\"div_2675_XBRL_TS_4c097ce5c7974485b58f9e7eb0894100_1\"><div class=\"po1 w502 h261 lh0\" id=\"TextBlockContainer2676\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2417 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t2417 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t2417 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1971 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1967 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1294 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1970 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1972 t2418 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h83 l1715 t3339 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h251 l1455 t410 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h83 l1973 t3339 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h251 l1974 t410 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t3340 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t3340 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t3340 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1971 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1967 t3339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1294 t3339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1970 t3339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1972 t3339 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h41 l1715 t3341 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1455 t3342 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h41 l1973 t3341 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1974 t3342 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l1967 t3341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1294 t3341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1970 t3341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1972 t3341 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h41 l1715 t3343 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1455 t3344 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h41 l1973 t3343 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1974 t3344 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l1967 t3343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1294 t3343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1970 t3343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1972 t3343 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h41 l1715 t3345 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1455 t558 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h41 l1973 t3345 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1974 t558 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l1967 t3345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1294 t3345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1970 t3345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1972 t3345 bgc0\">\u00a0</div>\n<div class=\"w1118 po0 h83 l1968 t3346 bgc3\">\u00a0</div>\n<div class=\"w1119 po0 h37 l1975 t3080 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h83 l1715 t3346 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h37 l1455 t3080 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t3347 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t3347 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t3347 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1971 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1967 t3346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2757 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1294 t3346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t2757 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1970 t3346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t2757 bgc0\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2676\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a13535\">por importe de 50<div class=\"d0 w353\">\u00a0</div>millones de euros<div class=\"d0 w265\">\u00a0</div>y la devoluci\u00f3n de<div class=\"d0 w328\">\u00a0</div>40 millones de euros<div class=\"d0 w498\">\u00a0</div>de la Deuda<div class=\"d0 w113\">\u00a0</div>Super </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a13544\">Senior.<div class=\"d0 w31\">\u00a0</div>Los flujos<div class=\"d0 w468\">\u00a0</div>incluyen<div class=\"d0 w33\">\u00a0</div>tanto las<div class=\"d0 w380\">\u00a0</div>amortizaciones esperadas<div class=\"d0 w227\">\u00a0</div>como<div class=\"d0 w50\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>pagos por<div class=\"d0 w633\">\u00a0</div>intereses. </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a13546\">Cuando dicha<div class=\"d0 w226\">\u00a0</div>liquidaci\u00f3n no<div class=\"d0 w224\">\u00a0</div>es fija,<div class=\"d0 w119\">\u00a0</div>el importe<div class=\"d0 w475\">\u00a0</div>ha sido<div class=\"d0 w162\">\u00a0</div>determinado con<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>tipos impl\u00edcitos </div><div class=\"po0 fs14 cl2 l362 t817\" id=\"a13547\">calculados a partir de la curva de tipos de inter\u00e9s disponible m\u00e1s reciente: </div><div class=\"po0 fs15 cl2 l1976 t3348\" id=\"a13552\">Vencimientos </div><div class=\"po0 fs15 cl2 l1690 t3348\" id=\"a13554\">Miles de euros </div><div class=\"po0 fs15 cl2 l1901 t3349\" id=\"a13557\">Curva de tipos </div><div class=\"po0 fs15 cl2 l1977 t3348\" id=\"a13558\">impl\u00edcitos </div><div class=\"po0 fs15 cl2 l853 t3350\" id=\"a13559\">Euribor </div><div class=\"po0 fs32 cl2 l1976 t1755\" id=\"a13561\">Menos de 3 meses </div><div class=\"po0 fs32 cl2 l656 t1755\" id=\"a13563\">21.224 </div><div class=\"po0 fs32 cl2 l604 t1755\" id=\"a13565\">2,74% </div><div class=\"po0 fs32 cl2 l1976 t3351\" id=\"a13567\">3-12 meses </div><div class=\"po0 fs32 cl2 l656 t3351\" id=\"a13571\">55.960 </div><div class=\"po0 fs32 cl2 l604 t3351\" id=\"a13573\">2,12% </div><div class=\"po0 fs32 cl2 l1976 t3352\" id=\"a13575\">De 1 a 3 a\u00f1os </div><div class=\"po0 fs32 cl2 l673 t3352\" id=\"a13577\">877.669 </div><div class=\"po0 fs32 cl2 l604 t3352\" id=\"a13579\">2,03% </div><div class=\"po0 fs32 cl2 l1976 t3353\" id=\"a13581\">De 3 a 5 a\u00f1os </div><div class=\"po0 fs32 cl2 l1537 t3353\" id=\"a13583\">6 </div><div class=\"po0 fs32 cl2 l604 t3353\" id=\"a13585\">2,21% </div><div class=\"po0 fs15 cl2 l1976 t3354\" id=\"a13587\">Total </div><div class=\"po0 fs15 cl2 l673 t3354\" id=\"a13589\">954.859 </div><div class=\"po0 fs14 cl2 l340 t3355\" id=\"a13594\">Los principales pasivos<div class=\"d0 w1120\">\u00a0</div>financieros<div class=\"d0 w1121\">\u00a0</div>del Grupo a 31 de diciembre de<div class=\"d0 w26\">\u00a0</div>2024 son la deuda Junior y </div><div class=\"po0 fs14 cl2 l340 t1922\" id=\"a13610\">Senior y<div class=\"d0 w288\">\u00a0</div>la Deuda<div class=\"d0 w483\">\u00a0</div>Super Senior,<div class=\"d0 w485\">\u00a0</div>las cuales<div class=\"d0 w174\">\u00a0</div>est\u00e1n<div class=\"d0 w47\">\u00a0</div>referenciadas al<div class=\"d0 w288\">\u00a0</div>Euribor.<div class=\"d0 w972\">\u00a0</div>Un incremento<div class=\"d0 w174\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t3356\" id=\"a13626\">Euribor<div class=\"d0 w246\">\u00a0</div>impactar\u00eda<div class=\"d0 w396\">\u00a0</div>directamente en<div class=\"d0 w237\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>inter\u00e9s pagado,<div class=\"d0 w5\">\u00a0</div>fruto de<div class=\"d0 w285\">\u00a0</div>multiplicar<div class=\"d0 w246\">\u00a0</div>dicho<div class=\"d0 w57\">\u00a0</div>incremento </div><div class=\"po0 fs14 cl2 l340 t3357\" id=\"a13627\">por el nominal<div class=\"d0 w231\">\u00a0</div>de los pr\u00e9stamos<div class=\"d0 w59\">\u00a0</div>anteriores, excepto por el nominal<div class=\"d0 w539\">\u00a0</div>cubierto por las siguientes </div><div class=\"po0 fs14 cl2 l340 t3358\" id=\"a13638\">coberturas de tipo<div class=\"d0 w251\">\u00a0</div>de inter\u00e9s: la<div class=\"d0 w147\">\u00a0</div>primera, contratada en<div class=\"d0 w697\">\u00a0</div>septiembre de 2022<div class=\"d0 w330\">\u00a0</div>sobre un nominal<div class=\"d0 w515\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3359\" id=\"a13639\">150<div class=\"d0 w119\">\u00a0</div>millones<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w484\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>limita<div class=\"d0 w290\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>subida<div class=\"d0 w176\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>Euribor<div class=\"d0 w167\">\u00a0</div>a<div class=\"d0 w3\">\u00a0</div>3<div class=\"d0 w475\">\u00a0</div>meses<div class=\"d0 w390\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>encima<div class=\"d0 w486\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>2,25%,<div class=\"d0 w391\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3360\" id=\"a13643\">segunda, contratada en enero de 2023 sobre un importe nominal de 150 millones de euros y un </div><div class=\"po0 fs14 cl2 l340 t3361\" id=\"a13647\">cap del 2,5% (Euribor a 3 meses) y la tercera, contratada en<div class=\"d0 w478\">\u00a0</div>marzo de 2023 sobre un nominal de </div><div class=\"po0 fs14 cl2 l340 t3362\" id=\"a13654\">100 millones de euros,<div class=\"d0 w567\">\u00a0</div>que limita las<div class=\"d0 w331\">\u00a0</div>subidas del Euribor<div class=\"d0 w325\">\u00a0</div>a tres meses por<div class=\"d0 w266\">\u00a0</div>encima del 3%<div class=\"d0 w265\">\u00a0</div>y hasta </div><div class=\"po0 fs14 cl2 l340 t3363\" id=\"a13662\">un m\u00e1ximo del 5% (todas<div class=\"d0 w387\">\u00a0</div>ellas vigentes hasta<div class=\"d0 w251\">\u00a0</div>junio de 2025).<div class=\"d0 w282\">\u00a0</div>En resumen, el nocional<div class=\"d0 w558\">\u00a0</div>de deuda </div><div class=\"po0 fs14 cl2 l340 t3364\" id=\"a13666\">cubierto<div class=\"d0 w554\">\u00a0</div>con<div class=\"d0 w534\">\u00a0</div>las<div class=\"d0 w551\">\u00a0</div>coberturas<div class=\"d0 w465\">\u00a0</div>anteriores<div class=\"d0 w535\">\u00a0</div>asciende<div class=\"d0 w212\">\u00a0</div>a<div class=\"d0 w415\">\u00a0</div>400<div class=\"d0 w206\">\u00a0</div>millones<div class=\"d0 w540\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>euros.<div class=\"d0 w545\">\u00a0</div>Por<div class=\"d0 w750\">\u00a0</div>tanto,<div class=\"d0 w407\">\u00a0</div>cada </div><div class=\"po0 fs14 cl2 l340 t3365\" id=\"a13672\">incremento<div class=\"d0 w676\">\u00a0</div>del<div class=\"d0 w679\">\u00a0</div>Euribor<div class=\"d0 w149\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>un<div class=\"d0 w645\">\u00a0</div>punto<div class=\"d0 w350\">\u00a0</div>supondr\u00eda<div class=\"d0 w638\">\u00a0</div>un<div class=\"d0 w645\">\u00a0</div>mayor<div class=\"d0 w529\">\u00a0</div>pago<div class=\"d0 w679\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>intereses<div class=\"d0 w547\">\u00a0</div>anual<div class=\"d0 w152\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3366\" id=\"a13674\">aproximadamente 4 millones de euros (sobre<div class=\"d0 w57\">\u00a0</div>el nocional no cubierto) y de 8 millones<div class=\"d0 w7\">\u00a0</div>de euros </div><div class=\"po0 fs14 cl2 l341 t456\" id=\"a13681\">sobre el total de la citada deuda, una vez que venzan las coberturas<div class=\"d0 w342\">\u00a0</div>mencionadas.</div></div></div></div></div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer2685\"><div class=\"po0 fs14 cl2 l864 t456\" id=\"a13681_81_2\"><div class=\"d0 w947\">\u00a0</div></div></div><div class=\"po0 l464 t3368 f0\" id=\"div_2682_XBRL_TS_d4475ba8e6c14a289fd8e33d0c9979dd\"><div class=\"po1 w198 h262 lh0\" id=\"TextBlockContainer2683\"><div class=\"po1 w198 z0\" id=\"TextContainer2683\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13684\">Riesgo de mercado \u2013 tipo de cambio </div><div class=\"po0 fs14 cl2 l340 t3268\" id=\"a13690\">El Grupo<div class=\"d0 w225\">\u00a0</div>est\u00e1 expuesto<div class=\"d0 w247\">\u00a0</div>a las<div class=\"d0 w174\">\u00a0</div>fluctuaciones en<div class=\"d0 w30\">\u00a0</div>los tipos<div class=\"d0 w176\">\u00a0</div>de cambio<div class=\"d0 w420\">\u00a0</div>fundamentalmente por<div class=\"d0 w286\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t1329\" id=\"a13691\">inversiones financieras realizadas<div class=\"d0 w228\">\u00a0</div>en participaciones en sociedades<div class=\"d0 w199\">\u00a0</div>radicadas en el<div class=\"d0 w296\">\u00a0</div>continente </div><div class=\"po0 fs14 cl2 l340 t3367\" id=\"a13693\">americano, as\u00ed como por los ingresos y resultados procedentes<div class=\"d0 w406\">\u00a0</div>de dichas inversiones. </div></div></div></div></div></div></div><div class=\"po1 w198 h265 lh0\" id=\"TextBlockContainer2713\"><div class=\"po0 l342 t756 f0\" id=\"div_2691_XBRL_TS_d4475ba8e6c14a289fd8e33d0c9979dd_1\"><div class=\"po1 w198 h264 lh0\" id=\"TextBlockContainer2699\"><div class=\"po0 l342 t756 f0\" id=\"div_2692_XBRL_TS_fe5d3b94abfc42df9006f0f050923c91_2\"><div class=\"po1 w198 h264 lh0\" id=\"TextBlockContainer2696\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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PvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div 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class=\"w89 po0 h12 l1717 t3375 bgc0\">\u00a0</div>\n<div class=\"w1126 po0 h12 l1362 t3375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1983 t3375 bgc0\">\u00a0</div>\n<div class=\"w1126 po0 h12 l1984 t3375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1980 t3375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l1985 t2104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1985 t3376 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1985 t3376 bgc0\">\u00a0</div>\n<div class=\"w1127 po0 h12 l1986 t3376 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l1978 t2104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1978 t3376 bgc0\">\u00a0</div>\n<div class=\"w1124 po0 h12 l1979 t3376 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l1981 t2104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1981 t3376 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1982 t3376 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l1717 t2104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1717 t3376 bgc0\">\u00a0</div>\n<div class=\"w1126 po0 h12 l1362 t3376 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l1983 t2104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1983 t3376 bgc0\">\u00a0</div>\n<div class=\"w1131 po0 h12 l1984 t3376 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2696\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13706\">El<div class=\"d0 w339\">\u00a0</div>impacto<div class=\"d0 w160\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>ingresos<div class=\"d0 w474\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>explotaci\u00f3n<div class=\"d0 w249\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>resultado<div class=\"d0 w468\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>explotaci\u00f3n<div class=\"d0 w249\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>Grupo<div class=\"d0 w280\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a13707\">ejercicio 2024<div class=\"d0 w485\">\u00a0</div>ante un<div class=\"d0 w281\">\u00a0</div>cambio de<div class=\"d0 w233\">\u00a0</div>+/-10% en<div class=\"d0 w167\">\u00a0</div>el tipo<div class=\"d0 w474\">\u00a0</div>de cambio<div class=\"d0 w233\">\u00a0</div>de las<div class=\"d0 w98\">\u00a0</div>principales monedas<div class=\"d0 w228\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a13711\">presenta a continuaci\u00f3n: </div><div class=\"po0 fs15 cl2 l1992 t3377\" id=\"a13715\">10% </div><div class=\"po0 fs15 cl2 l645 t3378\" id=\"a13717\">-10% </div><div class=\"po0 fs38 cl2 l1993 t3379\" id=\"a13720\">Millones de euros </div><div class=\"po0 fs32 cl2 l1743 t3380\" id=\"a13722\">Impacto en </div><div class=\"po0 fs32 cl2 l1741 t3381\" id=\"a13723\">ingresos de </div><div class=\"po0 fs32 cl2 l1283 t3382\" id=\"a13724\">explotaci\u00f3n </div><div class=\"po0 fs32 cl2 l905 t3380\" id=\"a13726\">Impacto en </div><div class=\"po0 fs32 cl2 l1994 t3381\" id=\"a13727\">resultado de </div><div class=\"po0 fs32 cl2 l1995 t3382\" id=\"a13728\">explotaci\u00f3n </div><div class=\"po0 fs32 cl2 l925 t3380\" id=\"a13730\">Impacto en </div><div class=\"po0 fs32 cl2 l1996 t3381\" id=\"a13731\">ingresos de </div><div class=\"po0 fs32 cl2 l932 t3382\" id=\"a13732\">explotaci\u00f3n </div><div class=\"po0 fs32 cl2 l1997 t3380\" id=\"a13734\">Impacto en </div><div class=\"po0 fs32 cl2 l1998 t3381\" id=\"a13735\">resultado de </div><div class=\"po0 fs32 cl2 l1999 t3382\" id=\"a13736\">explotaci\u00f3n </div><div class=\"po0 fs32 cl2 l2000 t2100\" id=\"a13738\">Real brasile\u00f1o vs EUR </div><div class=\"po0 fs32 cl2 l2001 t2100\" id=\"a13740\">(17,9) </div><div class=\"po0 fs32 cl2 l2002 t2100\" id=\"a13742\">(3,2) </div><div class=\"po0 fs32 cl2 l2003 t2100\" id=\"a13744\">17,9 </div><div class=\"po0 fs32 cl2 l769 t2100\" id=\"a13746\">3,2 </div><div class=\"po0 fs32 cl2 l2000 t3383\" id=\"a13748\">Peso mexicano vs EUR </div><div class=\"po0 fs32 cl2 l2001 t3383\" id=\"a13750\">(10,5) </div><div class=\"po0 fs32 cl2 l2002 t3383\" id=\"a13752\">(1,5) </div><div class=\"po0 fs32 cl2 l2003 t3383\" id=\"a13754\">10,5 </div><div class=\"po0 fs32 cl2 l769 t3383\" id=\"a13756\">1,5 </div><div class=\"po0 fs32 cl2 l2000 t2226\" id=\"a13758\">Peso colombiano vs EUR </div><div class=\"po0 fs32 cl2 l2004 t2226\" id=\"a13761\">(9,0) </div><div class=\"po0 fs32 cl2 l2002 t2226\" id=\"a13763\">(0,9) </div><div class=\"po0 fs32 cl2 l1064 t2226\" id=\"a13765\">9,0 </div><div class=\"po0 fs32 cl2 l769 t2226\" id=\"a13767\">0,9 </div><div class=\"po0 fs32 cl2 l2000 t3384\" id=\"a13769\">Peso chileno vs EUR </div><div class=\"po0 fs32 cl2 l2004 t3384\" id=\"a13771\">(3,9) </div><div class=\"po0 fs32 cl2 l2002 t3384\" id=\"a13773\">(1,1) </div><div class=\"po0 fs32 cl2 l1064 t3384\" id=\"a13775\">3,9 </div><div class=\"po0 fs32 cl2 l769 t3384\" id=\"a13777\">1,1 </div><div class=\"po0 fs32 cl2 l2000 t3385\" id=\"a13779\">Peso argentino vs EUR </div><div class=\"po0 fs32 cl2 l2004 t3385\" id=\"a13781\">(2,1) </div><div class=\"po0 fs32 cl2 l2002 t3385\" id=\"a13783\">(0,1) </div><div class=\"po0 fs32 cl2 l1064 t3385\" id=\"a13785\">2,1 </div><div class=\"po0 fs32 cl2 l769 t3385\" id=\"a13787\">0,1 </div><div class=\"po0 fs15 cl2 l2000 t3386\" id=\"a13789\">Total </div><div class=\"po0 fs15 cl2 l2001 t3387\" id=\"a13791\">(43,4) </div><div class=\"po0 fs15 cl2 l2002 t3387\" id=\"a13793\">(6,8) </div><div class=\"po0 fs15 cl2 l1779 t3387\" id=\"a13795\">43,4 </div><div class=\"po0 fs15 cl2 l666 t3387\" id=\"a13797\">6,8 </div><div class=\"po0 fs14 cl2 l340 t3388\" id=\"a13801\">En este contexto, con<div class=\"d0 w446\">\u00a0</div>objeto de mitigar<div class=\"d0 w375\">\u00a0</div>este riesgo,<div class=\"d0 w353\">\u00a0</div>el Grupo valora la<div class=\"d0 w634\">\u00a0</div>posibilidad de formalizar, </div><div class=\"po0 fs14 cl2 l340 t1886\" id=\"a13805\">sobre<div class=\"d0 w50\">\u00a0</div>la base<div class=\"d0 w475\">\u00a0</div>de sus<div class=\"d0 w419\">\u00a0</div>previsiones y<div class=\"d0 w233\">\u00a0</div>presupuestos que<div class=\"d0 w200\">\u00a0</div>se analizan<div class=\"d0 w165\">\u00a0</div>mensualmente, contratos<div class=\"d0 w420\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1887\" id=\"a13806\">cobertura de<div class=\"d0 w557\">\u00a0</div>riesgo en<div class=\"d0 w584\">\u00a0</div>la variaci\u00f3n<div class=\"d0 w414\">\u00a0</div>del tipo<div class=\"d0 w532\">\u00a0</div>de cambio<div class=\"d0 w96\">\u00a0</div>(seguros de<div class=\"d0 w324\">\u00a0</div>cambio, </div><div class=\"po0 fs26 cl2 l2005 t3389\" id=\"a13807\">\u201cforwards\u201d</div><div class=\"po0 fs14 cl2 l2006 t1887\" id=\"a13808\"><div class=\"d0 w708\">\u00a0</div>y opciones </div><div class=\"po0 fs14 cl2 l340 t438\" id=\"a13810\">sobre divisas fundamentalmente) con la finalidad de reducir la volatilidad de los flujos de caja </div><div class=\"po0 fs14 cl2 l340 t1888\" id=\"a13816\">en el reparto de dividendos de las filiales que operan en monedas distintas<div class=\"d0 w561\">\u00a0</div>al euro. </div><div class=\"po0 fs26 cl2 l340 t3390\" id=\"a13820\">Riesgo de mercado - tipo de inter\u00e9s </div><div class=\"po0 fs14 cl2 l340 t3391\" id=\"a13826\">El<div class=\"d0 w1132\">\u00a0</div>Grupo<div class=\"d0 w1133\">\u00a0</div>se<div class=\"d0 w1134\">\u00a0</div>encuentra<div class=\"d0 w1135\">\u00a0</div>expuesto<div class=\"d0 w1136\">\u00a0</div>a<div class=\"d0 w1112\">\u00a0</div>las<div class=\"d0 w734\">\u00a0</div>variaciones<div class=\"d0 w1109\">\u00a0</div>del<div class=\"d0 w1134\">\u00a0</div>tipo<div class=\"d0 w1111\">\u00a0</div>de<div class=\"d0 w1137\">\u00a0</div>inter\u00e9s,<div class=\"d0 w1138\">\u00a0</div>al<div class=\"d0 w1139\">\u00a0</div>obtener </div><div class=\"po0 fs14 cl2 l340 t3392\" id=\"a13827\">aproximadamente un 99,21% de su deuda con entidades financieras<div class=\"d0 w251\">\u00a0</div>a inter\u00e9s variable.<div class=\"d0 w714\">\u00a0</div></div></div><div class=\"po0 l342 t458 f0\" id=\"div_2693_XBRL_TS_cc17c99635eb408e93e60e377f4cc5c1\"><div class=\"po1 w198 h99 lh0\" id=\"TextBlockContainer2694\"><div class=\"po1 w198 z0\" id=\"TextContainer2694\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13832\">A este respecto,<div class=\"d0 w631\">\u00a0</div>el Grupo<div class=\"d0 w402\">\u00a0</div>eval\u00faa la<div class=\"d0 w392\">\u00a0</div>necesidad de<div class=\"d0 w479\">\u00a0</div>formalizar, en<div class=\"d0 w329\">\u00a0</div>base a<div class=\"d0 w328\">\u00a0</div>sus previsiones, contratos </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13834\">de cobertura de tipos<div class=\"d0 w267\">\u00a0</div>de inter\u00e9s.<div class=\"d0 w1087\">\u00a0</div>Al cierre del<div class=\"d0 w561\">\u00a0</div>ejercicio 2024, y en<div class=\"d0 w446\">\u00a0</div>el \u00e1mbito de<div class=\"d0 w85\">\u00a0</div>la deuda asociada </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13837\">a la Refinanciaci\u00f3n, la Sociedad tiene contratadas<div class=\"d0 w516\">\u00a0</div>las coberturas de tipos de inter\u00e9s descritas<div class=\"d0 w268\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a13850\">el apartado<div class=\"d0 w230\">\u00a0</div>anterior. En<div class=\"d0 w418\">\u00a0</div>caso de<div class=\"d0 w200\">\u00a0</div>que el<div class=\"d0 w169\">\u00a0</div>Euribor estuviera<div class=\"d0 w55\">\u00a0</div>por debajo<div class=\"d0 w169\">\u00a0</div>de lo<div class=\"d0 w167\">\u00a0</div>contratado en<div class=\"d0 w31\">\u00a0</div>esas </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a13854\">coberturas, estas no ser\u00edan de aplicaci\u00f3n.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2697\"><div class=\"po0 fs14 cl2 l2007 t3393\" id=\"a13854_42_2\"><div class=\"d0 w1140\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t3394\" id=\"a13864\">En<div class=\"d0 w32\">\u00a0</div>el apartado<div class=\"d0 w230\">\u00a0</div>anterior de<div class=\"d0 w343\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l2008 t3395\" id=\"a13865\">Riesgo de<div class=\"d0 w164\">\u00a0</div>liquidez</div><div class=\"po0 fs14 cl2 l565 t3394\" id=\"a13866\">\u201d se<div class=\"d0 w421\">\u00a0</div>incluye<div class=\"d0 w47\">\u00a0</div>un an\u00e1lisis<div class=\"d0 w345\">\u00a0</div>del riesgo<div class=\"d0 w229\">\u00a0</div>en el<div class=\"d0 w245\">\u00a0</div>pago de </div><div class=\"po0 fs14 cl2 l341 t3396\" id=\"a13867\">intereses referenciados a tipo de inter\u00e9s variable.</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2713\"></div><div class=\"po0 l342 t3398 f0\" id=\"div_2701_XBRL_TS_e263ebb9b8fe4a339d2acf0829a26432\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2711\"><div class=\"po0 l342 t756 f0\" id=\"div_2702_XBRL_TS_b76b8dc36ecc4c3cbaef18061819d67f\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2709\"><div class=\"po0 l342 t756 f0\" id=\"div_2703_XBRL_TS_ebd58ac4e3624a6dbaf520248aa46a4b\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2707\"><div class=\"po0 l342 t756 f0\" id=\"div_2704_XBRL_TS_08df6eab26db4fee904e890ed37fbf57\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2705\"><div class=\"po1 w198 z0\" id=\"TextContainer2705\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a13871\">Instrumentos financieros derivados </div><div class=\"po0 fs14 cl2 l340 t2948\" id=\"a13874\">El<div class=\"d0 w218\">\u00a0</div>Grupo<div class=\"d0 w182\">\u00a0</div>PRISA<div class=\"d0 w546\">\u00a0</div>contrata<div class=\"d0 w529\">\u00a0</div>instrumentos<div class=\"d0 w154\">\u00a0</div>financieros<div class=\"d0 w622\">\u00a0</div>derivados<div class=\"d0 w641\">\u00a0</div>con<div class=\"d0 w676\">\u00a0</div>entidades<div class=\"d0 w546\">\u00a0</div>financieras </div><div class=\"po0 fs14 cl2 l340 t2949\" id=\"a13875\">nacionales e internacionales de elevado </div><div class=\"po0 fs26 cl2 l2009 t1153\" id=\"a13876\">rating </div><div class=\"po0 fs14 cl2 l2010 t2949\" id=\"a13877\">crediticio. </div><div class=\"po0 fs14 cl2 l340 t3397\" id=\"a13880\">Los derivados que el Grupo PRISA posee se clasifican en el nivel 2. </div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w198 h61 lh0\" id=\"TextBlockContainer2753\"><div class=\"po0 l342 t756 f0\" id=\"div_2717_XBRL_TS_b76b8dc36ecc4c3cbaef18061819d67f_1\"><div class=\"po1 w198 h271 lh0\" id=\"TextBlockContainer2745\"><div class=\"po0 l342 t756 f0\" id=\"div_2718_XBRL_TS_e263ebb9b8fe4a339d2acf0829a26432_1\"><div class=\"po1 w198 h271 lh0\" id=\"TextBlockContainer2741\"><div class=\"po0 l342 t756 f0\" id=\"div_2719_XBRL_TS_08df6eab26db4fee904e890ed37fbf57_1\"><div class=\"po1 w198 h266 lh0\" id=\"TextBlockContainer2723\"><div class=\"po0 l342 t756 f0\" id=\"div_2720_XBRL_TS_ebd58ac4e3624a6dbaf520248aa46a4b_1\"><div class=\"po1 w198 h266 lh0\" id=\"TextBlockContainer2721\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZkvN8bvxFt5K/5AdCk+g4TnQ5z8ALYEBqL9c+AHM3jgBG4mdpBR/LBb+VtqSwcwUzmCTHMXjQlEXNecYRFgXnPd4JR/nCIhB7+KODG1yRKTF1oH8UDLqLze9nz3ACbCDV1cZBkgEnAJjDo71Db2fYlpCwxZYXe9rZ8YoH8+BBwH16wNCMBMqL5LDWlDF8mqz4loMUPO6i3/d5RBn1JeZj+sV7+QFp234FNPADznTe48Dw7lgFTfby4glgEy06xpIiBcNzB3Vr1viJ/+obrGSPEOeiDAHbEEwA2qwQRnHFvuEfcobhPP1lwQ2hrflurWoyXEo6mAexxfkmABtgyr89rdi7Tui1Qn49qvn8g03sk5scL8gI169UrRTR1Q/lowAncALspYLcq6mgBe7lxWxzAXhKwGyX5mRIgeZnc/AQvgzY6n1v11RvxXQhw659rUjROvI0FcPPi/dDeDIgAtga/a+0tDbaIegM4OF6YmB7U4LU++KMB7Pl6Am4ECUBzzY3PLU3omlv10J9rboCN9kZTAWw0EtoZjR1g5W2mAewjgQxTFDMUIeFuhAQEC1lYHUcVGMxoYZ96E3MNPngE1JgKE9Bce0fgLxaHNF0z+1tPHz1wgPMeNV6SCLhPjrK3sxKNRnvzZlOlABvLAM3uwFZKPdHaVCYvMBMAXFtfV5nr3hZM51m8Q8BGaxN4Y9YBYN+4IfPe30gTC2mwnELIXtP9WfdVdAQSaTugxprh+Xmm0egzZhgANfeSp8i4T2Fx1eIe+S2K+xT37L3T1fvc34QIfqO5hW1/e0lFg5Tf3brZrNrHKw37aGXFPlKnf7R20262btlK5ZaVcrdsNLltneFdO+zfs93OPXvVvmsv4M4d2+3dtePRPetOP5Cz8aHVK/dtvfGRrdQ+EKBvCdDX5O+vubYfSJAwZw7zxBmr21ge8hUX6QqIG+kmGqlr2WAIoI3liuC/Aih3Y53iGr9O11xo55QGv07k55SOJ1Z+RJGJBDOg3WeelRvX6QoXGkSisSQI1KH54oWGq7Icqu5zM5WEObwvoPjCDgSV/Foe0sA09SAS9fY2EmlnDlr6NPNT6WH8ViwAgn7MJxNUZOntAQFACT8CXuT9avu5vXjJDwU8tKdPH/gqNB79ZFksK9GYpmLqCz8ZwGF+I3R4xRIaG3+daDxWCMKVep6d8agskXWWm9Y8QMfTX7fv3LNb8t+db96Vf3/PZyWYsSC9dedD8Qc+a8H5mPAIJ4KRk9FEFgrvl8Nfx7LgJY8nLtSufkR9c/pewU0zZ8y4U8rYK6kWy+WC3WqU7GcrVfvl2pL9enPD/kGa5f7qLduq37J68bblpnesO7orrf6BbXc+sOfnH9jjs+CX3Q9tb/ChnU7u26TwkbTRx7be/JnAfc+a5ZtWK8j3yi17ZL47KcnEZ9FLznqqyEAV8ufFs8p5wr8roQyMgNTBiimNGxAPbTDwxg6AAFsCnFfCeyjR3PalusX+qG8ccEzPmet8vF3CFkAbazBGME9l0Wi/jHP5fTDe9a0BL83lbxmVkAXglUrdr+GnfXjnOau2wnxmDTfvMh9l7Utt1E1V33qbKDOVR5tn8/loQIFCeeJLs9ab97ZjOvP02+7eS3spLf7sxSMH9JPHn0vD8yTYA3+pooNb5/HMO+WXyiWf2mOaz380QBYKGpTyPVh23hafq1wJIrlitBWQYsEAXAe0z0SkB1gu1rrDBDt58wtWj1sgEiSlYkXtMmnxvgTHmSyDAwmmbY8PoNldoM3fxstf3it9r+BOFENQpHbmc1NWmPoL/W80ytLcVfsF4N5YF7hvCtw3Z+A2u2M9gfuwd8/B/aJ9z56cBb+UJt8H3OMPZdp/ZLXKRwL3xw7ulsBdL8j3ygvcMul7LGyZ5AXyvIO7rwqxYi70CoN9VsPvTAGwpIU16DMA0HiKcVCjSTVCpq7hdIgqzAYB6dyASFXzdG6/KKqtfQnUGfOdQ4DLwS1wpYg3AzM1l3oRWAPc+Jus9+YxzPSyAs4nTuDLWuVi7Gy/dP8azcvbUX2VmYNbnMUxkuaetVENBOiA29/JJnCjUVlgArgxnx3cRxm4twF3aG8enHkscPNwyPPnj+MlDQQnpblHE2luuS2sGPOXPar+gA/NSnm8Q67dDnAPhrEKkgdesFJYEJM0900Be7a2ILEAfxONrnNYZ4BVQ4yk0SDmUPE29ruAW4Lv8NCfrjuRsEprCy7u0uX79b7p+/e5vX3RSP5r+OkfphzBtXjJIDKH1WxMm7nZzqCT6d7A16uUrS5fpiVfb5kpHPmiy9WKbTWqtlmHa7Zeq9pqpWpNdfzpIG8H3ZxM+IkEwti222Ntj+2kN5KJP7FhNsgZ/ggZlrN7rRIwrogAFD8KgKk2e1ChEO/qYlChLYheY/JhUuK/MXCiCm+oxxv2c64vw5TZC/r9HWcaYJjMRLeJIMNoHparUiZlYYr70kv1JdcldyCCa7x9Rf2SveETM3dV5rrPr3v0O/xa5trxR1kl5qu0BCjOJU/yvs2S1Vt3XKvSNsxhgmrMHcfDHWNZB/FKZt6kin/rL0D0wFsE33hxoz/QoWMRlFuW8ElvTbnmmvf27dDAuBQt+cnMONAe6oRA4TfD/O2om/G65A8++JmvukNjU0+EW3pIhPoTFMNd4ccaCGLiUlBfUvoIv5qgGSY6727Db6dfiJvQt2xzXtyruF9XOKzeRd9vQG2+TYDagT1LabRA7lthqteK8FQglWav5m2tXsjeRFqwjUZBgFaqfde073ZLPrvMel41vFwu6jq0h0B9PrZHpwP79Ghgj5U+gU8GMu1HsgJkHmoQAuyCqlDhRYfacGDz+Y53Yf565nGZ/2QXIOAVxAxUwMbAn4F7YzMGfxaJvtxrIn2NfOFQuakY0giGoYULMQB1HgOQuWuAQODOV8BJoPBebwJAvDOMc3gxYOQv1oB0P1rAYL7bV4VRX4Fvk/edy6piXpwBTJ7UmcdBCbr5oBdQY7UW89Qr/hth/Agg1/KmE6wD3o0OYFhlxrkJFAAV4YGgI2qND+3R6/UIcrEiz1ngpN94igyz+c7dWIKLtiXyTd/Sx/Q3mpo6IVRuZK90ZnEQwoB+4HzWhlMfd5u8E6JfITaJKaTYAcD3XxNV+3wqbXVNdZFW92W5GzOQE9gLNywR4yrbfL90lT++/01JAzL+0jcRrWUrWC6hM6by2WAi7SvuT+xEzvGxbOgTcUcH0bpDmbX82L2/uFACgB8FqGiMyoW3kvhzgfqz44HSvnWlqQdyrgfKfEsC4t5y0T5YKtkdMT8qcKvJDxTwaCpCBmviu98FwAYzdcLqL0xYf9OKz98yxXPkg5BBhzbCTIx3lfNTsfH88DwhdBK5C/EaobkT+5rno307zh7iSL8mioYCQDA+Z2gffuM7prX8LihNPzMcgaL4PS6CXnRL0nLM6fqcuUDLKje/Jq3llmkKMzPg7RKTRqQ8tLC/+IBlqrOlqh1/CQUWTjDTevFWFWdpeFybiCkQAGS+nWh/3QUiQgO/27Us7scknpU/UB/4k2pyAQA57aUNMV1GVHzT84t4QQbG+duv/qDHqRPPiXMvmV5Lv01GBJ7+IE/MfYRQCKotz+9CIOv/94Bu3b+r/PH9v4O8o+iqS72nb2l/GmBmXYG3K0CSngvcZ0PzlH2jDNzk0pSqh2vSvvFzvvL1lAGg/kxM2tc17mfqmi1p/A+WS863BGz/kQGZCMsSEh7xVa5XBW6IQYmJnDiWn8ZrcvFnGRA1pqSkwVg3zRw3A3Se5oENRS9dJrRK8m0BDPmziopByZQNc8GAGJMVEKRy0hSb5+H/4znvmFaTP8kKL8AqwUTemK34s2jzldWY30XD89goZfnqMJULsDDvASDLRmkfwTkXDpWaa0JMf6wa/xFDAZkHOAB0MM9hD7z/ADfWiLsNAByrQgIl8pJ14WVEH3Lv/BoJOfqb59URVLSFttIHTC9i8rsrIPOf/LyXPfXNGcUm8YPIj+WoBAPb8uHjIZSu+/xodPJPQoaU/ObBDb1vgP9w4J6ji+F5AfWZ9hD74haBcaB0IFeyp21Z1L6fKDNghfDJYbS1nyvua+A8lgn+5KTvpjj5ctswwfmR/FutsrR1/M52aH6WxoY5T+dfxQ0IbFPPWBQSPPBB5sDRAGagoaXhmRYVs3Dk7yWA5/0nngFE5eBvukZ3X5FIcWgZygptFX52IqpNXfnxA1Iiv77eWgOaRvn56u/wNwNQDGpA6m1EkFA2gBXz2uJYiFNxEGACu6Xg9xEQBhCdVVd/ZXJKxfSfCy1x3JcATAJq6kNfD6A2cQrnpn5nfp65fh78oL2xViD7zTMJBjjyDX7brY9pvHjrigtL3Uf/wUK1O/pRrHyjf7EoYp6bNwVBaUyl9H3RjwLcbyKHNgNU2/66WPbpH5oYLAvf/j0GsV+iTk2aNmdtmd2JX50NbPtcLJVfzE/910HgNTn0m3V+mbPsvyDCPt5BXhLT8d75V3ADUv2irqFR4TRYiSL7/LCbmQGwBLZvNwAu+iTKyJ6wUsf5RwfJlwUwqRwfzH5FVl6WRD3jGvIBgKQpD07k+tD8sQw2tS2uydqr9GIqMNqZpuqinCgjsf7pT/lk6Wx/Vv+oYFwbJnrUI+XtqT46O8srBEjqC8pNnPqANKoT+b6Noi6pXcqPetInDExd6j2pjJLvHtYQ4I7rU5tT+r5I9fwxgztLRclchy62oDgvKDqVPm7L/E7gPuwM7ag7VDoyueP+65vwkhxzfo6XHwEk+OaRcrH/5rbYO/+KbkC6sUGXW/A2uqqbf7nsNzcpztG/dO43KppBTkpfRXpBF4VeasfF7vnNr1C6It3/oMtXJE0IXW7TpS/fKK/Xr/l64vqUR6TU4fW+jnwj7/lj9MlV3d+3EeC+sMN+RJSafdE1b6Kv9KTv4vySfG5Z2NaUy7pezdtNbXy4UrJ7/B4YvwUmbc1vf7WksSvS1IBawt8vljz2nN+Q+0+CGGSv84yyPvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2721\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13892\">Derivados de tipos de inter\u00e9s </div><div class=\"po0 fs14 cl2 l340 t3399\" id=\"a13895\">El<div class=\"d0 w110\">\u00a0</div>Grupo mantiene<div class=\"d0 w382\">\u00a0</div>formalizados seguros<div class=\"d0 w281\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>tipos<div class=\"d0 w49\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>inter\u00e9s sobre<div class=\"d0 w615\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>deuda<div class=\"d0 w24\">\u00a0</div>financiera de<div class=\"d0 w476\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3400\" id=\"a13896\">Sociedad, conforme a lo descrito en el apartado a) anterior. </div><div class=\"po0 fs26 cl2 l340 t3401\" id=\"a13898\"><div class=\"d0 w1141\">\u00a0</div></div><div class=\"po0 fs26 cl2 l340 t1334\" id=\"a13900\">Derivados de tipo de cambio- </div><div class=\"po0 fs14 cl2 l340 t1294\" id=\"a13904\">Durante el<div class=\"d0 w246\">\u00a0</div>ejercicio 2024 el<div class=\"d0 w60\">\u00a0</div>Grupo ha formalizado<div class=\"d0 w236\">\u00a0</div>seguros de<div class=\"d0 w50\">\u00a0</div>cambio con objeto<div class=\"d0 w236\">\u00a0</div>de mitigar el </div><div class=\"po0 fs14 cl2 l341 t3402\" id=\"a13908\">riesgo ante variaciones del tipo de cambio.</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2741\"></div><div class=\"po0 l342 t3338 f0\" id=\"div_2725_XBRL_TS_ed32ad6549944320b0bbac0b40656739\"><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer2729\"><div class=\"po0 l342 t756 f0\" id=\"div_2726_XBRL_TS_2154cb3d943f4c309043cda20fd9d6db\"><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer2727\"><div class=\"po1 w198 z0\" id=\"TextContainer2727\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13911\">Para<div class=\"d0 w227\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>determinaci\u00f3n<div class=\"d0 w229\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>valor<div class=\"d0 w390\">\u00a0</div>razonable<div class=\"d0 w366\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>seguros<div class=\"d0 w391\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cambio<div class=\"d0 w228\">\u00a0</div>contratados,<div class=\"d0 w248\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13912\">PRISA utiliza metodolog\u00edas<div class=\"d0 w9\">\u00a0</div>de valoraci\u00f3n en<div class=\"d0 w18\">\u00a0</div>las que las<div class=\"d0 w264\">\u00a0</div>variables significativas est\u00e1n basadas </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13913\">en datos proporcionados<div class=\"d0 w726\">\u00a0</div>por un experto independiente.</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2742\"></div><div 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class=\"w89 po0 h12 l2012 t3409 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2013 t3409 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2014 t3409 bgc0\">\u00a0</div>\n<div class=\"w1144 po0 h12 l2015 t3409 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2016 t3409 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l2017 t3409 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3409 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l2019 t3409 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2020 t3409 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2021 t3409 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3409 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1361 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2011 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2012 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2014 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2016 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2018 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2020 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2022 t3405 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h143 l806 t3410 bgc1\">\u00a0</div>\n<div class=\"w792 po0 h37 l806 t3411 bgc1\">\u00a0</div>\n<div class=\"w999 po0 h143 l2030 t3410 bgc1\">\u00a0</div>\n<div class=\"w999 po0 h37 l2030 t3411 bgc1\">\u00a0</div>\n<div class=\"w814 po0 h143 l2019 t3410 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h37 l2027 t3411 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h143 l2028 t3410 bgc3\">\u00a0</div>\n<div class=\"w1003 po0 h37 l2029 t3411 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1124 t3412 bgc0\">\u00a0</div>\n<div class=\"w1147 po0 h12 l2031 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2011 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t3412 bgc0\">\u00a0</div>\n<div class=\"w1148 po0 h12 l1036 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2012 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2013 t3412 bgc0\">\u00a0</div>\n<div class=\"w934 po0 h12 l2032 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2014 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2015 t3412 bgc0\">\u00a0</div>\n<div class=\"w787 po0 h12 l2033 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2016 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2017 t3412 bgc0\">\u00a0</div>\n<div class=\"w815 po0 h12 l2034 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3412 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l2019 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2020 t3412 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2021 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2018 t3410 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3413 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l2019 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2020 t3410 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2020 t3413 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2021 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2022 t3410 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3413 bgc0\">\u00a0</div>\n<div class=\"po1 w1149 z0\" id=\"TextContainer2733\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a13919\">El detalle de los seguros de cambio a 31 de diciembre de 2024 es el<div class=\"d0 w268\">\u00a0</div>siguiente: </div><div class=\"po0 fs32 cl2 l1371 t3414\" id=\"a13922\">Sociedad </div><div class=\"po0 fs32 cl2 l2035 t3414\" id=\"a13924\">Instrumento </div><div class=\"po0 fs32 cl2 l2036 t3414\" id=\"a13926\">Vencimiento </div><div class=\"po0 fs32 cl2 l2037 t3415\" id=\"a13928\">Moneda </div><div class=\"po0 fs32 cl2 l670 t3416\" id=\"a13929\">local </div><div class=\"po0 fs32 cl2 l2038 t3415\" id=\"a13931\">Moneda </div><div class=\"po0 fs32 cl2 l1774 t3416\" id=\"a13932\">cobertura </div><div class=\"po0 fs32 cl2 l427 t3417\" id=\"a13934\">Nominal </div><div class=\"po0 fs32 cl2 l989 t3414\" id=\"a13935\">(miles de </div><div class=\"po0 fs32 cl2 l2039 t3418\" id=\"a13936\">euros) </div><div class=\"po0 fs32 cl2 l2040 t3419\" id=\"a13938\">Valor </div><div class=\"po0 fs32 cl2 l1828 t3415\" id=\"a13939\">Razonable </div><div class=\"po0 fs32 cl2 l2041 t3416\" id=\"a13940\">(miles de </div><div class=\"po0 fs32 cl2 l2042 t3420\" id=\"a13941\">euros) </div><div class=\"po0 fs32 cl2 l1371 t3421\" id=\"a13943\">Editora Moderna, LTDA. </div><div class=\"po0 fs32 cl2 l1371 t3422\" id=\"a13944\">(Brasil) </div><div class=\"po0 fs32 cl2 l1778 t3423\" id=\"a13946\">NDF </div><div class=\"po0 fs32 cl2 l2043 t3421\" id=\"a13948\">Abr 25 - May </div><div class=\"po0 fs32 cl2 l1060 t3422\" id=\"a13952\">25 </div><div class=\"po0 fs32 cl2 l2044 t3423\" id=\"a13954\">BRL </div><div class=\"po0 fs32 cl2 l2045 t3423\" id=\"a13956\">USD </div><div class=\"po0 fs32 cl2 l1000 t3423\" id=\"a13958\">752 </div><div class=\"po0 fs32 cl2 l2046 t3423\" id=\"a13960\">84 </div><div class=\"po0 fs40 cl2 l2047 t3424\" id=\"a13962\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1000 t3425\" id=\"a13968\">752 </div><div class=\"po0 fs15 cl2 l2048 t3425\" id=\"a13970\">84 </div><div class=\"po0 fs14 cl4 l540 t3426\" id=\"a13973\">..</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2738\"></div><div class=\"po0 l342 t2686 f0\" id=\"div_2735_XBRL_TS_247c63e09bdc471d9889fc27332d5cc5\"><div class=\"po1 w198 h269 lh0\" id=\"TextBlockContainer2736\"><div class=\"w89 po0 h12 l2049 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t2293 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t2293 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2049 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2051 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2052 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3413 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t3413 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2049 t3427 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2051 t3427 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2052 t3427 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3428 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t3428 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t3428 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t3428 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3428 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2049 t3429 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3430 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2051 t3429 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t3430 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2052 t3429 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3430 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2736\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13975\">An\u00e1lisis de sensibilidad al tipo de cambio </div><div class=\"po0 fs14 cl2 l340 t3325\" id=\"a13978\">Las variaciones de valor razonable de<div class=\"d0 w23\">\u00a0</div>los seguros de tipo de cambio contratados<div class=\"d0 w20\">\u00a0</div>por el Grupo </div><div class=\"po0 fs14 cl2 l340 t3326\" id=\"a13979\">PRISA dependen de la variaci\u00f3n entre el tipo de cambio del d\u00f3lar vs.<div class=\"d0 w479\">\u00a0</div>el real brasile\u00f1o.</div><div class=\"po0 fs14 cl2 l340 t3328\" id=\"a13983\">Se<div class=\"d0 w404\">\u00a0</div>muestra<div class=\"d0 w474\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>continuaci\u00f3n<div class=\"d0 w539\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>detalle<div class=\"d0 w284\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>an\u00e1lisis<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>sensibilidad,<div class=\"d0 w98\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros,<div class=\"d0 w474\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t1352\" id=\"a13984\">derivados de tipo de cambio: </div><div class=\"po0 fs15 cl2 l2053 t3431\" id=\"a13987\">Sensibilidad (antes de<div class=\"d0 w555\">\u00a0</div>impuestos) </div><div class=\"po0 fs15 cl2 l2054 t3431\" id=\"a13989\">31.12.2024 </div><div class=\"po0 fs32 cl2 l2053 t3432\" id=\"a13991\">+10% (incremento en el<div class=\"d0 w626\">\u00a0</div>tipo de cambio del d\u00f3lar) </div><div class=\"po0 fs32 cl2 l2055 t3432\" id=\"a13994\">8<div class=\"d0 w1151\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2053 t3433\" id=\"a13996\">-10% (disminuci\u00f3n en el<div class=\"d0 w757\">\u00a0</div>tipo de cambio del d\u00f3lar) </div><div class=\"po0 fs32 cl2 l2056 t3433\" id=\"a13999\">(9) </div><div class=\"po0 fs14 cl2 l340 t3434\" id=\"a14003\">El an\u00e1lisis de sensibilidad muestra que los derivados de tipo de cambio registran descensos de </div><div class=\"po0 fs14 cl2 l340 t3435\" id=\"a14004\">su<div class=\"d0 w256\">\u00a0</div>valor<div class=\"d0 w542\">\u00a0</div>razonable,<div class=\"d0 w565\">\u00a0</div>ante<div class=\"d0 w211\">\u00a0</div>movimientos<div class=\"d0 w191\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>tipo<div class=\"d0 w564\">\u00a0</div>de<div class=\"d0 w542\">\u00a0</div>cambio<div class=\"d0 w187\">\u00a0</div>al<div class=\"d0 w189\">\u00a0</div>alza,<div class=\"d0 w541\">\u00a0</div>mientras<div class=\"d0 w602\">\u00a0</div>que,<div class=\"d0 w511\">\u00a0</div>ante </div><div class=\"po0 fs14 cl2 l341 t564\" id=\"a14006\">movimientos de tipos a la baja, el valor razonable de dichos derivados<div class=\"d0 w423\">\u00a0</div>se ver\u00eda aumentado.</div></div></div></div></div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2753\"></div><div class=\"po0 l342 t3441 f0\" id=\"div_2747_XBRL_TS_2a9e0c980670455f86315a94098ca95f\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2751\"><div class=\"po0 l342 t756 f0\" id=\"div_2748_XBRL_TS_51d4f44f29fd4101b75ee4b3d9f46c81\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2749\"><div class=\"po1 w198 z0\" id=\"TextContainer2749\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a14009\">Pasivos financieros por arrendamiento </div><div class=\"po0 fs14 cl2 l340 t3437\" id=\"a14012\">La aplicaci\u00f3n<div class=\"d0 w85\">\u00a0</div>de la NIIF<div class=\"d0 w325\">\u00a0</div>16 Arrendamientos<div class=\"d0 w341\">\u00a0</div>supone el<div class=\"d0 w140\">\u00a0</div>registro de un<div class=\"d0 w324\">\u00a0</div>pasivo financiero<div class=\"d0 w267\">\u00a0</div>asociado </div><div class=\"po0 fs14 cl2 l340 t3438\" id=\"a14013\">a los arrendamientos, cuyo importe a 31 de diciembre<div class=\"d0 w402\">\u00a0</div>de 2024 asciende a 43.222 miles de euros </div><div class=\"po0 fs14 cl2 l340 t3439\" id=\"a14014\">a largo plazo y 17.569 miles de euros<div class=\"d0 w324\">\u00a0</div>a corto plazo (49.216 miles de euros<div class=\"d0 w561\">\u00a0</div>a largo plazo y 16.062 </div><div class=\"po0 fs14 cl2 l340 t3440\" id=\"a14017\">miles de euros a corto plazo a 31 de diciembre de 2023). </div></div></div></div></div></div></div><div class=\"po1 w374 h273 lh0\" id=\"TextBlockContainer2762\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po0 l464 t756 f0\" id=\"div_2759_XBRL_TS_1d08eafd4dc64128ba17322fd405a8a3\"><div class=\"po1 w198 h272 lh0\" id=\"TextBlockContainer2760\"><div class=\"w89 po0 h12 l2057 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t759 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h12 l2058 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t759 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l206 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2057 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2059 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2060 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t2750 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h12 l2058 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t2750 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l206 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2057 t2751 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2059 t2751 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2060 t2751 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2057 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2059 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2060 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2057 t2754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2059 t2754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2060 t2754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2057 t1104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2059 t1104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2060 t1104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2057 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2059 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2060 t2755 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h41 l2058 t2837 bgc3\">\u00a0</div>\n<div class=\"w1153 po0 h37 l877 t3442 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h41 l206 t2837 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h37 l535 t3442 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t675 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h12 l2058 t675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t675 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l206 t675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2057 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2057 t2756 bgc0\">\u00a0</div>\n<div class=\"w1152 po0 h12 l2058 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2059 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t2756 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l206 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2060 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2060 t2756 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2760\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a14029\">El<div class=\"d0 w669\">\u00a0</div>detalle<div class=\"d0 w1154\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>los<div class=\"d0 w665\">\u00a0</div>vencimientos<div class=\"d0 w863\">\u00a0</div>del<div class=\"d0 w663\">\u00a0</div>importe<div class=\"d0 w1114\">\u00a0</div>nominal<div class=\"d0 w1155\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>los<div class=\"d0 w863\">\u00a0</div>pasivos<div class=\"d0 w671\">\u00a0</div>financieros<div class=\"d0 w859\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a14030\">arrendamiento a 31 de diciembre de 2024 son los siguientes: </div><div class=\"po0 fs15 cl2 l2061 t3443\" id=\"a14035\">Vencimientos </div><div class=\"po0 fs15 cl2 l2062 t3443\" id=\"a14037\">Miles de euros </div><div class=\"po0 fs32 cl2 l2061 t3444\" id=\"a14039\">Menos de 6 meses </div><div class=\"po0 fs32 cl2 l1096 t3444\" id=\"a14041\">10.679 </div><div class=\"po0 fs32 cl2 l2061 t3445\" id=\"a14043\">6-12 meses </div><div class=\"po0 fs32 cl2 l1096 t3445\" id=\"a14047\">10.187 </div><div class=\"po0 fs32 cl2 l2061 t3446\" id=\"a14049\">De 1 a 3 a\u00f1os </div><div class=\"po0 fs32 cl2 l1096 t3446\" id=\"a14051\">33.540 </div><div class=\"po0 fs32 cl2 l2061 t3447\" id=\"a14053\">De 3 a 5 a\u00f1os </div><div class=\"po0 fs32 cl2 l1096 t3447\" id=\"a14055\">10.274 </div><div class=\"po0 fs32 cl2 l2061 t3448\" id=\"a14057\">M\u00e1s de 5 a\u00f1os </div><div class=\"po0 fs32 cl2 l2044 t3448\" id=\"a14059\">6.686 </div><div class=\"po0 fs15 cl2 l2061 t3449\" id=\"a14061\">Total </div><div class=\"po0 fs15 cl2 l1096 t3449\" id=\"a14063\">71.366 </div><div class=\"po0 fs14 cl4 l341 t499\" id=\"a14066\">.</div></div></div></div><div class=\"po1 w374 z0\" id=\"TextContainer2762\"><div class=\"po0 fs14 cl2 l340 t3450\" id=\"a14068\">En el ejercicio 2024, el pago<div class=\"d0 w9\">\u00a0</div>asociado a los pasivos financieros por arrendamiento (bajo la<div class=\"d0 w23\">\u00a0</div>NIIF </div><div class=\"po0 fs14 cl2 l340 t3451\" id=\"a14070\">16)<div class=\"d0 w501\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>todo<div class=\"d0 w477\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Grupo<div class=\"d0 w340\">\u00a0</div>asciende<div class=\"d0 w482\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>26,0<div class=\"d0 w226\">\u00a0</div>millones<div class=\"d0 w335\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>euros,<div class=\"d0 w500\">\u00a0</div>incluido<div class=\"d0 w477\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l2063 t3452\" id=\"a14074\">\u201cPago<div class=\"d0 w337\">\u00a0</div>por </div><div class=\"po0 fs26 cl2 l340 t3453\" id=\"a14076\">arrendamiento NIIF 16\u201d</div><div class=\"po0 fs14 cl2 l2064 t3454\" id=\"a14078\"><div class=\"d0 w112\">\u00a0</div>del estado de<div class=\"d0 w223\">\u00a0</div>flujos de<div class=\"d0 w396\">\u00a0</div>efectivo consolidado (23,8<div class=\"d0 w9\">\u00a0</div>millones de<div class=\"d0 w22\">\u00a0</div>euros en </div><div class=\"po0 fs14 cl2 l341 t608\" id=\"a14085\">2023).</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinancialInstrumentsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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l1199 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1199 t2365 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1200 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1201 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1201 t2365 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1202 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1194 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2365 bgc0\">\u00a0</div>\n<div class=\"po1 w562 z0\" id=\"TextContainer2290\"><div class=\"po0 fs25 cl2 l1208 t756\" id=\"a9108\">Deudores comerciales y otras cuentas a cobrar </div><div class=\"po0 fs14 cl4 l367 t2366\" id=\"a9110\">. </div><div class=\"po0 fs14 cl2 l367 t2367\" id=\"a9112\">El movimiento habido en el ep\u00edgrafe de </div><div class=\"po0 fs26 cl2 l1209 t2368\" id=\"a9113\">\u201cCorrecciones valorativas de activo\u201d</div><div class=\"po0 fs14 cl2 l1210 t2367\" id=\"a9116\"><div class=\"d0 w613\">\u00a0</div>en los ejercicios 2024 </div><div class=\"po0 fs14 cl2 l367 t2369\" id=\"a9118\">y 2023 ha sido el siguiente: </div><div class=\"po0 fs38 cl2 l1211 t2370\" id=\"a9123\">Miles de euros </div><div class=\"po0 fs38 cl2 l1212 t2371\" id=\"a9125\">Saldo al </div><div class=\"po0 fs38 cl2 l1213 t2372\" id=\"a9127\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1214 t2371\" id=\"a9129\">Ajuste</div><div class=\"po0 fs38 cl2 l1215 t2372\" id=\"a9131\">conversi\u00f3n</div><div class=\"po0 fs38 cl2 l1216 t2371\" id=\"a9133\">Dotaciones</div><div class=\"po0 fs38 cl2 l1217 t2372\" id=\"a9135\">/Excesos</div><div class=\"po0 fs38 cl2 l1218 t2373\" id=\"a9137\">Aplicaciones </div><div class=\"po0 fs38 cl2 l1219 t2371\" id=\"a9139\">Saldo al </div><div class=\"po0 fs38 cl2 l1220 t2372\" id=\"a9141\">31.12.2024 </div><div class=\"po0 fs40 cl2 l1221 t2374\" id=\"a9143\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1222 t2375\" id=\"a9149\">(63.113) </div><div class=\"po0 fs38 cl2 l1223 t2375\" id=\"a9151\">2.373<div class=\"d0 w909\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1224 t2375\" id=\"a9153\">(2.557) </div><div class=\"po0 fs38 cl2 l1225 t2375\" id=\"a9155\">2.788<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1226 t2375\" id=\"a9157\">(60.509) </div><div class=\"po0 fs37 cl4 l51 t2376\" id=\"a9160\">.</div><div class=\"po0 fs38 cl2 l1211 t2377\" id=\"a9162\">Miles de euros </div><div class=\"po0 fs38 cl2 l1212 t2378\" id=\"a9164\">Saldo al </div><div class=\"po0 fs38 cl2 l1213 t2379\" id=\"a9166\">31.12.2022 </div><div class=\"po0 fs38 cl2 l1214 t2378\" id=\"a9168\">Ajuste</div><div class=\"po0 fs38 cl2 l1215 t2379\" id=\"a9170\">conversi\u00f3n</div><div class=\"po0 fs38 cl2 l1216 t2378\" id=\"a9172\">Dotaciones</div><div class=\"po0 fs38 cl2 l1217 t2379\" id=\"a9174\">/Excesos</div><div class=\"po0 fs38 cl2 l1218 t2380\" id=\"a9176\">Aplicaciones </div><div class=\"po0 fs38 cl2 l1219 t2378\" id=\"a9178\">Saldo al </div><div class=\"po0 fs38 cl2 l1220 t2379\" id=\"a9180\">31.12.2023 </div><div class=\"po0 fs40 cl2 l1221 t2381\" id=\"a9182\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1222 t2382\" id=\"a9188\">(59.490) </div><div class=\"po0 fs38 cl2 l1227 t2382\" id=\"a9190\">(1.253) </div><div class=\"po0 fs38 cl2 l1224 t2382\" id=\"a9192\">(3.625) </div><div class=\"po0 fs38 cl2 l1225 t2382\" id=\"a9194\">1.255<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1226 t2382\" id=\"a9196\">(63.113) </div><div class=\"po0 fs14 cl4 l51 t2383\" id=\"a9198\">.</div><div class=\"po0 fs14 cl4 l341 t2384\" id=\"a9200\">.</div></div></div></div><div class=\"po1 w562 z0\" id=\"TextContainer2298\"></div><div class=\"po0 l463 t2385 f0\" id=\"div_2292_XBRL_TS_c619d826f1bb4b70a8c2c9121423ce75\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2296\"><div class=\"po0 l342 t756 f0\" id=\"div_2293_XBRL_TS_54cbc15c0d0641159fa21153d767b7ea\"><div 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w484\">\u00a0</div>es aplicado<div class=\"d0 w164\">\u00a0</div>sobre el<div class=\"d0 w404\">\u00a0</div>importe de<div class=\"d0 w420\">\u00a0</div>la venta<div class=\"d0 w248\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t765\" id=\"a9211\">tipo de cliente. La correcci\u00f3n<div class=\"d0 w375\">\u00a0</div>de valor por p\u00e9rdidas esperadas<div class=\"d0 w556\">\u00a0</div>m\u00e1s significativa est\u00e1 asociada<div class=\"d0 w354\">\u00a0</div>al </div></div></div></div></div></div></div><div class=\"po1 w502 h183 lh0\" id=\"TextBlockContainer2329\"><div class=\"po0 l342 t756 f0\" id=\"div_2310_XBRL_TS_2be4dbf04cdc4f119b5385529077a4e3_1\"><div class=\"po1 w502 h183 lh0\" id=\"TextBlockContainer2327\"><div class=\"po0 l342 t756 f0\" id=\"div_2311_XBRL_TS_54317b07ed184619a089ce932dec98a7_2\"><div class=\"po1 w502 h183 lh0\" id=\"TextBlockContainer2325\"><div class=\"po0 l342 t756 f0\" id=\"div_2312_XBRL_TS_77eb2d7b1af3443d9be3fd3e7775da9b_2\"><div class=\"po1 w502 h183 lh0\" id=\"TextBlockContainer2322\"><div class=\"w89 po0 h12 l1228 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1228 t2387 bgc0\">\u00a0</div>\n<div class=\"w910 po0 h12 l1229 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1230 t2387 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2315\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9225\">ep\u00edgrafe de </div><div class=\"po0 fs26 cl2 l1239 t814\" id=\"a9226\">\u201cClientes por ventas y<div class=\"d0 w406\">\u00a0</div>prestaci\u00f3n de servicios\u201d,</div><div class=\"po0 fs14 cl2 l1240 t756\" id=\"a9228\"><div class=\"d0 w352\">\u00a0</div>cuyo importe a 31 de<div class=\"d0 w515\">\u00a0</div>diciembre de 2024 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a9234\">asciende a 45.048 miles de euros (48.022 miles de euros a 31 de diciembre de<div class=\"d0 w85\">\u00a0</div>2023).</div></div></div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer2322\"><div class=\"po0 fs14 cl2 l362 t817\" id=\"a9244\">La partida m\u00e1s<div class=\"d0 w111\">\u00a0</div>significativa del ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l1241 t2397\" id=\"a9245\">Deudores comerciales y<div class=\"d0 w395\">\u00a0</div>otras cuentas a<div class=\"d0 w22\">\u00a0</div>cobrar</div><div class=\"po0 fs14 cl2 l1242 t817\" id=\"a9246\">\u201d es<div class=\"d0 w34\">\u00a0</div>la de </div><div class=\"po0 fs14 cl2 l362 t818\" id=\"a9247\">\u201c</div><div class=\"po0 fs26 cl2 l1243 t2398\" id=\"a9248\">Clientes por ventas y prestaci\u00f3n<div class=\"d0 w50\">\u00a0</div>de servicios</div><div class=\"po0 fs14 cl2 l1244 t818\" id=\"a9249\">\u201d cuyo importe a<div class=\"d0 w47\">\u00a0</div>31 de diciembre de 2024, neto<div class=\"d0 w171\">\u00a0</div>de la </div><div class=\"po0 fs14 cl2 l362 t819\" id=\"a9251\">citada correcci\u00f3n<div class=\"d0 w223\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>valor,<div class=\"d0 w137\">\u00a0</div>asciende a<div class=\"d0 w175\">\u00a0</div>244.630 miles<div class=\"d0 w476\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>(252.005 miles<div class=\"d0 w421\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros a<div class=\"d0 w238\">\u00a0</div>31 de </div><div class=\"po0 fs14 cl2 l362 t820\" id=\"a9259\">diciembre de 2023). El detalle de la antig\u00fcedad de este saldo es el<div class=\"d0 w341\">\u00a0</div>siguiente: </div><div class=\"po0 fs38 cl2 l1245 t2399\" id=\"a9263\">Miles de euros </div><div class=\"po0 fs38 cl2 l777 t2400\" id=\"a9265\">Saldo al </div><div class=\"po0 fs38 cl2 l1246 t2401\" id=\"a9266\">31.12.2024 </div><div class=\"po0 fs38 cl2 l578 t2400\" id=\"a9268\">Saldo al </div><div class=\"po0 fs38 cl2 l588 t2401\" id=\"a9269\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1247 t2402\" id=\"a9271\">0-3 meses </div><div class=\"po0 fs38 cl2 l925 t2402\" id=\"a9275\">231.263 </div><div class=\"po0 fs38 cl2 l419 t2402\" id=\"a9277\">217.969 </div><div class=\"po0 fs38 cl2 l1247 t2403\" id=\"a9279\">3-6 meses </div><div class=\"po0 fs38 cl2 l644 t2403\" id=\"a9283\">6.841 </div><div class=\"po0 fs38 cl2 l944 t2403\" id=\"a9285\">16.428 </div><div class=\"po0 fs38 cl2 l1247 t2404\" id=\"a9287\">6 meses- 1 a\u00f1o </div><div class=\"po0 fs38 cl2 l644 t2404\" id=\"a9292\">6.063 </div><div class=\"po0 fs38 cl2 l944 t2404\" id=\"a9294\">14.513 </div><div class=\"po0 fs38 cl2 l1247 t1521\" id=\"a9296\">1 a\u00f1o- 3 a\u00f1os </div><div class=\"po0 fs38 cl2 l1248 t1521\" id=\"a9302\">463 </div><div class=\"po0 fs38 cl2 l1249 t1521\" id=\"a9304\">3.087 </div><div class=\"po0 fs38 cl2 l1247 t2405\" id=\"a9306\">Superior a 3 a\u00f1os </div><div class=\"po0 fs38 cl2 l1250 t2405\" id=\"a9308\">0 </div><div class=\"po0 fs38 cl2 l785 t2405\" id=\"a9310\">8 </div><div class=\"po0 fs39 cl2 l1247 t2406\" id=\"a9312\">Total </div><div class=\"po0 fs39 cl2 l925 t2406\" id=\"a9314\">244.630 </div><div class=\"po0 fs39 cl2 l419 t2406\" id=\"a9316\">252.005 </div></div><div class=\"po0 l342 t435 f0\" id=\"div_2319_XBRL_TS_f291ba2f79e04283a3ee99657d7e056b\"><div class=\"po1 w502 h99 lh0\" id=\"TextBlockContainer2320\"><div class=\"po1 w502 z0\" id=\"TextContainer2320\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9320\">Adicionalmente, el ep\u00edgrafe<div class=\"d0 w557\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1001 t814\" id=\"a9321\">Deudores comerciales y<div class=\"d0 w556\">\u00a0</div>otras cuentas a<div class=\"d0 w515\">\u00a0</div>cobrar-<div class=\"d0 w919\">\u00a0</div>Otros deudores</div><div class=\"po0 fs14 cl2 l1251 t756\" id=\"a9325\">\u201d incluye </div><div class=\"po0 fs14 cl2 l340 t2214\" id=\"a9326\">a<div class=\"d0 w63\">\u00a0</div>31 de<div class=\"d0 w391\">\u00a0</div>diciembre de<div class=\"d0 w486\">\u00a0</div>2024 un<div class=\"d0 w248\">\u00a0</div>importe de<div class=\"d0 w420\">\u00a0</div>11.717 miles<div class=\"d0 w247\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>(9.790 miles<div class=\"d0 w421\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>a 31<div class=\"d0 w98\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a9333\">diciembre de<div class=\"d0 w294\">\u00a0</div>2023)<div class=\"d0 w264\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>ajustes por<div class=\"d0 w285\">\u00a0</div>periodificaci\u00f3n,<div class=\"d0 w38\">\u00a0</div>correspondientes a<div class=\"d0 w166\">\u00a0</div>facturas pendientes<div class=\"d0 w292\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a9334\">imputar<div class=\"d0 w48\">\u00a0</div>como gasto<div class=\"d0 w284\">\u00a0</div>en la<div class=\"d0 w517\">\u00a0</div>cuenta de<div class=\"d0 w288\">\u00a0</div>resultados consolidada<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>periodos futuros<div class=\"d0 w287\">\u00a0</div>conforme al </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a9335\">criterio de devengo.</div></div></div></div></div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfTradeAndOtherReceivablesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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h147 l1200 t2363 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h178 l1206 t2364 bgc3\">\u00a0</div>\n<div class=\"w878 po0 h147 l1202 t2363 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h178 l1207 t2364 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h147 l1192 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1192 t2365 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1193 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1195 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1195 t2365 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1196 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1197 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1197 t2365 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1198 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1199 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1199 t2365 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1200 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1201 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1201 t2365 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1202 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1194 t2363 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2365 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1194 t2365 bgc0\">\u00a0</div>\n<div class=\"po1 w562 z0\" id=\"TextContainer2290\"><div class=\"po0 fs25 cl2 l1208 t756\" id=\"a9108\">Deudores comerciales y otras cuentas a cobrar </div><div class=\"po0 fs14 cl4 l367 t2366\" id=\"a9110\">. </div><div class=\"po0 fs14 cl2 l367 t2367\" id=\"a9112\">El movimiento habido en el ep\u00edgrafe de </div><div class=\"po0 fs26 cl2 l1209 t2368\" id=\"a9113\">\u201cCorrecciones valorativas de activo\u201d</div><div class=\"po0 fs14 cl2 l1210 t2367\" id=\"a9116\"><div class=\"d0 w613\">\u00a0</div>en los ejercicios 2024 </div><div class=\"po0 fs14 cl2 l367 t2369\" id=\"a9118\">y 2023 ha sido el siguiente: </div><div class=\"po0 fs38 cl2 l1211 t2370\" id=\"a9123\">Miles de euros </div><div class=\"po0 fs38 cl2 l1212 t2371\" id=\"a9125\">Saldo al </div><div class=\"po0 fs38 cl2 l1213 t2372\" id=\"a9127\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1214 t2371\" id=\"a9129\">Ajuste</div><div class=\"po0 fs38 cl2 l1215 t2372\" id=\"a9131\">conversi\u00f3n</div><div class=\"po0 fs38 cl2 l1216 t2371\" id=\"a9133\">Dotaciones</div><div class=\"po0 fs38 cl2 l1217 t2372\" id=\"a9135\">/Excesos</div><div class=\"po0 fs38 cl2 l1218 t2373\" id=\"a9137\">Aplicaciones </div><div class=\"po0 fs38 cl2 l1219 t2371\" id=\"a9139\">Saldo al </div><div class=\"po0 fs38 cl2 l1220 t2372\" id=\"a9141\">31.12.2024 </div><div class=\"po0 fs40 cl2 l1221 t2374\" id=\"a9143\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1222 t2375\" id=\"a9149\">(63.113) </div><div class=\"po0 fs38 cl2 l1223 t2375\" id=\"a9151\">2.373<div class=\"d0 w909\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1224 t2375\" id=\"a9153\">(2.557) </div><div class=\"po0 fs38 cl2 l1225 t2375\" id=\"a9155\">2.788<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1226 t2375\" id=\"a9157\">(60.509) </div><div class=\"po0 fs37 cl4 l51 t2376\" id=\"a9160\">.</div><div class=\"po0 fs38 cl2 l1211 t2377\" id=\"a9162\">Miles de euros </div><div class=\"po0 fs38 cl2 l1212 t2378\" id=\"a9164\">Saldo al </div><div class=\"po0 fs38 cl2 l1213 t2379\" id=\"a9166\">31.12.2022 </div><div class=\"po0 fs38 cl2 l1214 t2378\" id=\"a9168\">Ajuste</div><div class=\"po0 fs38 cl2 l1215 t2379\" id=\"a9170\">conversi\u00f3n</div><div class=\"po0 fs38 cl2 l1216 t2378\" id=\"a9172\">Dotaciones</div><div class=\"po0 fs38 cl2 l1217 t2379\" id=\"a9174\">/Excesos</div><div class=\"po0 fs38 cl2 l1218 t2380\" id=\"a9176\">Aplicaciones </div><div class=\"po0 fs38 cl2 l1219 t2378\" id=\"a9178\">Saldo al </div><div class=\"po0 fs38 cl2 l1220 t2379\" id=\"a9180\">31.12.2023 </div><div class=\"po0 fs40 cl2 l1221 t2381\" id=\"a9182\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1222 t2382\" id=\"a9188\">(59.490) </div><div class=\"po0 fs38 cl2 l1227 t2382\" id=\"a9190\">(1.253) </div><div class=\"po0 fs38 cl2 l1224 t2382\" id=\"a9192\">(3.625) </div><div class=\"po0 fs38 cl2 l1225 t2382\" id=\"a9194\">1.255<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1226 t2382\" id=\"a9196\">(63.113) </div><div class=\"po0 fs14 cl4 l51 t2383\" id=\"a9198\">.</div><div class=\"po0 fs14 cl4 l341 t2384\" id=\"a9200\">.</div></div></div><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2296\"><div class=\"po0 l342 t756 f0\" id=\"div_2293_XBRL_TS_54cbc15c0d0641159fa21153d767b7ea\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2294\"><div class=\"po1 w198 z0\" id=\"TextContainer2294\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9202\">El impacto de la<div class=\"d0 w19\">\u00a0</div>NIIF 9 supone<div class=\"d0 w18\">\u00a0</div>registrar una correcci\u00f3n de valor por p\u00e9rdidas<div class=\"d0 w234\">\u00a0</div>esperadas en el </div><div class=\"po0 fs14 cl2 l340 t1087\" id=\"a9206\">momento de<div class=\"d0 w620\">\u00a0</div>reconocimiento del<div class=\"d0 w758\">\u00a0</div>ingreso, para<div class=\"d0 w758\">\u00a0</div>lo cual<div class=\"d0 w756\">\u00a0</div>se ha<div class=\"d0 w266\">\u00a0</div>determinado una<div class=\"d0 w326\">\u00a0</div>ratio de<div class=\"d0 w753\">\u00a0</div>morosidad </div><div class=\"po0 fs14 cl2 l340 t764\" id=\"a9210\">hist\u00f3rico por<div class=\"d0 w232\">\u00a0</div>negocio y<div class=\"d0 w98\">\u00a0</div>tipolog\u00eda de<div class=\"d0 w238\">\u00a0</div>cliente, que<div class=\"d0 w484\">\u00a0</div>es aplicado<div class=\"d0 w164\">\u00a0</div>sobre el<div class=\"d0 w404\">\u00a0</div>importe de<div class=\"d0 w420\">\u00a0</div>la venta<div class=\"d0 w248\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t765\" id=\"a9211\">tipo de cliente. La correcci\u00f3n<div class=\"d0 w375\">\u00a0</div>de valor por p\u00e9rdidas esperadas<div class=\"d0 w556\">\u00a0</div>m\u00e1s significativa est\u00e1 asociada<div class=\"d0 w354\">\u00a0</div>al </div></div></div></div></div><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer2315\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2315\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9225\">ep\u00edgrafe de </div><div class=\"po0 fs26 cl2 l1239 t814\" id=\"a9226\">\u201cClientes por ventas y<div class=\"d0 w406\">\u00a0</div>prestaci\u00f3n de servicios\u201d,</div><div class=\"po0 fs14 cl2 l1240 t756\" id=\"a9228\"><div class=\"d0 w352\">\u00a0</div>cuyo importe a 31 de<div class=\"d0 w515\">\u00a0</div>diciembre de 2024 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a9234\">asciende a 45.048 miles de euros (48.022 miles de euros a 31 de diciembre de<div class=\"d0 w85\">\u00a0</div>2023).</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfAllowanceForCreditLossesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
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La correcci\u00f3n<div class=\"d0 w375\">\u00a0</div>de valor por p\u00e9rdidas esperadas<div class=\"d0 w556\">\u00a0</div>m\u00e1s significativa est\u00e1 asociada<div class=\"d0 w354\">\u00a0</div>al </div></div></div><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer2317\"><div class=\"po0 l342 t756 f0\" id=\"div_2314_XBRL_TS_c619d826f1bb4b70a8c2c9121423ce75_1\"><div class=\"po1 w198 h114 lh0\" id=\"TextBlockContainer2315\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2315\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9225\">ep\u00edgrafe de </div><div class=\"po0 fs26 cl2 l1239 t814\" id=\"a9226\">\u201cClientes por ventas y<div class=\"d0 w406\">\u00a0</div>prestaci\u00f3n de servicios\u201d,</div><div class=\"po0 fs14 cl2 l1240 t756\" id=\"a9228\"><div class=\"d0 w352\">\u00a0</div>cuyo importe a 31 de<div class=\"d0 w515\">\u00a0</div>diciembre de 2024 </div><div class=\"po0 fs14 cl2 l341 t1088\" id=\"a9234\">asciende a 45.048 miles de euros (48.022 miles de euros a 31 de diciembre de<div class=\"d0 w85\">\u00a0</div>2023).</div></div></div></div></div><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2652\"><div class=\"po1 w198 z0\" id=\"TextContainer2652\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13456\">Riesgo de cr\u00e9dito<div class=\"d0 w990\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a13459\">En relaci\u00f3n al riesgo de cr\u00e9dito comercial,<div class=\"d0 w140\">\u00a0</div>el Grupo eval\u00faa la antig\u00fcedad de<div class=\"d0 w268\">\u00a0</div>los saldos a cobrar </div><div class=\"po0 fs14 cl2 l340 t1302\" id=\"a13460\">(</div><div class=\"po0 fs26 cl2 l1955 t1009\" id=\"a13461\">v\u00e9ase nota</div><div class=\"po0 fs26 cl2 l1965 t1009\" id=\"a13463\">9 b)</div><div class=\"po0 fs14 cl2 l1966 t1302\" id=\"a13464\"><div class=\"d0 w352\">\u00a0</div>y realiza un seguimiento constante<div class=\"d0 w478\">\u00a0</div>de la gesti\u00f3n de los cobros<div class=\"d0 w141\">\u00a0</div>y pagos asociados </div><div class=\"po0 fs14 cl2 l340 t3327\" id=\"a13466\">a<div class=\"d0 w293\">\u00a0</div>todas<div class=\"d0 w369\">\u00a0</div>sus<div class=\"d0 w369\">\u00a0</div>actividades,<div class=\"d0 w231\">\u00a0</div>as\u00ed<div class=\"d0 w245\">\u00a0</div>como<div class=\"d0 w56\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>vencimientos<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>deuda<div class=\"d0 w228\">\u00a0</div>financiera<div class=\"d0 w56\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>comercial<div class=\"d0 w129\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t3328\" id=\"a13467\">analiza<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>manera recurrente<div class=\"d0 w249\">\u00a0</div>otras<div class=\"d0 w57\">\u00a0</div>v\u00edas de<div class=\"d0 w477\">\u00a0</div>financiaci\u00f3n con<div class=\"d0 w3\">\u00a0</div>objeto de<div class=\"d0 w335\">\u00a0</div>cubrir<div class=\"d0 w95\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>necesidades </div><div class=\"po0 fs14 cl2 l341 t1312\" id=\"a13469\">previstas de tesorer\u00eda tanto a corto como a medio<div class=\"d0 w406\">\u00a0</div>y largo plazo.</div></div></div>",
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   "value": "<div class=\"po1 w502 h99 lh0\" id=\"TextBlockContainer2320\"><div class=\"po1 w502 z0\" id=\"TextContainer2320\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9320\">Adicionalmente, el ep\u00edgrafe<div class=\"d0 w557\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1001 t814\" id=\"a9321\">Deudores comerciales y<div class=\"d0 w556\">\u00a0</div>otras cuentas a<div class=\"d0 w515\">\u00a0</div>cobrar-<div class=\"d0 w919\">\u00a0</div>Otros deudores</div><div class=\"po0 fs14 cl2 l1251 t756\" id=\"a9325\">\u201d incluye </div><div class=\"po0 fs14 cl2 l340 t2214\" id=\"a9326\">a<div class=\"d0 w63\">\u00a0</div>31 de<div class=\"d0 w391\">\u00a0</div>diciembre de<div class=\"d0 w486\">\u00a0</div>2024 un<div class=\"d0 w248\">\u00a0</div>importe de<div class=\"d0 w420\">\u00a0</div>11.717 miles<div class=\"d0 w247\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>(9.790 miles<div class=\"d0 w421\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>a 31<div class=\"d0 w98\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a9333\">diciembre de<div class=\"d0 w294\">\u00a0</div>2023)<div class=\"d0 w264\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>ajustes por<div class=\"d0 w285\">\u00a0</div>periodificaci\u00f3n,<div class=\"d0 w38\">\u00a0</div>correspondientes a<div class=\"d0 w166\">\u00a0</div>facturas pendientes<div class=\"d0 w292\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a9334\">imputar<div class=\"d0 w48\">\u00a0</div>como gasto<div class=\"d0 w284\">\u00a0</div>en la<div class=\"d0 w517\">\u00a0</div>cuenta de<div class=\"d0 w288\">\u00a0</div>resultados consolidada<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>periodos futuros<div class=\"d0 w287\">\u00a0</div>conforme al </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a9335\">criterio de devengo.</div></div></div>",
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   "value": "<div class=\"po1 w755 h185 lh0\" id=\"TextBlockContainer2340\"><div class=\"po0 l342 t756 f0\" id=\"div_2333_XBRL_TS_ab6693ce185d43f4a2d1960f251f9d47\"><div class=\"po1 w755 h185 lh0\" id=\"TextBlockContainer2337\"><div class=\"po1 w755 z0\" id=\"TextContainer2337\"><div class=\"po0 fs25 cl2 l507 t756\" id=\"a9340\">Efectivo y otros medios l\u00edquidos equivalentes </div><div class=\"po0 fs14 cl2 l1252 t2408\" id=\"a9343\">El<div class=\"d0 w278\">\u00a0</div>saldo<div class=\"d0 w586\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w276\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1253 t2409\" id=\"a9344\">Efectivo<div class=\"d0 w468\">\u00a0</div>y<div class=\"d0 w276\">\u00a0</div>otros<div class=\"d0 w285\">\u00a0</div>medios<div class=\"d0 w494\">\u00a0</div>l\u00edquidos<div class=\"d0 w336\">\u00a0</div>equivalentes</div><div class=\"po0 fs14 cl2 l1254 t2408\" id=\"a9345\">\u201d<div class=\"d0 w276\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>balance<div class=\"d0 w437\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>situaci\u00f3n </div><div class=\"po0 fs14 cl2 l1252 t769\" id=\"a9346\">consolidado adjunto a 31<div class=\"d0 w479\">\u00a0</div>de diciembre de<div class=\"d0 w125\">\u00a0</div>2024 asciende a 156.008<div class=\"d0 w556\">\u00a0</div>miles de euros (176.610<div class=\"d0 w614\">\u00a0</div>miles </div><div class=\"po0 fs14 cl2 l1252 t770\" id=\"a9353\">de euros<div class=\"d0 w20\">\u00a0</div>a 31 de<div class=\"d0 w30\">\u00a0</div>diciembre de 2023).<div class=\"d0 w129\">\u00a0</div>Este importe incluye, aproximadamente,<div class=\"d0 w49\">\u00a0</div>85.975 miles de </div><div class=\"po0 fs14 cl2 l1252 t771\" id=\"a9354\">euros pertenecientes a las<div class=\"d0 w406\">\u00a0</div>sociedades de los segmentos<div class=\"d0 w341\">\u00a0</div>de Media y Educaci\u00f3n localizadas<div class=\"d0 w472\">\u00a0</div>fuera </div><div class=\"po0 fs14 cl2 l1252 t1017\" id=\"a9359\">de Espa\u00f1a (98.029 miles de euros a 31 de diciembre de 2023).<div class=\"d0 w920\">\u00a0</div></div></div><div class=\"po0 l396 t1104 f0\" id=\"div_2334_XBRL_TS_43d4fa538a3b46f389a8c25ef5303b2d\"><div class=\"po1 w502 h184 lh0\" id=\"TextBlockContainer2335\"><div class=\"po1 w502 z0\" id=\"TextContainer2335\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9364\">Asimismo, el<div class=\"d0 w47\">\u00a0</div>efectivo a 31<div class=\"d0 w7\">\u00a0</div>de diciembre de<div class=\"d0 w383\">\u00a0</div>2023 inclu\u00eda 10.000 miles<div class=\"d0 w8\">\u00a0</div>de euros<div class=\"d0 w20\">\u00a0</div>recibidos por la </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a9365\">Sociedad conforme al \u201ccontrato de escrow\u201d asociado al acuerdo de compraventa de<div class=\"d0 w49\">\u00a0</div>Vertix por </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a9366\">parte de Cofina<div class=\"d0 w331\">\u00a0</div>en 2019. Este<div class=\"d0 w446\">\u00a0</div>importe se<div class=\"d0 w113\">\u00a0</div>encontraba en<div class=\"d0 w392\">\u00a0</div>disputa con<div class=\"d0 w342\">\u00a0</div>Cofina desde que<div class=\"d0 w697\">\u00a0</div>se produjo </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a9368\">el incumplimiento del referido acuerdo de compraventa por parte de Cofina en marzo<div class=\"d0 w22\">\u00a0</div>de 2020 </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a9369\">por lo que la Sociedad no pod\u00eda disponer<div class=\"d0 w266\">\u00a0</div>de este importe hasta que se resolviera<div class=\"d0 w354\">\u00a0</div>dicha disputa, </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a9370\">y por ello<div class=\"d0 w396\">\u00a0</div>ten\u00eda registrado a 31 de<div class=\"d0 w201\">\u00a0</div>diciembre de 2023 un<div class=\"d0 w418\">\u00a0</div>pasivo en el ep\u00edgrafe de<div class=\"d0 w31\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l608 t2410\" id=\"a9372\">Otras deudas </div><div class=\"po0 fs26 cl2 l340 t406\" id=\"a9373\">no comerciales</div><div class=\"po0 fs14 cl2 l1255 t820\" id=\"a9374\">\u201d por<div class=\"d0 w396\">\u00a0</div>el mismo<div class=\"d0 w167\">\u00a0</div>importe (</div><div class=\"po0 fs26 cl2 l1256 t406\" id=\"a9375\">v\u00e9ase nota<div class=\"d0 w418\">\u00a0</div>9 d</div><div class=\"po0 fs14 cl2 l1257 t820\" id=\"a9376\">). Este<div class=\"d0 w345\">\u00a0</div>incumplimiento conllev\u00f3 que<div class=\"d0 w293\">\u00a0</div>no se </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a9377\">materializara la referida venta de Vertix a Cofina.<div class=\"d0 w921\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t2411\" id=\"a9380\">Con<div class=\"d0 w111\">\u00a0</div>fecha 22<div class=\"d0 w463\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>febrero<div class=\"d0 w18\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2024, el<div class=\"d0 w378\">\u00a0</div>Tribunal<div class=\"d0 w33\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>Arbitraje<div class=\"d0 w236\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Portugal<div class=\"d0 w57\">\u00a0</div>(que<div class=\"d0 w39\">\u00a0</div>deb\u00eda<div class=\"d0 w333\">\u00a0</div>resolver la </div><div class=\"po0 fs14 cl2 l340 t2412\" id=\"a9382\">disputa<div class=\"d0 w419\">\u00a0</div>entre<div class=\"d0 w34\">\u00a0</div>ambas<div class=\"d0 w48\">\u00a0</div>partes)<div class=\"d0 w19\">\u00a0</div>conden\u00f3<div class=\"d0 w264\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>Cofina<div class=\"d0 w234\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>pagar<div class=\"d0 w223\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>PRISA<div class=\"d0 w366\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>importe<div class=\"d0 w228\">\u00a0</div>depositado<div class=\"d0 w63\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t2413\" id=\"a9383\">cuenta escrow (10.000 miles de euros) (m\u00e1s los intereses<div class=\"d0 w532\">\u00a0</div>devengados), obligando a la primera a </div><div class=\"po0 fs14 cl2 l340 t2414\" id=\"a9384\">tomar todas<div class=\"d0 w164\">\u00a0</div>las acciones<div class=\"d0 w34\">\u00a0</div>necesarias para<div class=\"d0 w30\">\u00a0</div>que dicha<div class=\"d0 w23\">\u00a0</div>cantidad pasara<div class=\"d0 w30\">\u00a0</div>a estar<div class=\"d0 w486\">\u00a0</div>disponible para<div class=\"d0 w33\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t2415\" id=\"a9386\">Sociedad. Con fecha 1 de<div class=\"d0 w479\">\u00a0</div>marzo de 2024 se transfiri\u00f3<div class=\"d0 w498\">\u00a0</div>el importe depositado en la cuenta<div class=\"d0 w392\">\u00a0</div>escrow </div><div class=\"po0 fs14 cl2 l340 t2416\" id=\"a9387\">a otra cuenta bancaria a nombre de<div class=\"d0 w140\">\u00a0</div>la Sociedad, estando por tanto disponible.<div class=\"d0 w634\">\u00a0</div>Esto ha supuesto </div><div class=\"po0 fs14 cl2 l340 t1453\" id=\"a9390\">un ajuste negativo por<div class=\"d0 w478\">\u00a0</div>el citado importe en<div class=\"d0 w332\">\u00a0</div>la l\u00ednea de<div class=\"d0 w561\">\u00a0</div>\u201cOtros ajustes al<div class=\"d0 w251\">\u00a0</div>resultado\u201d del estado<div class=\"d0 w325\">\u00a0</div>de </div></div></div></div></div></div></div><div class=\"po1 w681 h176 lh0\" id=\"TextBlockContainer2352\"><div class=\"po0 l342 t756 f0\" id=\"div_2346_XBRL_TS_b696e279c244474fb1c957e760a857c5_1\"><div class=\"po1 w681 h176 lh0\" id=\"TextBlockContainer2350\"><div class=\"w89 po0 h12 l1258 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1258 t2417 bgc0\">\u00a0</div>\n<div class=\"w910 po0 h12 l1259 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1260 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1260 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1258 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1260 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1258 t2419 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l1259 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1261 t2419 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1262 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1260 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1258 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1261 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1260 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1263 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1263 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1264 t2421 bgc0\">\u00a0</div>\n<div class=\"w922 po0 h12 l1265 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1258 t2421 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l1259 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1261 t2421 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1262 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1260 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1263 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1258 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1261 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1260 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1263 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1258 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1261 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1260 t2422 bgc0\">\u00a0</div>\n<div class=\"w914 po0 h41 l1264 t1617 bgc3\">\u00a0</div>\n<div class=\"w923 po0 h33 l1266 t1758 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w374 z0\" id=\"TextContainer2348\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9402\">flujos de efectivo consolidado del ejercicio 2024 para<div class=\"d0 w57\">\u00a0</div>ajustar el ingreso reconocido en la cuenta </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a9403\">de resultados consolidada (</div><div class=\"po0 fs26 cl2 l1270 t815\" id=\"a9406\">v\u00e9anse notas 13 y 15</div><div class=\"po0 fs14 cl2 l1271 t1088\" id=\"a9407\">).</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2350\"><div class=\"po0 fs14 cl2 l451 t817\" id=\"a9411\">El desglose del efectivo y otros medios l\u00edquidos equivalentes es el siguiente: </div><div class=\"po0 fs38 cl2 l1272 t2425\" id=\"a9415\">Miles de euros </div><div class=\"po0 fs38 cl2 l1273 t2426\" id=\"a9417\">Saldo al </div><div class=\"po0 fs38 cl2 l652 t2427\" id=\"a9418\">31.12.2024 </div><div class=\"po0 fs38 cl2 l789 t2426\" id=\"a9420\">Saldo al </div><div class=\"po0 fs38 cl2 l646 t2427\" id=\"a9421\">31.12.2023 </div><div class=\"po0 fs18 cl2 l1274 t2428\" id=\"a9423\">Efectivo </div><div class=\"po0 fs38 cl2 l1275 t2429\" id=\"a9425\">76.274 </div><div class=\"po0 fs38 cl2 l1276 t2429\" id=\"a9427\">76.552 </div><div class=\"po0 fs18 cl2 l1274 t2430\" id=\"a9429\">Otros medios l\u00edquidos equivalentes </div><div class=\"po0 fs38 cl2 l1275 t2431\" id=\"a9431\">79.734 </div><div class=\"po0 fs38 cl2 l1277 t2431\" id=\"a9433\">100.058 </div><div class=\"po0 fs39 cl2 l1274 t2432\" id=\"a9435\">Efectivo y otros medios l\u00edquidos equivalentes </div><div class=\"po0 fs39 cl2 l1278 t2432\" id=\"a9437\">156.008 </div><div class=\"po0 fs39 cl2 l1277 t2432\" id=\"a9439\">176.610 </div><div class=\"po0 fs14 cl2 l451 t419\" id=\"a9443\">La disminuci\u00f3n<div class=\"d0 w543\">\u00a0</div>en los<div class=\"d0 w283\">\u00a0</div>otros medios<div class=\"d0 w30\">\u00a0</div>l\u00edquidos equivalentes<div class=\"d0 w47\">\u00a0</div>se debe<div class=\"d0 w390\">\u00a0</div>a menores<div class=\"d0 w369\">\u00a0</div>colocaciones de </div><div class=\"po0 fs14 cl2 l451 t2433\" id=\"a9445\">tesorer\u00eda<div class=\"d0 w201\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>muy<div class=\"d0 w17\">\u00a0</div>corto<div class=\"d0 w22\">\u00a0</div>plazo<div class=\"d0 w38\">\u00a0</div>(plazo m\u00e1ximo<div class=\"d0 w372\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>3<div class=\"d0 w63\">\u00a0</div>meses<div class=\"d0 w518\">\u00a0</div>o<div class=\"d0 w246\">\u00a0</div>incluso<div class=\"d0 w47\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>periodos semanales)<div class=\"d0 w379\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l451 t2434\" id=\"a9449\">Santillana<div class=\"d0 w630\">\u00a0</div>en<div class=\"d0 w305\">\u00a0</div>Latinoam\u00e9rica,<div class=\"d0 w155\">\u00a0</div>como<div class=\"d0 w638\">\u00a0</div>consecuencia<div class=\"d0 w257\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>variaci\u00f3n<div class=\"d0 w628\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>caja<div class=\"d0 w925\">\u00a0</div>del<div class=\"d0 w158\">\u00a0</div>a\u00f1o.<div class=\"d0 w630\">\u00a0</div>Estas </div><div class=\"po0 fs14 cl2 l451 t2435\" id=\"a9457\">imposiciones devengan un tipo de<div class=\"d0 w341\">\u00a0</div>inter\u00e9s de mercado conforme<div class=\"d0 w341\">\u00a0</div>a las condiciones existentes en </div><div class=\"po0 fs14 cl2 l451 t2436\" id=\"a9460\">cada momento (</div><div class=\"po0 fs26 cl2 l1279 t2437\" id=\"a9461\">v\u00e9ase nota 15</div><div class=\"po0 fs14 cl2 ls11 l1280 t2438\" id=\"a9462\">).</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCashAndCashEquivalentsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_331": {
   "value": "<div class=\"po1 w502 h184 lh0\" id=\"TextBlockContainer2335\"><div class=\"po1 w502 z0\" id=\"TextContainer2335\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9364\">Asimismo, el<div class=\"d0 w47\">\u00a0</div>efectivo a 31<div class=\"d0 w7\">\u00a0</div>de diciembre de<div class=\"d0 w383\">\u00a0</div>2023 inclu\u00eda 10.000 miles<div class=\"d0 w8\">\u00a0</div>de euros<div class=\"d0 w20\">\u00a0</div>recibidos por la </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a9365\">Sociedad conforme al \u201ccontrato de escrow\u201d asociado al acuerdo de compraventa de<div class=\"d0 w49\">\u00a0</div>Vertix por </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a9366\">parte de Cofina<div class=\"d0 w331\">\u00a0</div>en 2019. Este<div class=\"d0 w446\">\u00a0</div>importe se<div class=\"d0 w113\">\u00a0</div>encontraba en<div class=\"d0 w392\">\u00a0</div>disputa con<div class=\"d0 w342\">\u00a0</div>Cofina desde que<div class=\"d0 w697\">\u00a0</div>se produjo </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a9368\">el incumplimiento del referido acuerdo de compraventa por parte de Cofina en marzo<div class=\"d0 w22\">\u00a0</div>de 2020 </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a9369\">por lo que la Sociedad no pod\u00eda disponer<div class=\"d0 w266\">\u00a0</div>de este importe hasta que se resolviera<div class=\"d0 w354\">\u00a0</div>dicha disputa, </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a9370\">y por ello<div class=\"d0 w396\">\u00a0</div>ten\u00eda registrado a 31 de<div class=\"d0 w201\">\u00a0</div>diciembre de 2023 un<div class=\"d0 w418\">\u00a0</div>pasivo en el ep\u00edgrafe de<div class=\"d0 w31\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l608 t2410\" id=\"a9372\">Otras deudas </div><div class=\"po0 fs26 cl2 l340 t406\" id=\"a9373\">no comerciales</div><div class=\"po0 fs14 cl2 l1255 t820\" id=\"a9374\">\u201d por<div class=\"d0 w396\">\u00a0</div>el mismo<div class=\"d0 w167\">\u00a0</div>importe (</div><div class=\"po0 fs26 cl2 l1256 t406\" id=\"a9375\">v\u00e9ase nota<div class=\"d0 w418\">\u00a0</div>9 d</div><div class=\"po0 fs14 cl2 l1257 t820\" id=\"a9376\">). Este<div class=\"d0 w345\">\u00a0</div>incumplimiento conllev\u00f3 que<div class=\"d0 w293\">\u00a0</div>no se </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a9377\">materializara la referida venta de Vertix a Cofina.<div class=\"d0 w921\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t2411\" id=\"a9380\">Con<div class=\"d0 w111\">\u00a0</div>fecha 22<div class=\"d0 w463\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>febrero<div class=\"d0 w18\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2024, el<div class=\"d0 w378\">\u00a0</div>Tribunal<div class=\"d0 w33\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>Arbitraje<div class=\"d0 w236\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Portugal<div class=\"d0 w57\">\u00a0</div>(que<div class=\"d0 w39\">\u00a0</div>deb\u00eda<div class=\"d0 w333\">\u00a0</div>resolver la </div><div class=\"po0 fs14 cl2 l340 t2412\" id=\"a9382\">disputa<div class=\"d0 w419\">\u00a0</div>entre<div class=\"d0 w34\">\u00a0</div>ambas<div class=\"d0 w48\">\u00a0</div>partes)<div class=\"d0 w19\">\u00a0</div>conden\u00f3<div class=\"d0 w264\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>Cofina<div class=\"d0 w234\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>pagar<div class=\"d0 w223\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>PRISA<div class=\"d0 w366\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>importe<div class=\"d0 w228\">\u00a0</div>depositado<div class=\"d0 w63\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t2413\" id=\"a9383\">cuenta escrow (10.000 miles de euros) (m\u00e1s los intereses<div class=\"d0 w532\">\u00a0</div>devengados), obligando a la primera a </div><div class=\"po0 fs14 cl2 l340 t2414\" id=\"a9384\">tomar todas<div class=\"d0 w164\">\u00a0</div>las acciones<div class=\"d0 w34\">\u00a0</div>necesarias para<div class=\"d0 w30\">\u00a0</div>que dicha<div class=\"d0 w23\">\u00a0</div>cantidad pasara<div class=\"d0 w30\">\u00a0</div>a estar<div class=\"d0 w486\">\u00a0</div>disponible para<div class=\"d0 w33\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t2415\" id=\"a9386\">Sociedad. Con fecha 1 de<div class=\"d0 w479\">\u00a0</div>marzo de 2024 se transfiri\u00f3<div class=\"d0 w498\">\u00a0</div>el importe depositado en la cuenta<div class=\"d0 w392\">\u00a0</div>escrow </div><div class=\"po0 fs14 cl2 l340 t2416\" id=\"a9387\">a otra cuenta bancaria a nombre de<div class=\"d0 w140\">\u00a0</div>la Sociedad, estando por tanto disponible.<div class=\"d0 w634\">\u00a0</div>Esto ha supuesto </div><div class=\"po0 fs14 cl2 l340 t1453\" id=\"a9390\">un ajuste negativo por<div class=\"d0 w478\">\u00a0</div>el citado importe en<div class=\"d0 w332\">\u00a0</div>la l\u00ednea de<div class=\"d0 w561\">\u00a0</div>\u201cOtros ajustes al<div class=\"d0 w251\">\u00a0</div>resultado\u201d del estado<div class=\"d0 w325\">\u00a0</div>de </div></div></div><div class=\"po1 w374 h79 lh0\" id=\"TextBlockContainer2348\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w374 z0\" id=\"TextContainer2348\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9402\">flujos de efectivo consolidado del ejercicio 2024 para<div class=\"d0 w57\">\u00a0</div>ajustar el ingreso reconocido en la cuenta </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a9403\">de resultados consolidada (</div><div class=\"po0 fs26 cl2 l1270 t815\" id=\"a9406\">v\u00e9anse notas 13 y 15</div><div class=\"po0 fs14 cl2 l1271 t1088\" id=\"a9407\">).</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfRestrictedCashAndCashEquivalentsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_332": {
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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1292 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l884 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1295 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1289 t2360 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h141 l1288 t2450 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h175 l1297 t2451 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h141 l1291 t2450 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h175 l136 t2451 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h141 l1293 t2450 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h175 l1298 t2451 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h141 l1294 t2450 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l1299 t2451 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h141 l1296 t2450 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h175 l1300 t2451 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h141 l1287 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1287 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1287 t2452 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1288 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1290 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1290 t2452 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1291 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1292 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1292 t2452 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1293 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l884 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l884 t2452 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1294 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1295 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1295 t2452 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1296 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1289 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1289 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1289 t2452 bgc0\">\u00a0</div>\n<div class=\"po1 w374 z0\" id=\"TextContainer2369\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a9498\">Otros pasivos corrientes </div><div class=\"po0 fs14 cl2 l345 t1048\" id=\"a9502\">El<div class=\"d0 w339\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w291\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1301 t2453\" id=\"a9503\">Otros<div class=\"d0 w166\">\u00a0</div>pasivos<div class=\"d0 w222\">\u00a0</div>corrientes</div><div class=\"po0 fs14 cl2 l1302 t1048\" id=\"a9505\">\u201d<div class=\"d0 w276\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>balance<div class=\"d0 w500\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>situaci\u00f3n<div class=\"d0 w501\">\u00a0</div>consolidado<div class=\"d0 w119\">\u00a0</div>adjunto<div class=\"d0 w226\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>31<div class=\"d0 w291\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1215\" id=\"a9506\">diciembre de 2024 asciende a 44.052 miles de<div class=\"d0 w402\">\u00a0</div>euros (46.888 miles de euros a 31 de diciembre<div class=\"d0 w558\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1171\" id=\"a9514\">2023)<div class=\"d0 w554\">\u00a0</div>e<div class=\"d0 w205\">\u00a0</div>incluye<div class=\"d0 w554\">\u00a0</div>los<div class=\"d0 w210\">\u00a0</div>ajustes<div class=\"d0 w467\">\u00a0</div>por<div class=\"d0 w262\">\u00a0</div>periodificaci\u00f3n<div class=\"d0 w370\">\u00a0</div>generados<div class=\"d0 w554\">\u00a0</div>por<div class=\"d0 w262\">\u00a0</div>obligaciones<div class=\"d0 w536\">\u00a0</div>pendientes<div class=\"d0 w204\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1467\" id=\"a9515\">satisfacer, tanto en el segmento de Educaci\u00f3n como en el segmento de<div class=\"d0 w85\">\u00a0</div>Media. </div><div class=\"po0 fs14 cl2 l345 t925\" id=\"a9523\">El movimiento de los ajustes por periodificaci\u00f3n<div class=\"d0 w140\">\u00a0</div>del ejercicio 2024 ha sido el siguiente: </div><div class=\"po0 fs38 cl2 l1303 t2454\" id=\"a9526\">Miles de euros </div><div class=\"po0 fs38 cl2 l1304 t2455\" id=\"a9528\">Saldo al </div><div class=\"po0 fs38 cl2 l1304 t2456\" id=\"a9530\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1305 t2455\" id=\"a9532\">Ajuste por </div><div class=\"po0 fs38 cl2 l1305 t2456\" id=\"a9533\">Conversi\u00f3n </div><div class=\"po0 fs38 cl2 l1306 t2455\" id=\"a9535\">Adiciones</div><div class=\"po0 fs38 cl2 l1306 t2456\" id=\"a9537\">/Bajas</div><div class=\"po0 fs38 cl2 l1307 t2457\" id=\"a9539\">Aplicaci\u00f3n </div><div class=\"po0 fs38 cl2 ls9 l1307 t2458\" id=\"a9540\">a </div><div class=\"po0 fs38 cl2 l1307 t2459\" id=\"a9541\">resultados </div><div class=\"po0 fs38 cl2 l1308 t2455\" id=\"a9543\">Saldo al </div><div class=\"po0 fs38 cl2 l1308 t2456\" id=\"a9545\">31.12.2024 </div><div class=\"po0 fs40 cl2 l1309 t2460\" id=\"a9547\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1310 t2461\" id=\"a9553\">46.888 </div><div class=\"po0 fs38 cl2 l1311 t2461\" id=\"a9555\">(3.563) </div><div class=\"po0 fs38 cl2 l1312 t2461\" id=\"a9557\">73.504 </div><div class=\"po0 fs38 cl2 l1313 t2461\" id=\"a9559\">(72.777) </div><div class=\"po0 fs38 cl2 l1314 t2461\" id=\"a9561\">44.052 </div><div class=\"po0 fs14 cl2 l345 t2462\" id=\"a9565\">A 31<div class=\"d0 w232\">\u00a0</div>de diciembre<div class=\"d0 w201\">\u00a0</div>de 2024<div class=\"d0 w283\">\u00a0</div>las obligaciones<div class=\"d0 w368\">\u00a0</div>de ejecuci\u00f3n<div class=\"d0 w47\">\u00a0</div>pendientes de<div class=\"d0 w296\">\u00a0</div>satisfacer ascienden<div class=\"d0 w383\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l345 t2463\" id=\"a9568\">44.052<div class=\"d0 w398\">\u00a0</div>miles<div class=\"d0 w440\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>euros,<div class=\"d0 w437\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>principalmente<div class=\"d0 w633\">\u00a0</div>ser\u00e1n<div class=\"d0 w506\">\u00a0</div>satisfechas<div class=\"d0 w720\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>traspasadas<div class=\"d0 w25\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>cuenta<div class=\"d0 w719\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t2464\" id=\"a9570\">resultados<div class=\"d0 w269\">\u00a0</div>consolidada<div class=\"d0 w388\">\u00a0</div>durante<div class=\"d0 w448\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>2025<div class=\"d0 w276\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>corresponden,<div class=\"d0 w5\">\u00a0</div>principalmente,<div class=\"d0 w340\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>cobros </div><div class=\"po0 fs14 cl2 l345 t2465\" id=\"a9571\">registrados o facturas<div class=\"d0 w515\">\u00a0</div>emitidas en 2024<div class=\"d0 w515\">\u00a0</div>cuyo ingreso<div class=\"d0 w561\">\u00a0</div>se devengar\u00e1,<div class=\"d0 w926\">\u00a0</div>en su mayor\u00eda,<div class=\"d0 w532\">\u00a0</div>a lo largo<div class=\"d0 w265\">\u00a0</div>del </div></div></div></div></div></div></div><div class=\"po1 w198 h191 lh0\" id=\"TextBlockContainer2378\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2417 bgc0\">\u00a0</div>\n<div class=\"w927 po0 h12 l1316 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1315 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1317 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2419 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1316 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1318 t2419 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1319 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1320 t2419 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1321 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1322 t2419 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1323 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1324 t2419 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1325 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1326 t2419 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1170 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1315 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1318 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1320 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1322 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1324 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1326 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1317 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2421 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1316 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1318 t2421 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1319 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1320 t2421 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1321 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1322 t2421 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1323 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1324 t2421 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1325 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1326 t2421 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1170 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1315 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1318 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1320 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1322 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1324 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1326 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1317 t2387 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h141 l1316 t2422 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l1327 t2467 bgc3\">\u00a0</div>\n<div class=\"w878 po0 h141 l1328 t2422 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l1329 t2467 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h141 l1321 t2422 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l1330 t2467 bgc3\">\u00a0</div>\n<div class=\"w893 po0 h141 l1331 t2422 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l1332 t2467 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h141 l1325 t2422 bgc3\">\u00a0</div>\n<div class=\"w879 po0 h175 l1333 t2467 bgc3\">\u00a0</div>\n<div class=\"w893 po0 h141 l1334 t2422 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l794 t2467 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h141 l1315 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2423 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1316 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1318 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1318 t2423 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1319 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1320 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1320 t2423 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1321 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1322 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1322 t2423 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1323 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1324 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1324 t2423 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1325 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1326 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1326 t2423 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1170 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1317 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2423 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2378\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9584\">ejercicio<div class=\"d0 w438\">\u00a0</div>siguiente,<div class=\"d0 w749\">\u00a0</div>conforme<div class=\"d0 w242\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>cumplan<div class=\"d0 w213\">\u00a0</div>las<div class=\"d0 w541\">\u00a0</div>obligaciones<div class=\"d0 w207\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>desempe\u00f1o<div class=\"d0 w190\">\u00a0</div>asociadas<div class=\"d0 w194\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a9585\">contratos. </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a9588\">El movimiento de los ajustes por periodificaci\u00f3n<div class=\"d0 w140\">\u00a0</div>del ejercicio 2023 fue el siguiente: </div><div class=\"po0 fs38 cl2 l1244 t2425\" id=\"a9591\">Miles de euros </div><div class=\"po0 fs38 cl2 l1335 t2426\" id=\"a9593\">Saldo al </div><div class=\"po0 fs38 cl2 l1336 t2427\" id=\"a9595\">31.12.2022 </div><div class=\"po0 fs38 cl2 l1337 t2426\" id=\"a9597\">Correcci\u00f3n </div><div class=\"po0 fs38 cl2 l1337 t2427\" id=\"a9598\">monetaria </div><div class=\"po0 fs38 cl2 l1338 t2426\" id=\"a9600\">Ajuste por </div><div class=\"po0 fs38 cl2 l1008 t2427\" id=\"a9601\">Conversi\u00f3n </div><div class=\"po0 fs38 cl2 l950 t2426\" id=\"a9603\">Adiciones</div><div class=\"po0 fs38 cl2 l898 t2427\" id=\"a9605\">/Bajas</div><div class=\"po0 fs38 cl2 l1339 t2426\" id=\"a9607\">Aplicaci\u00f3n a </div><div class=\"po0 fs38 cl2 l1340 t2427\" id=\"a9608\">resultados </div><div class=\"po0 fs38 cl2 l1341 t2426\" id=\"a9610\">Saldo al </div><div class=\"po0 fs38 cl2 l853 t2427\" id=\"a9612\">31.12.2023 </div><div class=\"po0 fs40 cl2 l1342 t2468\" id=\"a9614\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1343 t2431\" id=\"a9621\">41.503 </div><div class=\"po0 fs38 cl2 l1344 t2431\" id=\"a9623\">1.649 </div><div class=\"po0 fs38 cl2 l659 t2431\" id=\"a9625\">1.109 </div><div class=\"po0 fs38 cl2 l1345 t2431\" id=\"a9627\">72.547 </div><div class=\"po0 fs38 cl2 l1346 t2431\" id=\"a9629\">(69.920) </div><div class=\"po0 fs38 cl2 l1347 t2431\" id=\"a9631\">46.888 </div><div class=\"po0 fs14 cl2 l340 t2469\" id=\"a9635\">A 31<div class=\"d0 w232\">\u00a0</div>de diciembre<div class=\"d0 w27\">\u00a0</div>de 2023<div class=\"d0 w389\">\u00a0</div>las obligaciones<div class=\"d0 w129\">\u00a0</div>de ejecuci\u00f3n<div class=\"d0 w47\">\u00a0</div>pendientes de<div class=\"d0 w296\">\u00a0</div>satisfacer ascend\u00edan<div class=\"d0 w286\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l340 t2276\" id=\"a9638\">46.888 miles<div class=\"d0 w539\">\u00a0</div>de euros.<div class=\"d0 w248\">\u00a0</div>La pr\u00e1ctica<div class=\"d0 w49\">\u00a0</div>totalidad han<div class=\"d0 w167\">\u00a0</div>sido satisfechas<div class=\"d0 w31\">\u00a0</div>y traspasadas<div class=\"d0 w98\">\u00a0</div>a la<div class=\"d0 w475\">\u00a0</div>cuenta de </div><div class=\"po0 fs14 cl2 l340 t2470\" id=\"a9639\">resultados<div class=\"d0 w336\">\u00a0</div>consolidada<div class=\"d0 w475\">\u00a0</div>durante<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2024<div class=\"d0 w291\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>correspond\u00edan,<div class=\"d0 w98\">\u00a0</div>principalmente,<div class=\"d0 w280\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>cobros </div><div class=\"po0 fs14 cl2 l340 t2471\" id=\"a9640\">registrados o facturas emitidas<div class=\"d0 w403\">\u00a0</div>en 2023 cuyo ingreso<div class=\"d0 w614\">\u00a0</div>se ha devengado,<div class=\"d0 w928\">\u00a0</div>en su mayor\u00eda, a<div class=\"d0 w558\">\u00a0</div>lo largo </div><div class=\"po0 fs14 cl2 l340 t2472\" id=\"a9644\">del ejercicio 2024, conforme se han ido cumpliendo las obligaciones de desempe\u00f1o asociadas a </div><div class=\"po0 fs14 cl2 l341 t2438\" id=\"a9651\">los contratos.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherLiabilitiesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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  "ID_333": {
   "value": "<div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2359\"><div class=\"po1 w198 z0\" id=\"TextContainer2359\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9470\">El ep\u00edgrafe<div class=\"d0 w228\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1282 t814\" id=\"a9471\">Otras deudas<div class=\"d0 w395\">\u00a0</div>no comerciales</div><div class=\"po0 fs14 cl2 l1283 t756\" id=\"a9472\">\u201d del<div class=\"d0 w295\">\u00a0</div>balance de situaci\u00f3n<div class=\"d0 w111\">\u00a0</div>consolidado adjunto a<div class=\"d0 w169\">\u00a0</div>31 de </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a9473\">diciembre de 2024 asciende a 35.368 miles de<div class=\"d0 w113\">\u00a0</div>euros (46.995 miles de euros a 31 de diciembre<div class=\"d0 w423\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a9474\">2023) e incluye, fundamentalmente, remuneraciones<div class=\"d0 w424\">\u00a0</div>pendientes de pago. A 31 de<div class=\"d0 w402\">\u00a0</div>diciembre de </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a9475\">2023 inclu\u00eda tambi\u00e9n<div class=\"d0 w384\">\u00a0</div>el pasivo financiero<div class=\"d0 w560\">\u00a0</div>relacionado con<div class=\"d0 w472\">\u00a0</div>la cuenta<div class=\"d0 w125\">\u00a0</div>escrow citada<div class=\"d0 w330\">\u00a0</div>en el<div class=\"d0 w140\">\u00a0</div>apartado </div><div class=\"po0 fs14 cl2 l340 t1093\" id=\"a9481\">c anterior, que<div class=\"d0 w31\">\u00a0</div>ha sido dado<div class=\"d0 w234\">\u00a0</div>de baja en<div class=\"d0 w38\">\u00a0</div>el ejercicio 2024<div class=\"d0 w246\">\u00a0</div>con abono al<div class=\"d0 w30\">\u00a0</div>ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l940 t2441\" id=\"a9483\">Otros ingresos</div><div class=\"po0 fs14 cl2 ls12 l1284 t1093\" id=\"a9484\">\u201d </div><div class=\"po0 fs14 cl2 l340 t2442\" id=\"a9485\">de la<div class=\"d0 w295\">\u00a0</div>cuenta de<div class=\"d0 w9\">\u00a0</div>resultados consolidada, como<div class=\"d0 w394\">\u00a0</div>consecuencia del laudo<div class=\"d0 w169\">\u00a0</div>dictado por<div class=\"d0 w383\">\u00a0</div>el Tribunal </div><div class=\"po0 fs14 cl2 l340 t1095\" id=\"a9488\">de Arbitraje de Portugal (</div><div class=\"po0 fs26 cl2 l1285 t2443\" id=\"a9491\">v\u00e9ase nota 13)</div><div class=\"po0 fs14 cl2 l1286 t1312\" id=\"a9493\">.</div></div></div><div class=\"po1 w374 h190 lh0\" id=\"TextBlockContainer2371\"><div class=\"po0 l342 t756 f0\" id=\"div_2368_XBRL_TS_a4c38c17b82143fcb6d8c3f6971f7187\"><div class=\"po1 w374 h190 lh0\" id=\"TextBlockContainer2369\"><div class=\"w89 po0 h12 l1287 t2446 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1287 t2446 bgc0\">\u00a0</div>\n<div class=\"w908 po0 h12 l1288 t2446 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1289 t2446 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1289 t2446 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1287 t2447 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1289 t2447 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1287 t2448 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1288 t2448 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1290 t2448 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1291 t2448 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1292 t2448 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1293 t2448 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l884 t2448 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1294 t2448 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1295 t2448 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1296 t2448 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1289 t2448 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h189 l1287 t2449 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h189 l1290 t2449 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h189 l1292 t2449 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h189 l884 t2449 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h189 l1295 t2449 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h189 l1289 t2449 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1287 t2359 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1288 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1290 t2359 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1291 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1292 t2359 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1293 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l884 t2359 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1294 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1295 t2359 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1296 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1289 t2359 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1287 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1290 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1292 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l884 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1295 t2360 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1289 t2360 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h141 l1288 t2450 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h175 l1297 t2451 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h141 l1291 t2450 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h175 l136 t2451 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h141 l1293 t2450 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h175 l1298 t2451 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h141 l1294 t2450 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l1299 t2451 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h141 l1296 t2450 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h175 l1300 t2451 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h141 l1287 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1287 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1287 t2452 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1288 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1290 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1290 t2452 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1291 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1292 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1292 t2452 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1293 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l884 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l884 t2452 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1294 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1295 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1295 t2452 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1296 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1289 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1289 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1289 t2452 bgc0\">\u00a0</div>\n<div class=\"po1 w374 z0\" id=\"TextContainer2369\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a9498\">Otros pasivos corrientes </div><div class=\"po0 fs14 cl2 l345 t1048\" id=\"a9502\">El<div class=\"d0 w339\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w291\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1301 t2453\" id=\"a9503\">Otros<div class=\"d0 w166\">\u00a0</div>pasivos<div class=\"d0 w222\">\u00a0</div>corrientes</div><div class=\"po0 fs14 cl2 l1302 t1048\" id=\"a9505\">\u201d<div class=\"d0 w276\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>balance<div class=\"d0 w500\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>situaci\u00f3n<div class=\"d0 w501\">\u00a0</div>consolidado<div class=\"d0 w119\">\u00a0</div>adjunto<div class=\"d0 w226\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>31<div class=\"d0 w291\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1215\" id=\"a9506\">diciembre de 2024 asciende a 44.052 miles de<div class=\"d0 w402\">\u00a0</div>euros (46.888 miles de euros a 31 de diciembre<div class=\"d0 w558\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1171\" id=\"a9514\">2023)<div class=\"d0 w554\">\u00a0</div>e<div class=\"d0 w205\">\u00a0</div>incluye<div class=\"d0 w554\">\u00a0</div>los<div class=\"d0 w210\">\u00a0</div>ajustes<div class=\"d0 w467\">\u00a0</div>por<div class=\"d0 w262\">\u00a0</div>periodificaci\u00f3n<div class=\"d0 w370\">\u00a0</div>generados<div class=\"d0 w554\">\u00a0</div>por<div class=\"d0 w262\">\u00a0</div>obligaciones<div class=\"d0 w536\">\u00a0</div>pendientes<div class=\"d0 w204\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1467\" id=\"a9515\">satisfacer, tanto en el segmento de Educaci\u00f3n como en el segmento de<div class=\"d0 w85\">\u00a0</div>Media. </div><div class=\"po0 fs14 cl2 l345 t925\" id=\"a9523\">El movimiento de los ajustes por periodificaci\u00f3n<div class=\"d0 w140\">\u00a0</div>del ejercicio 2024 ha sido el siguiente: </div><div class=\"po0 fs38 cl2 l1303 t2454\" id=\"a9526\">Miles de euros </div><div class=\"po0 fs38 cl2 l1304 t2455\" id=\"a9528\">Saldo al </div><div class=\"po0 fs38 cl2 l1304 t2456\" id=\"a9530\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1305 t2455\" id=\"a9532\">Ajuste por </div><div class=\"po0 fs38 cl2 l1305 t2456\" id=\"a9533\">Conversi\u00f3n </div><div class=\"po0 fs38 cl2 l1306 t2455\" id=\"a9535\">Adiciones</div><div class=\"po0 fs38 cl2 l1306 t2456\" id=\"a9537\">/Bajas</div><div class=\"po0 fs38 cl2 l1307 t2457\" id=\"a9539\">Aplicaci\u00f3n </div><div class=\"po0 fs38 cl2 ls9 l1307 t2458\" id=\"a9540\">a </div><div class=\"po0 fs38 cl2 l1307 t2459\" id=\"a9541\">resultados </div><div class=\"po0 fs38 cl2 l1308 t2455\" id=\"a9543\">Saldo al </div><div class=\"po0 fs38 cl2 l1308 t2456\" id=\"a9545\">31.12.2024 </div><div class=\"po0 fs40 cl2 l1309 t2460\" id=\"a9547\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1310 t2461\" id=\"a9553\">46.888 </div><div class=\"po0 fs38 cl2 l1311 t2461\" id=\"a9555\">(3.563) </div><div class=\"po0 fs38 cl2 l1312 t2461\" id=\"a9557\">73.504 </div><div class=\"po0 fs38 cl2 l1313 t2461\" id=\"a9559\">(72.777) </div><div class=\"po0 fs38 cl2 l1314 t2461\" id=\"a9561\">44.052 </div><div class=\"po0 fs14 cl2 l345 t2462\" id=\"a9565\">A 31<div class=\"d0 w232\">\u00a0</div>de diciembre<div class=\"d0 w201\">\u00a0</div>de 2024<div class=\"d0 w283\">\u00a0</div>las obligaciones<div class=\"d0 w368\">\u00a0</div>de ejecuci\u00f3n<div class=\"d0 w47\">\u00a0</div>pendientes de<div class=\"d0 w296\">\u00a0</div>satisfacer ascienden<div class=\"d0 w383\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l345 t2463\" id=\"a9568\">44.052<div class=\"d0 w398\">\u00a0</div>miles<div class=\"d0 w440\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>euros,<div class=\"d0 w437\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>principalmente<div class=\"d0 w633\">\u00a0</div>ser\u00e1n<div class=\"d0 w506\">\u00a0</div>satisfechas<div class=\"d0 w720\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>traspasadas<div class=\"d0 w25\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>cuenta<div class=\"d0 w719\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t2464\" id=\"a9570\">resultados<div class=\"d0 w269\">\u00a0</div>consolidada<div class=\"d0 w388\">\u00a0</div>durante<div class=\"d0 w448\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>2025<div class=\"d0 w276\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>corresponden,<div class=\"d0 w5\">\u00a0</div>principalmente,<div class=\"d0 w340\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>cobros </div><div class=\"po0 fs14 cl2 l345 t2465\" id=\"a9571\">registrados o facturas<div class=\"d0 w515\">\u00a0</div>emitidas en 2024<div class=\"d0 w515\">\u00a0</div>cuyo ingreso<div class=\"d0 w561\">\u00a0</div>se devengar\u00e1,<div class=\"d0 w926\">\u00a0</div>en su mayor\u00eda,<div class=\"d0 w532\">\u00a0</div>a lo largo<div class=\"d0 w265\">\u00a0</div>del </div></div></div></div></div><div class=\"po1 w198 h191 lh0\" id=\"TextBlockContainer2380\"><div class=\"po0 l342 t756 f0\" id=\"div_2377_XBRL_TS_24848acf2ae64547abfb0c1738901453_1\"><div class=\"po1 w198 h191 lh0\" id=\"TextBlockContainer2378\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZkvN8bvxFt5K/5AdCk+g4TnQ5z8ALYEBqL9c+AHM3jgBG4mdpBR/LBb+VtqSwcwUzmCTHMXjQlEXNecYRFgXnPd4JR/nCIhB7+KODG1yRKTF1oH8UDLqLze9nz3ACbCDV1cZBkgEnAJjDo71Db2fYlpCwxZYXe9rZ8YoH8+BBwH16wNCMBMqL5LDWlDF8mqz4loMUPO6i3/d5RBn1JeZj+sV7+QFp234FNPADznTe48Dw7lgFTfby4glgEy06xpIiBcNzB3Vr1viJ/+obrGSPEOeiDAHbEEwA2qwQRnHFvuEfcobhPP1lwQ2hrflurWoyXEo6mAexxfkmABtgyr89rdi7Tui1Qn49qvn8g03sk5scL8gI169UrRTR1Q/lowAncALspYLcq6mgBe7lxWxzAXhKwGyX5mRIgeZnc/AQvgzY6n1v11RvxXQhw659rUjROvI0FcPPi/dDeDIgAtga/a+0tDbaIegM4OF6YmB7U4LU++KMB7Pl6Am4ECUBzzY3PLU3omlv10J9rboCN9kZTAWw0EtoZjR1g5W2mAewjgQxTFDMUIeFuhAQEC1lYHUcVGMxoYZ96E3MNPngE1JgKE9Bce0fgLxaHNF0z+1tPHz1wgPMeNV6SCLhPjrK3sxKNRnvzZlOlABvLAM3uwFZKPdHaVCYvMBMAXFtfV5nr3hZM51m8Q8BGaxN4Y9YBYN+4IfPe30gTC2mwnELIXtP9WfdVdAQSaTugxprh+Xmm0egzZhgANfeSp8i4T2Fx1eIe+S2K+xT37L3T1fvc34QIfqO5hW1/e0lFg5Tf3brZrNrHKw37aGXFPlKnf7R20262btlK5ZaVcrdsNLltneFdO+zfs93OPXvVvmsv4M4d2+3dtePRPetOP5Cz8aHVK/dtvfGRrdQ+EKBvCdDX5O+vubYfSJAwZw7zxBmr21ge8hUX6QqIG+kmGqlr2WAIoI3liuC/Aih3Y53iGr9O11xo55QGv07k55SOJ1Z+RJGJBDOg3WeelRvX6QoXGkSisSQI1KH54oWGq7Icqu5zM5WEObwvoPjCDgSV/Foe0sA09SAS9fY2EmlnDlr6NPNT6WH8ViwAgn7MJxNUZOntAQFACT8CXuT9avu5vXjJDwU8tKdPH/gqNB79ZFksK9GYpmLqCz8ZwGF+I3R4xRIaG3+daDxWCMKVep6d8agskXWWm9Y8QMfTX7fv3LNb8t+db96Vf3/PZyWYsSC9dedD8Qc+a8H5mPAIJ4KRk9FEFgrvl8Nfx7LgJY8nLtSufkR9c/pewU0zZ8y4U8rYK6kWy+WC3WqU7GcrVfvl2pL9enPD/kGa5f7qLduq37J68bblpnesO7orrf6BbXc+sOfnH9jjs+CX3Q9tb/ChnU7u26TwkbTRx7be/JnAfc+a5ZtWK8j3yi17ZL47KcnEZ9FLznqqyEAV8ufFs8p5wr8roQyMgNTBiimNGxAPbTDwxg6AAFsCnFfCeyjR3PalusX+qG8ccEzPmet8vF3CFkAbazBGME9l0Wi/jHP5fTDe9a0BL83lbxmVkAXglUrdr+GnfXjnOau2wnxmDTfvMh9l7Utt1E1V33qbKDOVR5tn8/loQIFCeeJLs9ab97ZjOvP02+7eS3spLf7sxSMH9JPHn0vD8yTYA3+pooNb5/HMO+WXyiWf2mOaz380QBYKGpTyPVh23hafq1wJIrlitBWQYsEAXAe0z0SkB1gu1rrDBDt58wtWj1sgEiSlYkXtMmnxvgTHmSyDAwmmbY8PoNldoM3fxstf3it9r+BOFENQpHbmc1NWmPoL/W80ytLcVfsF4N5YF7hvCtw3Z+A2u2M9gfuwd8/B/aJ9z56cBb+UJt8H3OMPZdp/ZLXKRwL3xw7ulsBdL8j3ygvcMul7LGyZ5AXyvIO7rwqxYi70CoN9VsPvTAGwpIU16DMA0HiKcVCjSTVCpq7hdIgqzAYB6dyASFXzdG6/KKqtfQnUGfOdQ4DLwS1wpYg3AzM1l3oRWAPc+Jus9+YxzPSyAs4nTuDLWuVi7Gy/dP8azcvbUX2VmYNbnMUxkuaetVENBOiA29/JJnCjUVlgArgxnx3cRxm4twF3aG8enHkscPNwyPPnj+MlDQQnpblHE2luuS2sGPOXPar+gA/NSnm8Q67dDnAPhrEKkgdesFJYEJM0900Be7a2ILEAfxONrnNYZ4BVQ4yk0SDmUPE29ruAW4Lv8NCfrjuRsEprCy7u0uX79b7p+/e5vX3RSP5r+OkfphzBtXjJIDKH1WxMm7nZzqCT6d7A16uUrS5fpiVfb5kpHPmiy9WKbTWqtlmHa7Zeq9pqpWpNdfzpIG8H3ZxM+IkEwti222Ntj+2kN5KJP7FhNsgZ/ggZlrN7rRIwrogAFD8KgKk2e1ChEO/qYlChLYheY/JhUuK/MXCiCm+oxxv2c64vw5TZC/r9HWcaYJjMRLeJIMNoHparUiZlYYr70kv1JdcldyCCa7x9Rf2SveETM3dV5rrPr3v0O/xa5trxR1kl5qu0BCjOJU/yvs2S1Vt3XKvSNsxhgmrMHcfDHWNZB/FKZt6kin/rL0D0wFsE33hxoz/QoWMRlFuW8ElvTbnmmvf27dDAuBQt+cnMONAe6oRA4TfD/O2om/G65A8++JmvukNjU0+EW3pIhPoTFMNd4ccaCGLiUlBfUvoIv5qgGSY6727Db6dfiJvQt2xzXtyruF9XOKzeRd9vQG2+TYDagT1LabRA7lthqteK8FQglWav5m2tXsjeRFqwjUZBgFaqfde073ZLPrvMel41vFwu6jq0h0B9PrZHpwP79Ghgj5U+gU8GMu1HsgJkHmoQAuyCqlDhRYfacGDz+Y53Yf565nGZ/2QXIOAVxAxUwMbAn4F7YzMGfxaJvtxrIn2NfOFQuakY0giGoYULMQB1HgOQuWuAQODOV8BJoPBebwJAvDOMc3gxYOQv1oB0P1rAYL7bV4VRX4Fvk/edy6piXpwBTJ7UmcdBCbr5oBdQY7UW89Qr/hth/Agg1/KmE6wD3o0OYFhlxrkJFAAV4YGgI2qND+3R6/UIcrEiz1ngpN94igyz+c7dWIKLtiXyTd/Sx/Q3mpo6IVRuZK90ZnEQwoB+4HzWhlMfd5u8E6JfITaJKaTYAcD3XxNV+3wqbXVNdZFW92W5GzOQE9gLNywR4yrbfL90lT++/01JAzL+0jcRrWUrWC6hM6by2WAi7SvuT+xEzvGxbOgTcUcH0bpDmbX82L2/uFACgB8FqGiMyoW3kvhzgfqz44HSvnWlqQdyrgfKfEsC4t5y0T5YKtkdMT8qcKvJDxTwaCpCBmviu98FwAYzdcLqL0xYf9OKz98yxXPkg5BBhzbCTIx3lfNTsfH88DwhdBK5C/EaobkT+5rno307zh7iSL8mioYCQDA+Z2gffuM7prX8LihNPzMcgaL4PS6CXnRL0nLM6fqcuUDLKje/Jq3llmkKMzPg7RKTRqQ8tLC/+IBlqrOlqh1/CQUWTjDTevFWFWdpeFybiCkQAGS+nWh/3QUiQgO/27Us7scknpU/UB/4k2pyAQA57aUNMV1GVHzT84t4QQbG+duv/qDHqRPPiXMvmV5Lv01GBJ7+IE/MfYRQCKotz+9CIOv/94Bu3b+r/PH9v4O8o+iqS72nb2l/GmBmXYG3K0CSngvcZ0PzlH2jDNzk0pSqh2vSvvFzvvL1lAGg/kxM2tc17mfqmi1p/A+WS863BGz/kQGZCMsSEh7xVa5XBW6IQYmJnDiWn8ZrcvFnGRA1pqSkwVg3zRw3A3Se5oENRS9dJrRK8m0BDPmziopByZQNc8GAGJMVEKRy0hSb5+H/4znvmFaTP8kKL8AqwUTemK34s2jzldWY30XD89goZfnqMJULsDDvASDLRmkfwTkXDpWaa0JMf6wa/xFDAZkHOAB0MM9hD7z/ADfWiLsNAByrQgIl8pJ14WVEH3Lv/BoJOfqb59URVLSFttIHTC9i8rsrIPOf/LyXPfXNGcUm8YPIj+WoBAPb8uHjIZSu+/xodPJPQoaU/ObBDb1vgP9w4J6ji+F5AfWZ9hD74haBcaB0IFeyp21Z1L6fKDNghfDJYbS1nyvua+A8lgn+5KTvpjj5ctswwfmR/FutsrR1/M52aH6WxoY5T+dfxQ0IbFPPWBQSPPBB5sDRAGagoaXhmRYVs3Dk7yWA5/0nngFE5eBvukZ3X5FIcWgZygptFX52IqpNXfnxA1Iiv77eWgOaRvn56u/wNwNQDGpA6m1EkFA2gBXz2uJYiFNxEGACu6Xg9xEQBhCdVVd/ZXJKxfSfCy1x3JcATAJq6kNfD6A2cQrnpn5nfp65fh78oL2xViD7zTMJBjjyDX7brY9pvHjrigtL3Uf/wUK1O/pRrHyjf7EoYp6bNwVBaUyl9H3RjwLcbyKHNgNU2/66WPbpH5oYLAvf/j0GsV+iTk2aNmdtmd2JX50NbPtcLJVfzE/910HgNTn0m3V+mbPsvyDCPt5BXhLT8d75V3ADUv2irqFR4TRYiSL7/LCbmQGwBLZvNwAu+iTKyJ6wUsf5RwfJlwUwqRwfzH5FVl6WRD3jGvIBgKQpD07k+tD8sQw2tS2uydqr9GIqMNqZpuqinCgjsf7pT/lk6Wx/Vv+oYFwbJnrUI+XtqT46O8srBEjqC8pNnPqANKoT+b6Noi6pXcqPetInDExd6j2pjJLvHtYQ4I7rU5tT+r5I9fwxgztLRclchy62oDgvKDqVPm7L/E7gPuwM7ag7VDoyueP+65vwkhxzfo6XHwEk+OaRcrH/5rbYO/+KbkC6sUGXW/A2uqqbf7nsNzcpztG/dO43KppBTkpfRXpBF4VeasfF7vnNr1C6It3/oMtXJE0IXW7TpS/fKK/Xr/l64vqUR6TU4fW+jnwj7/lj9MlV3d+3EeC+sMN+RJSafdE1b6Kv9KTv4vySfG5Z2NaUy7pezdtNbXy4UrJ7/B4YvwUmbc1vf7WksSvS1IBawt8vljz2nN+Q+0+CGGSv84yyPvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2417 bgc0\">\u00a0</div>\n<div class=\"w927 po0 h12 l1316 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1315 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1317 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2419 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1316 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1318 t2419 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1319 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1320 t2419 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1321 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1322 t2419 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1323 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1324 t2419 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1325 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1326 t2419 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1170 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1315 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1318 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1320 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1322 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1324 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1326 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1317 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2421 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1316 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1318 t2421 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1319 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1320 t2421 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1321 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1322 t2421 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1323 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1324 t2421 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1325 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1326 t2421 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1170 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1315 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1318 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1320 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1322 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1324 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1326 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1317 t2387 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h141 l1316 t2422 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l1327 t2467 bgc3\">\u00a0</div>\n<div class=\"w878 po0 h141 l1328 t2422 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l1329 t2467 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h141 l1321 t2422 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l1330 t2467 bgc3\">\u00a0</div>\n<div class=\"w893 po0 h141 l1331 t2422 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l1332 t2467 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h141 l1325 t2422 bgc3\">\u00a0</div>\n<div class=\"w879 po0 h175 l1333 t2467 bgc3\">\u00a0</div>\n<div class=\"w893 po0 h141 l1334 t2422 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l794 t2467 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h141 l1315 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2423 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1316 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1318 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1318 t2423 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1319 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1320 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1320 t2423 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1321 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1322 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1322 t2423 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1323 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1324 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1324 t2423 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1325 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1326 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1326 t2423 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1170 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1317 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2423 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2378\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9584\">ejercicio<div class=\"d0 w438\">\u00a0</div>siguiente,<div class=\"d0 w749\">\u00a0</div>conforme<div class=\"d0 w242\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>cumplan<div class=\"d0 w213\">\u00a0</div>las<div class=\"d0 w541\">\u00a0</div>obligaciones<div class=\"d0 w207\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>desempe\u00f1o<div class=\"d0 w190\">\u00a0</div>asociadas<div class=\"d0 w194\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a9585\">contratos. </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a9588\">El movimiento de los ajustes por periodificaci\u00f3n<div class=\"d0 w140\">\u00a0</div>del ejercicio 2023 fue el siguiente: </div><div class=\"po0 fs38 cl2 l1244 t2425\" id=\"a9591\">Miles de euros </div><div class=\"po0 fs38 cl2 l1335 t2426\" id=\"a9593\">Saldo al </div><div class=\"po0 fs38 cl2 l1336 t2427\" id=\"a9595\">31.12.2022 </div><div class=\"po0 fs38 cl2 l1337 t2426\" id=\"a9597\">Correcci\u00f3n </div><div class=\"po0 fs38 cl2 l1337 t2427\" id=\"a9598\">monetaria </div><div class=\"po0 fs38 cl2 l1338 t2426\" id=\"a9600\">Ajuste por </div><div class=\"po0 fs38 cl2 l1008 t2427\" id=\"a9601\">Conversi\u00f3n </div><div class=\"po0 fs38 cl2 l950 t2426\" id=\"a9603\">Adiciones</div><div class=\"po0 fs38 cl2 l898 t2427\" id=\"a9605\">/Bajas</div><div class=\"po0 fs38 cl2 l1339 t2426\" id=\"a9607\">Aplicaci\u00f3n a </div><div class=\"po0 fs38 cl2 l1340 t2427\" id=\"a9608\">resultados </div><div class=\"po0 fs38 cl2 l1341 t2426\" id=\"a9610\">Saldo al </div><div class=\"po0 fs38 cl2 l853 t2427\" id=\"a9612\">31.12.2023 </div><div class=\"po0 fs40 cl2 l1342 t2468\" id=\"a9614\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1343 t2431\" id=\"a9621\">41.503 </div><div class=\"po0 fs38 cl2 l1344 t2431\" id=\"a9623\">1.649 </div><div class=\"po0 fs38 cl2 l659 t2431\" id=\"a9625\">1.109 </div><div class=\"po0 fs38 cl2 l1345 t2431\" id=\"a9627\">72.547 </div><div class=\"po0 fs38 cl2 l1346 t2431\" id=\"a9629\">(69.920) </div><div class=\"po0 fs38 cl2 l1347 t2431\" id=\"a9631\">46.888 </div><div class=\"po0 fs14 cl2 l340 t2469\" id=\"a9635\">A 31<div class=\"d0 w232\">\u00a0</div>de diciembre<div class=\"d0 w27\">\u00a0</div>de 2023<div class=\"d0 w389\">\u00a0</div>las obligaciones<div class=\"d0 w129\">\u00a0</div>de ejecuci\u00f3n<div class=\"d0 w47\">\u00a0</div>pendientes de<div class=\"d0 w296\">\u00a0</div>satisfacer ascend\u00edan<div class=\"d0 w286\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l340 t2276\" id=\"a9638\">46.888 miles<div class=\"d0 w539\">\u00a0</div>de euros.<div class=\"d0 w248\">\u00a0</div>La pr\u00e1ctica<div class=\"d0 w49\">\u00a0</div>totalidad han<div class=\"d0 w167\">\u00a0</div>sido satisfechas<div class=\"d0 w31\">\u00a0</div>y traspasadas<div class=\"d0 w98\">\u00a0</div>a la<div class=\"d0 w475\">\u00a0</div>cuenta de </div><div class=\"po0 fs14 cl2 l340 t2470\" id=\"a9639\">resultados<div class=\"d0 w336\">\u00a0</div>consolidada<div class=\"d0 w475\">\u00a0</div>durante<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2024<div class=\"d0 w291\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>correspond\u00edan,<div class=\"d0 w98\">\u00a0</div>principalmente,<div class=\"d0 w280\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>cobros </div><div class=\"po0 fs14 cl2 l340 t2471\" id=\"a9640\">registrados o facturas emitidas<div class=\"d0 w403\">\u00a0</div>en 2023 cuyo ingreso<div class=\"d0 w614\">\u00a0</div>se ha devengado,<div class=\"d0 w928\">\u00a0</div>en su mayor\u00eda, a<div class=\"d0 w558\">\u00a0</div>lo largo </div><div class=\"po0 fs14 cl2 l340 t2472\" id=\"a9644\">del ejercicio 2024, conforme se han ido cumpliendo las obligaciones de desempe\u00f1o asociadas a </div><div class=\"po0 fs14 cl2 l341 t2438\" id=\"a9651\">los contratos.</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherCurrentLiabilitiesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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  },
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t2450 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h175 l1300 t2451 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h141 l1287 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1287 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1287 t2452 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1288 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1290 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1290 t2452 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1291 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1292 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1292 t2452 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1293 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l884 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l884 t2452 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1294 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1295 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1295 t2452 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1296 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1289 t2450 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1289 t2452 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1289 t2452 bgc0\">\u00a0</div>\n<div class=\"po1 w374 z0\" id=\"TextContainer2369\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a9498\">Otros pasivos corrientes </div><div class=\"po0 fs14 cl2 l345 t1048\" id=\"a9502\">El<div class=\"d0 w339\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w291\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1301 t2453\" id=\"a9503\">Otros<div class=\"d0 w166\">\u00a0</div>pasivos<div class=\"d0 w222\">\u00a0</div>corrientes</div><div class=\"po0 fs14 cl2 l1302 t1048\" id=\"a9505\">\u201d<div class=\"d0 w276\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>balance<div class=\"d0 w500\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>situaci\u00f3n<div class=\"d0 w501\">\u00a0</div>consolidado<div class=\"d0 w119\">\u00a0</div>adjunto<div class=\"d0 w226\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>31<div class=\"d0 w291\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1215\" id=\"a9506\">diciembre de 2024 asciende a 44.052 miles de<div class=\"d0 w402\">\u00a0</div>euros (46.888 miles de euros a 31 de diciembre<div class=\"d0 w558\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1171\" id=\"a9514\">2023)<div class=\"d0 w554\">\u00a0</div>e<div class=\"d0 w205\">\u00a0</div>incluye<div class=\"d0 w554\">\u00a0</div>los<div class=\"d0 w210\">\u00a0</div>ajustes<div class=\"d0 w467\">\u00a0</div>por<div class=\"d0 w262\">\u00a0</div>periodificaci\u00f3n<div class=\"d0 w370\">\u00a0</div>generados<div class=\"d0 w554\">\u00a0</div>por<div class=\"d0 w262\">\u00a0</div>obligaciones<div class=\"d0 w536\">\u00a0</div>pendientes<div class=\"d0 w204\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t1467\" id=\"a9515\">satisfacer, tanto en el segmento de Educaci\u00f3n como en el segmento de<div class=\"d0 w85\">\u00a0</div>Media. </div><div class=\"po0 fs14 cl2 l345 t925\" id=\"a9523\">El movimiento de los ajustes por periodificaci\u00f3n<div class=\"d0 w140\">\u00a0</div>del ejercicio 2024 ha sido el siguiente: </div><div class=\"po0 fs38 cl2 l1303 t2454\" id=\"a9526\">Miles de euros </div><div class=\"po0 fs38 cl2 l1304 t2455\" id=\"a9528\">Saldo al </div><div class=\"po0 fs38 cl2 l1304 t2456\" id=\"a9530\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1305 t2455\" id=\"a9532\">Ajuste por </div><div class=\"po0 fs38 cl2 l1305 t2456\" id=\"a9533\">Conversi\u00f3n </div><div class=\"po0 fs38 cl2 l1306 t2455\" id=\"a9535\">Adiciones</div><div class=\"po0 fs38 cl2 l1306 t2456\" id=\"a9537\">/Bajas</div><div class=\"po0 fs38 cl2 l1307 t2457\" id=\"a9539\">Aplicaci\u00f3n </div><div class=\"po0 fs38 cl2 ls9 l1307 t2458\" id=\"a9540\">a </div><div class=\"po0 fs38 cl2 l1307 t2459\" id=\"a9541\">resultados </div><div class=\"po0 fs38 cl2 l1308 t2455\" id=\"a9543\">Saldo al </div><div class=\"po0 fs38 cl2 l1308 t2456\" id=\"a9545\">31.12.2024 </div><div class=\"po0 fs40 cl2 l1309 t2460\" id=\"a9547\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1310 t2461\" id=\"a9553\">46.888 </div><div class=\"po0 fs38 cl2 l1311 t2461\" id=\"a9555\">(3.563) </div><div class=\"po0 fs38 cl2 l1312 t2461\" id=\"a9557\">73.504 </div><div class=\"po0 fs38 cl2 l1313 t2461\" id=\"a9559\">(72.777) </div><div class=\"po0 fs38 cl2 l1314 t2461\" id=\"a9561\">44.052 </div><div class=\"po0 fs14 cl2 l345 t2462\" id=\"a9565\">A 31<div class=\"d0 w232\">\u00a0</div>de diciembre<div class=\"d0 w201\">\u00a0</div>de 2024<div class=\"d0 w283\">\u00a0</div>las obligaciones<div class=\"d0 w368\">\u00a0</div>de ejecuci\u00f3n<div class=\"d0 w47\">\u00a0</div>pendientes de<div class=\"d0 w296\">\u00a0</div>satisfacer ascienden<div class=\"d0 w383\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l345 t2463\" id=\"a9568\">44.052<div class=\"d0 w398\">\u00a0</div>miles<div class=\"d0 w440\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>euros,<div class=\"d0 w437\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>principalmente<div class=\"d0 w633\">\u00a0</div>ser\u00e1n<div class=\"d0 w506\">\u00a0</div>satisfechas<div class=\"d0 w720\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>traspasadas<div class=\"d0 w25\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>cuenta<div class=\"d0 w719\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l345 t2464\" id=\"a9570\">resultados<div class=\"d0 w269\">\u00a0</div>consolidada<div class=\"d0 w388\">\u00a0</div>durante<div class=\"d0 w448\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>2025<div class=\"d0 w276\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>corresponden,<div class=\"d0 w5\">\u00a0</div>principalmente,<div class=\"d0 w340\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>cobros </div><div class=\"po0 fs14 cl2 l345 t2465\" id=\"a9571\">registrados o facturas<div class=\"d0 w515\">\u00a0</div>emitidas en 2024<div class=\"d0 w515\">\u00a0</div>cuyo ingreso<div class=\"d0 w561\">\u00a0</div>se devengar\u00e1,<div class=\"d0 w926\">\u00a0</div>en su mayor\u00eda,<div class=\"d0 w532\">\u00a0</div>a lo largo<div class=\"d0 w265\">\u00a0</div>del </div></div></div><div class=\"po1 w198 h191 lh0\" id=\"TextBlockContainer2382\"><div class=\"po0 l342 t756 f0\" id=\"div_2376_XBRL_TS_029f2deb7632488a957935c695c1100f_1\"><div class=\"po1 w198 h191 lh0\" id=\"TextBlockContainer2380\"><div class=\"po0 l342 t756 f0\" id=\"div_2377_XBRL_TS_24848acf2ae64547abfb0c1738901453_1\"><div class=\"po1 w198 h191 lh0\" id=\"TextBlockContainer2378\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2417 bgc0\">\u00a0</div>\n<div class=\"w927 po0 h12 l1316 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1315 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1317 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2419 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1316 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1318 t2419 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1319 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1320 t2419 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1321 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1322 t2419 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1323 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1324 t2419 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1325 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1326 t2419 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1170 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2419 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1315 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1318 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1320 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1322 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1324 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1326 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1317 t2420 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2421 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1316 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1318 t2421 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1319 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1320 t2421 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1321 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1322 t2421 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1323 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1324 t2421 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1325 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1326 t2421 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1170 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1315 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1318 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1320 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1322 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1324 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1326 t2387 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1317 t2387 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h141 l1316 t2422 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l1327 t2467 bgc3\">\u00a0</div>\n<div class=\"w878 po0 h141 l1328 t2422 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l1329 t2467 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h141 l1321 t2422 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l1330 t2467 bgc3\">\u00a0</div>\n<div class=\"w893 po0 h141 l1331 t2422 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l1332 t2467 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h141 l1325 t2422 bgc3\">\u00a0</div>\n<div class=\"w879 po0 h175 l1333 t2467 bgc3\">\u00a0</div>\n<div class=\"w893 po0 h141 l1334 t2422 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h175 l794 t2467 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h141 l1315 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1315 t2423 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1316 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1318 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1318 t2423 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1319 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1320 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1320 t2423 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1321 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1322 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1322 t2423 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1323 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1324 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1324 t2423 bgc0\">\u00a0</div>\n<div class=\"w878 po0 h12 l1325 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1326 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1326 t2423 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1170 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1317 t2422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2423 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t2423 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2378\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a9584\">ejercicio<div class=\"d0 w438\">\u00a0</div>siguiente,<div class=\"d0 w749\">\u00a0</div>conforme<div class=\"d0 w242\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>cumplan<div class=\"d0 w213\">\u00a0</div>las<div class=\"d0 w541\">\u00a0</div>obligaciones<div class=\"d0 w207\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>desempe\u00f1o<div class=\"d0 w190\">\u00a0</div>asociadas<div class=\"d0 w194\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a9585\">contratos. </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a9588\">El movimiento de los ajustes por periodificaci\u00f3n<div class=\"d0 w140\">\u00a0</div>del ejercicio 2023 fue el siguiente: </div><div class=\"po0 fs38 cl2 l1244 t2425\" id=\"a9591\">Miles de euros </div><div class=\"po0 fs38 cl2 l1335 t2426\" id=\"a9593\">Saldo al </div><div class=\"po0 fs38 cl2 l1336 t2427\" id=\"a9595\">31.12.2022 </div><div class=\"po0 fs38 cl2 l1337 t2426\" id=\"a9597\">Correcci\u00f3n </div><div class=\"po0 fs38 cl2 l1337 t2427\" id=\"a9598\">monetaria </div><div class=\"po0 fs38 cl2 l1338 t2426\" id=\"a9600\">Ajuste por </div><div class=\"po0 fs38 cl2 l1008 t2427\" id=\"a9601\">Conversi\u00f3n </div><div class=\"po0 fs38 cl2 l950 t2426\" id=\"a9603\">Adiciones</div><div class=\"po0 fs38 cl2 l898 t2427\" id=\"a9605\">/Bajas</div><div class=\"po0 fs38 cl2 l1339 t2426\" id=\"a9607\">Aplicaci\u00f3n a </div><div class=\"po0 fs38 cl2 l1340 t2427\" id=\"a9608\">resultados </div><div class=\"po0 fs38 cl2 l1341 t2426\" id=\"a9610\">Saldo al </div><div class=\"po0 fs38 cl2 l853 t2427\" id=\"a9612\">31.12.2023 </div><div class=\"po0 fs40 cl2 l1342 t2468\" id=\"a9614\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1343 t2431\" id=\"a9621\">41.503 </div><div class=\"po0 fs38 cl2 l1344 t2431\" id=\"a9623\">1.649 </div><div class=\"po0 fs38 cl2 l659 t2431\" id=\"a9625\">1.109 </div><div class=\"po0 fs38 cl2 l1345 t2431\" id=\"a9627\">72.547 </div><div class=\"po0 fs38 cl2 l1346 t2431\" id=\"a9629\">(69.920) </div><div class=\"po0 fs38 cl2 l1347 t2431\" id=\"a9631\">46.888 </div><div class=\"po0 fs14 cl2 l340 t2469\" id=\"a9635\">A 31<div class=\"d0 w232\">\u00a0</div>de diciembre<div class=\"d0 w27\">\u00a0</div>de 2023<div class=\"d0 w389\">\u00a0</div>las obligaciones<div class=\"d0 w129\">\u00a0</div>de ejecuci\u00f3n<div class=\"d0 w47\">\u00a0</div>pendientes de<div class=\"d0 w296\">\u00a0</div>satisfacer ascend\u00edan<div class=\"d0 w286\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l340 t2276\" id=\"a9638\">46.888 miles<div class=\"d0 w539\">\u00a0</div>de euros.<div class=\"d0 w248\">\u00a0</div>La pr\u00e1ctica<div class=\"d0 w49\">\u00a0</div>totalidad han<div class=\"d0 w167\">\u00a0</div>sido satisfechas<div class=\"d0 w31\">\u00a0</div>y traspasadas<div class=\"d0 w98\">\u00a0</div>a la<div class=\"d0 w475\">\u00a0</div>cuenta de </div><div class=\"po0 fs14 cl2 l340 t2470\" id=\"a9639\">resultados<div class=\"d0 w336\">\u00a0</div>consolidada<div class=\"d0 w475\">\u00a0</div>durante<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2024<div class=\"d0 w291\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>correspond\u00edan,<div class=\"d0 w98\">\u00a0</div>principalmente,<div class=\"d0 w280\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>cobros </div><div class=\"po0 fs14 cl2 l340 t2471\" id=\"a9640\">registrados o facturas emitidas<div class=\"d0 w403\">\u00a0</div>en 2023 cuyo ingreso<div class=\"d0 w614\">\u00a0</div>se ha devengado,<div class=\"d0 w928\">\u00a0</div>en su mayor\u00eda, a<div class=\"d0 w558\">\u00a0</div>lo largo </div><div class=\"po0 fs14 cl2 l340 t2472\" id=\"a9644\">del ejercicio 2024, conforme se han ido cumpliendo las obligaciones de desempe\u00f1o asociadas a </div><div class=\"po0 fs14 cl2 l341 t2438\" id=\"a9651\">los contratos.</div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDeferredIncomeExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_335": {
   "value": "<div class=\"po1 w374 h192 lh0\" id=\"TextBlockContainer2388\"><div class=\"po0 l342 t756 f0\" id=\"div_2385_XBRL_TS_c8cf913713914b58b9fb6d91ca3c59f6\"><div class=\"po1 w374 h192 lh0\" id=\"TextBlockContainer2386\"><div class=\"po1 w374 z0\" id=\"TextContainer2386\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a9660\">Capital Social </div><div class=\"po0 fs14 cl2 l345 t920\" id=\"a9662\">A 1<div class=\"d0 w7\">\u00a0</div>de enero de<div class=\"d0 w59\">\u00a0</div>2024 el capital<div class=\"d0 w50\">\u00a0</div>social de PRISA<div class=\"d0 w361\">\u00a0</div>era de 100.827<div class=\"d0 w39\">\u00a0</div>miles de euros<div class=\"d0 w9\">\u00a0</div>y se encontraba </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a9663\">representado por 1.008.271.193 acciones ordinarias, todas ellas pertenecientes a la misma<div class=\"d0 w33\">\u00a0</div>clase </div><div class=\"po0 fs14 cl2 l345 t922\" id=\"a9664\">y serie, de 0,10 euros de<div class=\"d0 w295\">\u00a0</div>valor nominal cada una, \u00edntegramente desembolsadas y con id\u00e9nticos </div><div class=\"po0 fs14 cl2 l345 t923\" id=\"a9666\">derechos.<div class=\"d0 w537\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t772\" id=\"a9669\">En<div class=\"d0 w237\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>marco<div class=\"d0 w389\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>emisiones<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>obligaciones<div class=\"d0 w30\">\u00a0</div>subordinadas<div class=\"d0 w229\">\u00a0</div>necesariamente<div class=\"d0 w171\">\u00a0</div>convertibles<div class=\"d0 w344\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l345 t773\" id=\"a9670\">acciones ordinarias de nueva emisi\u00f3n de la Sociedad, que se llevaron<div class=\"d0 w341\">\u00a0</div>a cabo en febrero de 2023 </div><div class=\"po0 fs14 cl2 l345 t1190\" id=\"a9671\">y<div class=\"d0 w277\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>abril<div class=\"d0 w222\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>2024 </div><div class=\"po0 fs26 cl2 l1348 t2475\" id=\"a9672\">(v\u00e9ase<div class=\"d0 w469\">\u00a0</div>nota<div class=\"d0 w297\">\u00a0</div>1b)</div><div class=\"po0 fs14 cl2 l1349 t1190\" id=\"a9673\">,<div class=\"d0 w339\">\u00a0</div>durante<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>ejercicio<div class=\"d0 w369\">\u00a0</div>2024<div class=\"d0 w276\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>han<div class=\"d0 w336\">\u00a0</div>realizado<div class=\"d0 w160\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>siguientes </div><div class=\"po0 fs14 cl2 l345 t1216\" id=\"a9674\">ampliaciones de<div class=\"d0 w361\">\u00a0</div>capital social </div><div class=\"po0 fs26 cl2 l1350 t2476\" id=\"a9675\">(v\u00e9ase apartado<div class=\"d0 w39\">\u00a0</div>posterior \u201cOtros<div class=\"d0 w165\">\u00a0</div>instrumentos de<div class=\"d0 w59\">\u00a0</div>patrimonio neto\u201d)</div><div class=\"po0 fs14 cl2 ls8 l1351 t1216\" id=\"a9676\">, </div><div class=\"po0 fs14 cl2 l345 t2477\" id=\"a9677\">para<div class=\"d0 w229\">\u00a0</div>atender<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>conversi\u00f3n<div class=\"d0 w56\">\u00a0</div>anticipada<div class=\"d0 w369\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Obligaciones<div class=\"d0 w234\">\u00a0</div>Convertibles<div class=\"d0 w396\">\u00a0</div>2023<div class=\"d0 w31\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Obligaciones </div><div class=\"po0 fs14 cl2 l345 t929\" id=\"a9678\">Convertibles 2024:<div class=\"d0 w493\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1352 t2478\" id=\"a9681\">i.<div class=\"d0 w774\">\u00a0</div>Respecto a<div class=\"d0 w24\">\u00a0</div>las Obligaciones Convertibles<div class=\"d0 w110\">\u00a0</div>2023, el 30<div class=\"d0 w539\">\u00a0</div>de enero<div class=\"d0 w236\">\u00a0</div>de 2024 el<div class=\"d0 w484\">\u00a0</div>Consejo de </div><div class=\"po0 fs14 cl2 l1353 t2479\" id=\"a9684\">Administraci\u00f3n<div class=\"d0 w231\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>PRISA<div class=\"d0 w366\">\u00a0</div>acord\u00f3<div class=\"d0 w296\">\u00a0</div>abrir<div class=\"d0 w234\">\u00a0</div>un<div class=\"d0 w110\">\u00a0</div>periodo<div class=\"d0 w484\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>conversi\u00f3n<div class=\"d0 w50\">\u00a0</div>extraordinario<div class=\"d0 w38\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l1353 t2480\" id=\"a9685\">resultas<div class=\"d0 w283\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>anuncio<div class=\"d0 w234\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>emisi\u00f3n<div class=\"d0 w8\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Obligaciones<div class=\"d0 w234\">\u00a0</div>Convertibles<div class=\"d0 w239\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2024.<div class=\"d0 w669\">\u00a0</div>As\u00ed,<div class=\"d0 w230\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l1353 t2481\" id=\"a9686\">febrero de<div class=\"d0 w125\">\u00a0</div>2024, para atender<div class=\"d0 w488\">\u00a0</div>la conversi\u00f3n<div class=\"d0 w532\">\u00a0</div>de 20.287<div class=\"d0 w85\">\u00a0</div>Obligaciones Convertibles<div class=\"d0 w85\">\u00a0</div>2023, </div><div class=\"po0 fs14 cl2 l1353 t1200\" id=\"a9688\">se<div class=\"d0 w129\">\u00a0</div>aument\u00f3<div class=\"d0 w18\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>capital social<div class=\"d0 w176\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>un<div class=\"d0 w110\">\u00a0</div>importe nominal<div class=\"d0 w98\">\u00a0</div>total<div class=\"d0 w110\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>2.029 miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros, </div><div class=\"po0 fs14 cl2 l1353 t1201\" id=\"a9689\">mediante la emisi\u00f3n y puesta en circulaci\u00f3n de 20.287.000<div class=\"d0 w406\">\u00a0</div>acciones ordinarias.<div class=\"d0 w537\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1352 t2482\" id=\"a9692\">ii.<div class=\"d0 w699\">\u00a0</div>En mayo de 2024, conforme al calendario de conversi\u00f3n ordinario<div class=\"d0 w472\">\u00a0</div>previsto: </div><div class=\"po0 fs14 cl2 l1353 t2483\" id=\"a9698\">o<div class=\"d0 w671\">\u00a0</div>Para atender la<div class=\"d0 w169\">\u00a0</div>conversi\u00f3n de 155<div class=\"d0 w231\">\u00a0</div>Obligaciones Convertibles 2023, se<div class=\"d0 w58\">\u00a0</div>aument\u00f3 el </div><div class=\"po0 fs14 cl2 l1354 t787\" id=\"a9701\">capital<div class=\"d0 w224\">\u00a0</div>social<div class=\"d0 w281\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>nominal<div class=\"d0 w250\">\u00a0</div>total<div class=\"d0 w226\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>15<div class=\"d0 w339\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>euros,<div class=\"d0 w238\">\u00a0</div>mediante<div class=\"d0 w292\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l1354 t788\" id=\"a9704\">emisi\u00f3n y puesta en circulaci\u00f3n de 155.000 acciones ordinarias. </div></div></div></div></div><div class=\"po1 w198 h73 lh0\" id=\"TextBlockContainer2394\"><div class=\"po0 l342 t756 f0\" id=\"div_2391_XBRL_TS_c8cf913713914b58b9fb6d91ca3c59f6_1\"><div class=\"po1 w198 h73 lh0\" id=\"TextBlockContainer2392\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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l1364 t2503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1361 t2501 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l798 t2501 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1362 t2501 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1363 t2501 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1364 t2501 bgc0\">\u00a0</div>\n<div class=\"w929 po0 h196 l1124 t2504 bgc1\">\u00a0</div>\n<div class=\"w930 po0 h175 l1355 t2505 bgc1\">\u00a0</div>\n<div class=\"w931 po0 h196 l792 t2504 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h175 l820 t2505 bgc1\">\u00a0</div>\n<div class=\"w933 po0 h196 l1357 t2504 bgc1\">\u00a0</div>\n<div class=\"w934 po0 h175 l1365 t2505 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h196 l1359 t2504 bgc1\">\u00a0</div>\n<div class=\"w939 po0 h175 l1366 t2505 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2506 bgc0\">\u00a0</div>\n<div class=\"w937 po0 h12 l1124 t2506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t2506 bgc0\">\u00a0</div>\n<div class=\"w938 po0 h12 l629 t2506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1362 t2506 bgc0\">\u00a0</div>\n<div class=\"w933 po0 h12 l1357 t2506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1363 t2506 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1359 t2506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1364 t2506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h196 l1361 t2504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h196 l798 t2504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h196 l1362 t2504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h196 l1363 t2504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h196 l1364 t2504 bgc0\">\u00a0</div>\n<div class=\"w929 po0 h196 l1124 t2507 bgc1\">\u00a0</div>\n<div class=\"w930 po0 h175 l1355 t2508 bgc1\">\u00a0</div>\n<div class=\"w931 po0 h196 l792 t2507 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h175 l820 t2508 bgc1\">\u00a0</div>\n<div class=\"w933 po0 h196 l1357 t2507 bgc1\">\u00a0</div>\n<div class=\"w934 po0 h175 l1365 t2508 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h196 l1359 t2507 bgc1\">\u00a0</div>\n<div class=\"w939 po0 h175 l1366 t2508 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2509 bgc0\">\u00a0</div>\n<div class=\"w937 po0 h12 l1124 t2509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t2509 bgc0\">\u00a0</div>\n<div class=\"w938 po0 h12 l629 t2509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1362 t2509 bgc0\">\u00a0</div>\n<div class=\"w933 po0 h12 l1357 t2509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1363 t2509 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1359 t2509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1364 t2509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1361 t2510 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l798 t2510 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1362 t2510 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1363 t2510 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1364 t2510 bgc0\">\u00a0</div>\n<div class=\"w929 po0 h194 l1124 t2511 bgc1\">\u00a0</div>\n<div class=\"w930 po0 h175 l1355 t2512 bgc1\">\u00a0</div>\n<div class=\"w931 po0 h194 l792 t2511 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h175 l820 t2512 bgc1\">\u00a0</div>\n<div class=\"w933 po0 h194 l1357 t2511 bgc1\">\u00a0</div>\n<div class=\"w934 po0 h175 l1365 t2512 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h194 l1359 t2511 bgc1\">\u00a0</div>\n<div class=\"w939 po0 h175 l1366 t2512 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2513 bgc0\">\u00a0</div>\n<div class=\"w937 po0 h12 l1124 t2513 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t2513 bgc0\">\u00a0</div>\n<div class=\"w938 po0 h12 l629 t2513 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1362 t2513 bgc0\">\u00a0</div>\n<div class=\"w933 po0 h12 l1357 t2513 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1363 t2513 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1359 t2513 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1364 t2513 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1361 t2511 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l798 t2511 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1362 t2511 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1363 t2511 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1364 t2511 bgc0\">\u00a0</div>\n<div class=\"w929 po0 h194 l1124 t2514 bgc1\">\u00a0</div>\n<div class=\"w930 po0 h175 l1355 t2515 bgc1\">\u00a0</div>\n<div class=\"w931 po0 h194 l792 t2514 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h175 l820 t2515 bgc1\">\u00a0</div>\n<div class=\"w933 po0 h194 l1357 t2514 bgc1\">\u00a0</div>\n<div class=\"w934 po0 h175 l1365 t2515 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h194 l1359 t2514 bgc1\">\u00a0</div>\n<div class=\"w939 po0 h175 l1366 t2515 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2516 bgc0\">\u00a0</div>\n<div class=\"w937 po0 h12 l1124 t2516 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t2516 bgc0\">\u00a0</div>\n<div class=\"w938 po0 h12 l629 t2516 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1362 t2516 bgc0\">\u00a0</div>\n<div class=\"w933 po0 h12 l1357 t2516 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1363 t2516 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1359 t2516 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1364 t2516 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1361 t2514 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l798 t2514 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1362 t2514 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1363 t2514 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1364 t2514 bgc0\">\u00a0</div>\n<div class=\"w929 po0 h194 l1124 t2517 bgc1\">\u00a0</div>\n<div class=\"w930 po0 h197 l1355 t2518 bgc1\">\u00a0</div>\n<div class=\"w931 po0 h194 l792 t2517 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h197 l820 t2518 bgc1\">\u00a0</div>\n<div class=\"w933 po0 h194 l1357 t2517 bgc1\">\u00a0</div>\n<div class=\"w934 po0 h197 l1365 t2518 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h194 l1359 t2517 bgc1\">\u00a0</div>\n<div class=\"w939 po0 h197 l1366 t2518 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2519 bgc0\">\u00a0</div>\n<div class=\"w937 po0 h12 l1124 t2519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t2519 bgc0\">\u00a0</div>\n<div class=\"w938 po0 h12 l629 t2519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1362 t2519 bgc0\">\u00a0</div>\n<div class=\"w933 po0 h12 l1357 t2519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1363 t2519 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1359 t2519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1364 t2519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1361 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2520 bgc0\">\u00a0</div>\n<div class=\"w937 po0 h12 l1124 t2520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l798 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t2520 bgc0\">\u00a0</div>\n<div class=\"w938 po0 h12 l629 t2520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1362 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1362 t2520 bgc0\">\u00a0</div>\n<div class=\"w933 po0 h12 l1357 t2520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1363 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1363 t2520 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1359 t2520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1364 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1364 t2520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1364 t2520 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2392\"><div class=\"po0 fs14 cl2 l1367 t756\" id=\"a9716\">o<div class=\"d0 w671\">\u00a0</div>Para atender la conversi\u00f3n<div class=\"d0 w27\">\u00a0</div>de 57.654 Obligaciones Convertibles 2024, se aument\u00f3 </div><div class=\"po0 fs14 cl2 l1368 t816\" id=\"a9719\">el capital social por un importe nominal total de 5.765 miles de euros, mediante<div class=\"d0 w402\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l1368 t902\" id=\"a9722\">emisi\u00f3n y puesta en circulaci\u00f3n de 57.654.000 acciones ordinarias.<div class=\"d0 w324\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1369 t818\" id=\"a9725\">iii.<div class=\"d0 w615\">\u00a0</div>En noviembre de 2024, conforme al calendario de<div class=\"d0 w113\">\u00a0</div>conversi\u00f3n ordinario previsto: </div><div class=\"po0 fs14 cl2 l1367 t820\" id=\"a9731\">o<div class=\"d0 w671\">\u00a0</div>Para atender la<div class=\"d0 w328\">\u00a0</div>conversi\u00f3n de 1<div class=\"d0 w332\">\u00a0</div>Obligaci\u00f3n Convertible<div class=\"d0 w584\">\u00a0</div>2023, se aument\u00f3<div class=\"d0 w325\">\u00a0</div>el capital </div><div class=\"po0 fs14 cl2 l1368 t821\" id=\"a9734\">social por<div class=\"d0 w27\">\u00a0</div>un importe nominal<div class=\"d0 w129\">\u00a0</div>total de<div class=\"d0 w236\">\u00a0</div>0,1 miles de<div class=\"d0 w231\">\u00a0</div>euros, mediante la<div class=\"d0 w419\">\u00a0</div>emisi\u00f3n y </div><div class=\"po0 fs14 cl2 l1368 t822\" id=\"a9741\">puesta en circulaci\u00f3n de 1.000 acciones ordinarias. </div><div class=\"po0 fs14 cl2 l1367 t824\" id=\"a9744\">o<div class=\"d0 w671\">\u00a0</div>Para<div class=\"d0 w24\">\u00a0</div>atender la<div class=\"d0 w119\">\u00a0</div>conversi\u00f3n de<div class=\"d0 w476\">\u00a0</div>12 Obligaciones<div class=\"d0 w248\">\u00a0</div>Convertibles 2024,<div class=\"d0 w173\">\u00a0</div>se aument\u00f3<div class=\"d0 w389\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l1368 t825\" id=\"a9747\">capital<div class=\"d0 w247\">\u00a0</div>social<div class=\"d0 w229\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>nominal<div class=\"d0 w421\">\u00a0</div>total<div class=\"d0 w98\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>1,2<div class=\"d0 w293\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w474\">\u00a0</div>euros,<div class=\"d0 w60\">\u00a0</div>mediante<div class=\"d0 w284\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l1368 t826\" id=\"a9754\">emisi\u00f3n y puesta en circulaci\u00f3n de 12.000 acciones ordinarias.<div class=\"d0 w268\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1370 t1056\" id=\"a9757\">En consecuencia, a<div class=\"d0 w228\">\u00a0</div>31 de diciembre<div class=\"d0 w23\">\u00a0</div>de 2024 el<div class=\"d0 w484\">\u00a0</div>capital social de<div class=\"d0 w171\">\u00a0</div>PRISA es de<div class=\"d0 w420\">\u00a0</div>108.638 miles </div><div class=\"po0 fs14 cl2 l1370 t1057\" id=\"a9760\">de<div class=\"d0 w271\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>encuentra<div class=\"d0 w284\">\u00a0</div>representado<div class=\"d0 w199\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>1.086.380.193<div class=\"d0 w98\">\u00a0</div>acciones<div class=\"d0 w249\">\u00a0</div>ordinarias<div class=\"d0 w288\">\u00a0</div>todas<div class=\"d0 w282\">\u00a0</div>ellas </div><div class=\"po0 fs14 cl2 l1370 t1059\" id=\"a9763\">pertenecientes<div class=\"d0 w940\">\u00a0</div>a<div class=\"d0 w156\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>misma<div class=\"d0 w675\">\u00a0</div>clase<div class=\"d0 w941\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>serie,<div class=\"d0 w349\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>0,10<div class=\"d0 w155\">\u00a0</div>euros<div class=\"d0 w445\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>valor<div class=\"d0 w542\">\u00a0</div>nominal<div class=\"d0 w347\">\u00a0</div>cada<div class=\"d0 w408\">\u00a0</div>una, </div><div class=\"po0 fs14 cl2 l1370 t1061\" id=\"a9764\">\u00edntegramente desembolsadas y con id\u00e9nticos derechos.<div class=\"d0 w251\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1370 t1062\" id=\"a9767\">A 31<div class=\"d0 w343\">\u00a0</div>de diciembre<div class=\"d0 w27\">\u00a0</div>de 2024<div class=\"d0 w239\">\u00a0</div>las participaciones significativas<div class=\"d0 w59\">\u00a0</div>de PRISA<div class=\"d0 w484\">\u00a0</div>declaradas por sus </div><div class=\"po0 fs14 cl2 l1370 t1063\" id=\"a9771\">titulares son las que se indican<div class=\"d0 w32\">\u00a0</div>a continuaci\u00f3n, seg\u00fan la informaci\u00f3n que consta publicada </div><div class=\"po0 fs14 cl2 l1370 t1125\" id=\"a9772\">en la<div class=\"d0 w402\">\u00a0</div>p\u00e1gina web<div class=\"d0 w265\">\u00a0</div>de la<div class=\"d0 w387\">\u00a0</div>Comisi\u00f3n Nacional<div class=\"d0 w141\">\u00a0</div>del Mercado<div class=\"d0 w619\">\u00a0</div>de Valores<div class=\"d0 w516\">\u00a0</div>(\u201cCNMV\u201d) y,<div class=\"d0 w354\">\u00a0</div>en algunos </div><div class=\"po0 fs14 cl2 l1370 t1064\" id=\"a9773\">casos, la informaci\u00f3n que ha sido proporcionada por los propios accionistas<div class=\"d0 w332\">\u00a0</div>a PRISA: </div><div class=\"po0 fs39 cl2 l1371 t2521\" id=\"a9777\">Nombre o denominaci\u00f3n social<div class=\"d0 w942\">\u00a0</div>del accionista </div><div class=\"po0 fs39 cl2 l1372 t2522\" id=\"a9779\">N\u00famero de </div><div class=\"po0 fs39 cl2 l1372 t2523\" id=\"a9780\">derechos de </div><div class=\"po0 fs39 cl2 l1372 t2524\" id=\"a9781\">voto directos </div><div class=\"po0 fs39 cl2 l939 t2522\" id=\"a9783\">N\u00famero de </div><div class=\"po0 fs39 cl2 l939 t2523\" id=\"a9784\">derechos de </div><div class=\"po0 fs39 cl2 l939 t2524\" id=\"a9785\">voto indirectos </div><div class=\"po0 fs39 cl2 l832 t2525\" id=\"a9787\">% sobre el total </div><div class=\"po0 fs39 cl2 l832 t2521\" id=\"a9788\">de derechos de </div><div class=\"po0 fs39 cl2 l832 t2526\" id=\"a9789\">voto </div><div class=\"po0 fs38 cl2 l1373 t2527\" id=\"a9790\">(1) </div><div class=\"po0 fs38 cl2 l1371 t2528\" id=\"a9792\">JOSEPH OUGHOURLIAN (2) </div><div class=\"po0 fs38 cl2 l1374 t2528\" id=\"a9794\">- </div><div class=\"po0 fs38 cl2 l1375 t2528\" id=\"a9796\">322.831.497 </div><div class=\"po0 fs38 cl2 l1376 t2528\" id=\"a9798\">29,72% </div><div class=\"po0 fs38 cl2 l1371 t2529\" id=\"a9800\">VIVENDI, S.E. </div><div class=\"po0 fs38 cl2 l980 t2529\" id=\"a9802\">128.913.336 </div><div class=\"po0 fs38 cl2 l1377 t2529\" id=\"a9804\">- </div><div class=\"po0 fs38 cl2 l1376 t2529\" id=\"a9806\">11,87% </div><div class=\"po0 fs38 cl2 l1371 t2530\" id=\"a9808\">GLOBAL ALCONABA, S.L. </div><div class=\"po0 fs38 cl2 l1378 t2530\" id=\"a9810\">82.943.058 </div><div class=\"po0 fs38 cl2 l1377 t2530\" id=\"a9812\">- </div><div class=\"po0 fs38 cl2 l1379 t2530\" id=\"a9814\">7,63% </div><div class=\"po0 fs38 cl2 l1371 t2531\" id=\"a9816\">RUCANDIO, S.A.<div class=\"d0 w943\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1374 t2531\" id=\"a9818\">- </div><div class=\"po0 fs38 cl2 l1380 t2531\" id=\"a9820\">79.471.328 </div><div class=\"po0 fs38 cl2 l1379 t2531\" id=\"a9822\">7,32% </div><div class=\"po0 fs38 cl2 l1371 t2532\" id=\"a9824\">CONTROL EMPRESARIAL DE CAPITALES,<div class=\"d0 w944\">\u00a0</div>S.A. DE CV<div class=\"d0 w945\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1378 t2532\" id=\"a9826\">70.719.171 </div><div class=\"po0 fs38 cl2 l1377 t2532\" id=\"a9828\">- </div><div class=\"po0 fs38 cl2 l1379 t2532\" id=\"a9830\">6,51% </div><div class=\"po0 fs38 cl2 l1371 t2533\" id=\"a9832\">JUAN ADOLFO UTOR MART\u00cdNEZ<div class=\"d0 w29\">\u00a0</div>(3) </div><div class=\"po0 fs38 cl2 l1374 t2533\" id=\"a9834\">- </div><div class=\"po0 fs38 cl2 l1380 t2533\" id=\"a9836\">58.820.900 </div><div class=\"po0 fs38 cl2 l1379 t2533\" id=\"a9838\">5,41% </div><div class=\"po0 fs38 cl2 l1371 t2534\" id=\"a9840\">KHALID BIN THANI BIN ABDULLAH<div class=\"d0 w946\">\u00a0</div>AL-THANI<div class=\"d0 w947\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1378 t2534\" id=\"a9844\">36.422.971 </div><div class=\"po0 fs38 cl2 l1377 t2534\" id=\"a9846\">- </div><div class=\"po0 fs38 cl2 l1379 t2534\" id=\"a9848\">3,35% </div><div class=\"po0 fs38 cl2 l1371 t2535\" id=\"a9850\">ROBERTO L\u00c1ZARO ALCANTARA<div class=\"d0 w948\">\u00a0</div>ROJAS (4) </div><div class=\"po0 fs38 cl2 l924 t2535\" id=\"a9852\">18.565 </div><div class=\"po0 fs38 cl2 l1380 t2535\" id=\"a9854\">35.570.206 </div><div class=\"po0 fs38 cl2 l1379 t2535\" id=\"a9856\">3,28% </div><div class=\"po0 fs38 cl2 l1371 t2536\" id=\"a9858\">BANCO SANTANDER, S.A. (5) </div><div class=\"po0 fs38 cl2 l1378 t2536\" id=\"a9861\">17.239.369 </div><div class=\"po0 fs38 cl2 l1380 t2536\" id=\"a9863\">17.017.746 </div><div class=\"po0 fs38 cl2 l1379 t2536\" id=\"a9865\">3,15% </div><div class=\"po0 fs38 cl2 l1371 t2537\" id=\"a9867\">DIEGO PRIETO MARTAGON<div class=\"d0 w949\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1374 t2537\" id=\"a9869\">- </div><div class=\"po0 fs38 cl2 l1380 t2537\" id=\"a9871\">33.893.000 </div><div class=\"po0 fs38 cl2 l1379 t2537\" id=\"a9873\">3,12% </div><div class=\"po0 fs32 cl2 l1381 t2538\" id=\"a9877\">(1) Los porcentajes de derechos de<div class=\"d0 w756\">\u00a0</div>voto han sido calculados sobre el<div class=\"d0 w758\">\u00a0</div>total de los derechos de<div class=\"d0 w631\">\u00a0</div>voto en PRISA a 31 </div><div class=\"po0 fs32 cl2 l1381 t2539\" id=\"a9878\">de diciembre de 2024 (esto<div class=\"d0 w616\">\u00a0</div>es, 1.086.380.193<div class=\"d0 w385\">\u00a0</div>derechos).<div class=\"d0 w299\">\u00a0</div></div><div class=\"po0 fs32 cl2 l1381 t2540\" id=\"a9881\">(2) D. Joseph<div class=\"d0 w52\">\u00a0</div>Oughourlian, consejero dominical, controla Amber Capital UK, LLP,<div class=\"d0 w950\">\u00a0</div>que act\u00faa como </div><div class=\"po0 fs41 cl2 l1382 t2541\" id=\"a9882\">\u201cinvestment </div><div class=\"po0 fs41 cl2 l1381 t2203\" id=\"a9883\">manager\u201d</div><div class=\"po0 fs32 cl2 l1383 t2542\" id=\"a9884\"><div class=\"d0 w276\">\u00a0</div>de<div class=\"d0 w222\">\u00a0</div>Oviedo<div class=\"d0 w199\">\u00a0</div>Holdings<div class=\"d0 w250\">\u00a0</div>Sarl<div class=\"d0 w291\">\u00a0</div>y<div class=\"d0 w271\">\u00a0</div>de<div class=\"d0 w235\">\u00a0</div>Amber<div class=\"d0 w5\">\u00a0</div>Capital<div class=\"d0 w343\">\u00a0</div>Investment<div class=\"d0 w483\">\u00a0</div>Management<div class=\"d0 w200\">\u00a0</div>ICAV<div class=\"d0 w289\">\u00a0</div>-<div class=\"d0 w470\">\u00a0</div>Amber<div class=\"d0 w483\">\u00a0</div>Global </div><div class=\"po0 fs32 cl2 l1381 t2543\" id=\"a9889\">Opportunities Fund. </div><div class=\"po0 fs32 cl2 l1381 t2544\" id=\"a9892\">(3) D. Juan Adolfo Utor ostenta<div class=\"d0 w951\">\u00a0</div>el control de Consignaciones y Amarras, S.A. y<div class=\"d0 w944\">\u00a0</div>\u00e9sta, a su vez, controla Gesti\u00f3n </div><div class=\"po0 fs32 cl2 l1381 t2545\" id=\"a9893\">Naviera, S.L. </div></div></div></div></div><div class=\"po1 w979 h202 lh0\" id=\"TextBlockContainer2400\"><div class=\"w952 po0 h194 l1384 t1000 bgc1\">\u00a0</div>\n<div class=\"w953 po0 h194 l1385 t1000 bgc1\">\u00a0</div>\n<div class=\"w871 po0 h194 l1386 t1000 bgc1\">\u00a0</div>\n<div class=\"w878 po0 h194 l1387 t1000 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h194 l1388 t1000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1388 t339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1388 t339 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h12 l1384 t339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1389 t1000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1389 t339 bgc0\">\u00a0</div>\n<div class=\"w954 po0 h12 l1385 t339 bgc0\">\u00a0</div>\n<div 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZkvN8bvxFt5K/5AdCk+g4TnQ5z8ALYEBqL9c+AHM3jgBG4mdpBR/LBb+VtqSwcwUzmCTHMXjQlEXNecYRFgXnPd4JR/nCIhB7+KODG1yRKTF1oH8UDLqLze9nz3ACbCDV1cZBkgEnAJjDo71Db2fYlpCwxZYXe9rZ8YoH8+BBwH16wNCMBMqL5LDWlDF8mqz4loMUPO6i3/d5RBn1JeZj+sV7+QFp234FNPADznTe48Dw7lgFTfby4glgEy06xpIiBcNzB3Vr1viJ/+obrGSPEOeiDAHbEEwA2qwQRnHFvuEfcobhPP1lwQ2hrflurWoyXEo6mAexxfkmABtgyr89rdi7Tui1Qn49qvn8g03sk5scL8gI169UrRTR1Q/lowAncALspYLcq6mgBe7lxWxzAXhKwGyX5mRIgeZnc/AQvgzY6n1v11RvxXQhw659rUjROvI0FcPPi/dDeDIgAtga/a+0tDbaIegM4OF6YmB7U4LU++KMB7Pl6Am4ECUBzzY3PLU3omlv10J9rboCN9kZTAWw0EtoZjR1g5W2mAewjgQxTFDMUIeFuhAQEC1lYHUcVGMxoYZ96E3MNPngE1JgKE9Bce0fgLxaHNF0z+1tPHz1wgPMeNV6SCLhPjrK3sxKNRnvzZlOlABvLAM3uwFZKPdHaVCYvMBMAXFtfV5nr3hZM51m8Q8BGaxN4Y9YBYN+4IfPe30gTC2mwnELIXtP9WfdVdAQSaTugxprh+Xmm0egzZhgANfeSp8i4T2Fx1eIe+S2K+xT37L3T1fvc34QIfqO5hW1/e0lFg5Tf3brZrNrHKw37aGXFPlKnf7R20262btlK5ZaVcrdsNLltneFdO+zfs93OPXvVvmsv4M4d2+3dtePRPetOP5Cz8aHVK/dtvfGRrdQ+EKBvCdDX5O+vubYfSJAwZw7zxBmr21ge8hUX6QqIG+kmGqlr2WAIoI3liuC/Aih3Y53iGr9O11xo55QGv07k55SOJ1Z+RJGJBDOg3WeelRvX6QoXGkSisSQI1KH54oWGq7Icqu5zM5WEObwvoPjCDgSV/Foe0sA09SAS9fY2EmlnDlr6NPNT6WH8ViwAgn7MJxNUZOntAQFACT8CXuT9avu5vXjJDwU8tKdPH/gqNB79ZFksK9GYpmLqCz8ZwGF+I3R4xRIaG3+daDxWCMKVep6d8agskXWWm9Y8QMfTX7fv3LNb8t+db96Vf3/PZyWYsSC9dedD8Qc+a8H5mPAIJ4KRk9FEFgrvl8Nfx7LgJY8nLtSufkR9c/pewU0zZ8y4U8rYK6kWy+WC3WqU7GcrVfvl2pL9enPD/kGa5f7qLduq37J68bblpnesO7orrf6BbXc+sOfnH9jjs+CX3Q9tb/ChnU7u26TwkbTRx7be/JnAfc+a5ZtWK8j3yi17ZL47KcnEZ9FLznqqyEAV8ufFs8p5wr8roQyMgNTBiimNGxAPbTDwxg6AAFsCnFfCeyjR3PalusX+qG8ccEzPmet8vF3CFkAbazBGME9l0Wi/jHP5fTDe9a0BL83lbxmVkAXglUrdr+GnfXjnOau2wnxmDTfvMh9l7Utt1E1V33qbKDOVR5tn8/loQIFCeeJLs9ab97ZjOvP02+7eS3spLf7sxSMH9JPHn0vD8yTYA3+pooNb5/HMO+WXyiWf2mOaz380QBYKGpTyPVh23hafq1wJIrlitBWQYsEAXAe0z0SkB1gu1rrDBDt58wtWj1sgEiSlYkXtMmnxvgTHmSyDAwmmbY8PoNldoM3fxstf3it9r+BOFENQpHbmc1NWmPoL/W80ytLcVfsF4N5YF7hvCtw3Z+A2u2M9gfuwd8/B/aJ9z56cBb+UJt8H3OMPZdp/ZLXKRwL3xw7ulsBdL8j3ygvcMul7LGyZ5AXyvIO7rwqxYi70CoN9VsPvTAGwpIU16DMA0HiKcVCjSTVCpq7hdIgqzAYB6dyASFXzdG6/KKqtfQnUGfOdQ4DLwS1wpYg3AzM1l3oRWAPc+Jus9+YxzPSyAs4nTuDLWuVi7Gy/dP8azcvbUX2VmYNbnMUxkuaetVENBOiA29/JJnCjUVlgArgxnx3cRxm4twF3aG8enHkscPNwyPPnj+MlDQQnpblHE2luuS2sGPOXPar+gA/NSnm8Q67dDnAPhrEKkgdesFJYEJM0900Be7a2ILEAfxONrnNYZ4BVQ4yk0SDmUPE29ruAW4Lv8NCfrjuRsEprCy7u0uX79b7p+/e5vX3RSP5r+OkfphzBtXjJIDKH1WxMm7nZzqCT6d7A16uUrS5fpiVfb5kpHPmiy9WKbTWqtlmHa7Zeq9pqpWpNdfzpIG8H3ZxM+IkEwti222Ntj+2kN5KJP7FhNsgZ/ggZlrN7rRIwrogAFD8KgKk2e1ChEO/qYlChLYheY/JhUuK/MXCiCm+oxxv2c64vw5TZC/r9HWcaYJjMRLeJIMNoHparUiZlYYr70kv1JdcldyCCa7x9Rf2SveETM3dV5rrPr3v0O/xa5trxR1kl5qu0BCjOJU/yvs2S1Vt3XKvSNsxhgmrMHcfDHWNZB/FKZt6kin/rL0D0wFsE33hxoz/QoWMRlFuW8ElvTbnmmvf27dDAuBQt+cnMONAe6oRA4TfD/O2om/G65A8++JmvukNjU0+EW3pIhPoTFMNd4ccaCGLiUlBfUvoIv5qgGSY6727Db6dfiJvQt2xzXtyruF9XOKzeRd9vQG2+TYDagT1LabRA7lthqteK8FQglWav5m2tXsjeRFqwjUZBgFaqfde073ZLPrvMel41vFwu6jq0h0B9PrZHpwP79Ghgj5U+gU8GMu1HsgJkHmoQAuyCqlDhRYfacGDz+Y53Yf565nGZ/2QXIOAVxAxUwMbAn4F7YzMGfxaJvtxrIn2NfOFQuakY0giGoYULMQB1HgOQuWuAQODOV8BJoPBebwJAvDOMc3gxYOQv1oB0P1rAYL7bV4VRX4Fvk/edy6piXpwBTJ7UmcdBCbr5oBdQY7UW89Qr/hth/Agg1/KmE6wD3o0OYFhlxrkJFAAV4YGgI2qND+3R6/UIcrEiz1ngpN94igyz+c7dWIKLtiXyTd/Sx/Q3mpo6IVRuZK90ZnEQwoB+4HzWhlMfd5u8E6JfITaJKaTYAcD3XxNV+3wqbXVNdZFW92W5GzOQE9gLNywR4yrbfL90lT++/01JAzL+0jcRrWUrWC6hM6by2WAi7SvuT+xEzvGxbOgTcUcH0bpDmbX82L2/uFACgB8FqGiMyoW3kvhzgfqz44HSvnWlqQdyrgfKfEsC4t5y0T5YKtkdMT8qcKvJDxTwaCpCBmviu98FwAYzdcLqL0xYf9OKz98yxXPkg5BBhzbCTIx3lfNTsfH88DwhdBK5C/EaobkT+5rno307zh7iSL8mioYCQDA+Z2gffuM7prX8LihNPzMcgaL4PS6CXnRL0nLM6fqcuUDLKje/Jq3llmkKMzPg7RKTRqQ8tLC/+IBlqrOlqh1/CQUWTjDTevFWFWdpeFybiCkQAGS+nWh/3QUiQgO/27Us7scknpU/UB/4k2pyAQA57aUNMV1GVHzT84t4QQbG+duv/qDHqRPPiXMvmV5Lv01GBJ7+IE/MfYRQCKotz+9CIOv/94Bu3b+r/PH9v4O8o+iqS72nb2l/GmBmXYG3K0CSngvcZ0PzlH2jDNzk0pSqh2vSvvFzvvL1lAGg/kxM2tc17mfqmi1p/A+WS863BGz/kQGZCMsSEh7xVa5XBW6IQYmJnDiWn8ZrcvFnGRA1pqSkwVg3zRw3A3Se5oENRS9dJrRK8m0BDPmziopByZQNc8GAGJMVEKRy0hSb5+H/4znvmFaTP8kKL8AqwUTemK34s2jzldWY30XD89goZfnqMJULsDDvASDLRmkfwTkXDpWaa0JMf6wa/xFDAZkHOAB0MM9hD7z/ADfWiLsNAByrQgIl8pJ14WVEH3Lv/BoJOfqb59URVLSFttIHTC9i8rsrIPOf/LyXPfXNGcUm8YPIj+WoBAPb8uHjIZSu+/xodPJPQoaU/ObBDb1vgP9w4J6ji+F5AfWZ9hD74haBcaB0IFeyp21Z1L6fKDNghfDJYbS1nyvua+A8lgn+5KTvpjj5ctswwfmR/FutsrR1/M52aH6WxoY5T+dfxQ0IbFPPWBQSPPBB5sDRAGagoaXhmRYVs3Dk7yWA5/0nngFE5eBvukZ3X5FIcWgZygptFX52IqpNXfnxA1Iiv77eWgOaRvn56u/wNwNQDGpA6m1EkFA2gBXz2uJYiFNxEGACu6Xg9xEQBhCdVVd/ZXJKxfSfCy1x3JcATAJq6kNfD6A2cQrnpn5nfp65fh78oL2xViD7zTMJBjjyDX7brY9pvHjrigtL3Uf/wUK1O/pRrHyjf7EoYp6bNwVBaUyl9H3RjwLcbyKHNgNU2/66WPbpH5oYLAvf/j0GsV+iTk2aNmdtmd2JX50NbPtcLJVfzE/910HgNTn0m3V+mbPsvyDCPt5BXhLT8d75V3ADUv2irqFR4TRYiSL7/LCbmQGwBLZvNwAu+iTKyJ6wUsf5RwfJlwUwqRwfzH5FVl6WRD3jGvIBgKQpD07k+tD8sQw2tS2uydqr9GIqMNqZpuqinCgjsf7pT/lk6Wx/Vv+oYFwbJnrUI+XtqT46O8srBEjqC8pNnPqANKoT+b6Noi6pXcqPetInDExd6j2pjJLvHtYQ4I7rU5tT+r5I9fwxgztLRclchy62oDgvKDqVPm7L/E7gPuwM7ag7VDoyueP+65vwkhxzfo6XHwEk+OaRcrH/5rbYO/+KbkC6sUGXW/A2uqqbf7nsNzcpztG/dO43KppBTkpfRXpBF4VeasfF7vnNr1C6It3/oMtXJE0IXW7TpS/fKK/Xr/l64vqUR6TU4fW+jnwj7/lj9MlV3d+3EeC+sMN+RJSafdE1b6Kv9KTv4vySfG5Z2NaUy7pezdtNbXy4UrJ7/B4YvwUmbc1vf7WksSvS1IBawt8vljz2nN+Q+0+CGGSv84yyPvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div 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po0 h12 l1406 t2564 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1407 t2564 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1401 t2564 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1408 t2564 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1403 t1392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1404 t1392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1405 t1392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1407 t1392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1408 t1392 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h200 l528 t2565 bgc1\">\u00a0</div>\n<div class=\"w958 po0 h175 l361 t2566 bgc1\">\u00a0</div>\n<div class=\"w953 po0 h200 l1397 t2565 bgc1\">\u00a0</div>\n<div class=\"w959 po0 h175 l1409 t2566 bgc1\">\u00a0</div>\n<div class=\"w871 po0 h200 l1399 t2565 bgc1\">\u00a0</div>\n<div class=\"w897 po0 h175 l1410 t2566 bgc1\">\u00a0</div>\n<div class=\"w878 po0 h200 l1401 t2565 bgc1\">\u00a0</div>\n<div class=\"w898 po0 h175 l1411 t2566 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1403 t2567 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h12 l528 t2567 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1404 t2567 bgc0\">\u00a0</div>\n<div class=\"w954 po0 h12 l1397 t2567 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1405 t2567 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1406 t2567 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1407 t2567 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1401 t2567 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1408 t2567 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h200 l1403 t2565 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h200 l1404 t2565 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h200 l1405 t2565 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h200 l1407 t2565 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h200 l1408 t2565 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h38 l528 t2568 bgc1\">\u00a0</div>\n<div class=\"w958 po0 h178 l361 t2569 bgc1\">\u00a0</div>\n<div class=\"w958 po0 h175 l361 t2570 bgc1\">\u00a0</div>\n<div class=\"w953 po0 h38 l1397 t2568 bgc1\">\u00a0</div>\n<div class=\"w959 po0 h178 l1409 t2571 bgc1\">\u00a0</div>\n<div class=\"w871 po0 h38 l1399 t2568 bgc1\">\u00a0</div>\n<div class=\"w897 po0 h178 l1410 t2571 bgc1\">\u00a0</div>\n<div class=\"w878 po0 h38 l1401 t2568 bgc1\">\u00a0</div>\n<div class=\"w898 po0 h178 l1411 t2571 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1403 t2572 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h12 l528 t2572 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1404 t2572 bgc0\">\u00a0</div>\n<div class=\"w954 po0 h12 l1397 t2572 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1405 t2572 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1406 t2572 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1407 t2572 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1401 t2572 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1408 t2572 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h38 l1403 t2568 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h38 l1404 t2568 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h38 l1405 t2568 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h38 l1407 t2568 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h38 l1408 t2568 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h194 l528 t2573 bgc1\">\u00a0</div>\n<div class=\"w958 po0 h178 l361 t2574 bgc1\">\u00a0</div>\n<div class=\"w953 po0 h194 l1397 t2573 bgc1\">\u00a0</div>\n<div class=\"w959 po0 h178 l1409 t2574 bgc1\">\u00a0</div>\n<div class=\"w871 po0 h194 l1399 t2573 bgc1\">\u00a0</div>\n<div class=\"w897 po0 h178 l1410 t2574 bgc1\">\u00a0</div>\n<div class=\"w878 po0 h194 l1401 t2573 bgc1\">\u00a0</div>\n<div class=\"w898 po0 h178 l1411 t2574 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1403 t2575 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h12 l528 t2575 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1404 t2575 bgc0\">\u00a0</div>\n<div class=\"w954 po0 h12 l1397 t2575 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1405 t2575 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1406 t2575 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1407 t2575 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1401 t2575 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1408 t2575 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1403 t2573 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1404 t2573 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1405 t2573 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1407 t2573 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1408 t2573 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h194 l528 t2576 bgc1\">\u00a0</div>\n<div class=\"w958 po0 h178 l361 t2577 bgc1\">\u00a0</div>\n<div class=\"w953 po0 h194 l1397 t2576 bgc1\">\u00a0</div>\n<div class=\"w959 po0 h178 l1409 t2577 bgc1\">\u00a0</div>\n<div class=\"w871 po0 h194 l1399 t2576 bgc1\">\u00a0</div>\n<div class=\"w897 po0 h178 l1410 t2577 bgc1\">\u00a0</div>\n<div class=\"w878 po0 h194 l1401 t2576 bgc1\">\u00a0</div>\n<div class=\"w898 po0 h178 l1411 t2577 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1403 t2578 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h12 l528 t2578 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1404 t2578 bgc0\">\u00a0</div>\n<div class=\"w954 po0 h12 l1397 t2578 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1405 t2578 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1406 t2578 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1407 t2578 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1401 t2578 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1408 t2578 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1403 t2576 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1404 t2576 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1405 t2576 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1407 t2576 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1408 t2576 bgc0\">\u00a0</div>\n<div class=\"w958 po0 h197 l361 t2486 bgc1\">\u00a0</div>\n<div class=\"w959 po0 h197 l1409 t2486 bgc1\">\u00a0</div>\n<div class=\"w897 po0 h197 l1410 t2486 bgc1\">\u00a0</div>\n<div class=\"w898 po0 h197 l1411 t2486 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1403 t2579 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h12 l528 t2579 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1404 t2579 bgc0\">\u00a0</div>\n<div class=\"w954 po0 h12 l1397 t2579 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1405 t2579 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1406 t2579 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1407 t2579 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1401 t2579 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1408 t2579 bgc0\">\u00a0</div>\n<div class=\"po1 w721 z0\" id=\"TextContainer2398\"><div class=\"po0 fs32 cl2 l1412 t756\" id=\"a9905\">(4) D. Roberto L\u00e1zaro<div class=\"d0 w740\">\u00a0</div>Alc\u00e1ntara Rojas controla<div class=\"d0 w425\">\u00a0</div>el 85% de Consorcio<div class=\"d0 w803\">\u00a0</div>Transportista<div class=\"d0 w473\">\u00a0</div>Occher,<div class=\"d0 w127\">\u00a0</div>S.A. de C.V. </div><div class=\"po0 fs32 cl2 l1412 t2580\" id=\"a9911\">(5) Seg\u00fan la informaci\u00f3n<div class=\"d0 w960\">\u00a0</div>de la que dispone<div class=\"d0 w961\">\u00a0</div>la Compa\u00f1\u00eda como<div class=\"d0 w962\">\u00a0</div>consecuencia de<div class=\"d0 w384\">\u00a0</div>la asistencia de Banco<div class=\"d0 w963\">\u00a0</div>Santander, </div><div class=\"po0 fs32 cl2 l1412 t2581\" id=\"a9912\">S.A. a la Junta<div class=\"d0 w964\">\u00a0</div>General de<div class=\"d0 w298\">\u00a0</div>Accionistas de<div class=\"d0 w631\">\u00a0</div>PRISA de 18<div class=\"d0 w962\">\u00a0</div>de diciembre<div class=\"d0 w960\">\u00a0</div>de 2020<div class=\"d0 w697\">\u00a0</div>(\u00faltima junta general<div class=\"d0 w965\">\u00a0</div>a la que<div class=\"d0 w966\">\u00a0</div>asisti\u00f3), </div><div class=\"po0 fs32 cl2 l1412 t2582\" id=\"a9913\">\u00e9ste era titular, directa e indirectamente de los derechos de voto que se<div class=\"d0 w967\">\u00a0</div>hacen constar en la tabla anterior. En la </div><div class=\"po0 fs32 cl2 l1412 t2583\" id=\"a9915\">actualidad<div class=\"d0 w23\">\u00a0</div>y<div class=\"d0 w30\">\u00a0</div>seg\u00fan<div class=\"d0 w55\">\u00a0</div>la<div class=\"d0 w60\">\u00a0</div>informaci\u00f3n<div class=\"d0 w738\">\u00a0</div>comunicada<div class=\"d0 w61\">\u00a0</div>por<div class=\"d0 w9\">\u00a0</div>Banco<div class=\"d0 w17\">\u00a0</div>Santander,<div class=\"d0 w968\">\u00a0</div>S.A.<div class=\"d0 w110\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la<div class=\"d0 w26\">\u00a0</div>Compa\u00f1\u00eda,<div class=\"d0 w969\">\u00a0</div>la<div class=\"d0 w60\">\u00a0</div>participaci\u00f3n </div><div class=\"po0 fs32 cl2 l1412 t2584\" id=\"a9916\">indirecta se instrumenta<div class=\"d0 w757\">\u00a0</div>a trav\u00e9s de C\u00e1ntabro<div class=\"d0 w753\">\u00a0</div>Catalana de Inversiones,<div class=\"d0 w830\">\u00a0</div>S.A. y Suleyado 2003,<div class=\"d0 w145\">\u00a0</div>S.L. </div><div class=\"po0 fs14 cl2 l1413 t2585\" id=\"a9920\">La participaci\u00f3n indirecta antes se\u00f1alada se instrumenta de la<div class=\"d0 w125\">\u00a0</div>siguiente forma: </div><div class=\"po0 fs39 cl2 l1414 t2586\" id=\"a9923\">Nombre o denominaci\u00f3n social<div class=\"d0 w970\">\u00a0</div>del </div><div class=\"po0 fs39 cl2 l1414 t2587\" id=\"a9925\">titular indirecto de la participaci\u00f3n </div><div class=\"po0 fs39 cl2 l1415 t2586\" id=\"a9927\">A trav\u00e9s de: Nombre o denominaci\u00f3n<div class=\"d0 w971\">\u00a0</div>social del </div><div class=\"po0 fs39 cl2 l1415 t2587\" id=\"a9928\">titular directo de la participaci\u00f3n </div><div class=\"po0 fs39 cl2 l1416 t2588\" id=\"a9930\">N\u00famero </div><div class=\"po0 fs39 cl2 l1416 t2586\" id=\"a9931\">de </div><div class=\"po0 fs39 cl2 l1416 t2587\" id=\"a9932\">derechos </div><div class=\"po0 fs39 cl2 l1416 t2549\" id=\"a9933\">de voto </div><div class=\"po0 fs39 cl2 l1417 t2588\" id=\"a9935\">% sobre el </div><div class=\"po0 fs39 cl2 l1417 t2586\" id=\"a9936\">total de </div><div class=\"po0 fs39 cl2 l1417 t2587\" id=\"a9937\">derechos </div><div class=\"po0 fs39 cl2 l1417 t2549\" id=\"a9938\">de voto </div><div class=\"po0 fs38 cl2 l1418 t2589\" id=\"a9940\">JOSEPH OUGHOURLIAN<div class=\"d0 w99\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1419 t2589\" id=\"a9942\">OVIEDO HOLDINGS, S.A.R.L </div><div class=\"po0 fs38 cl2 l1420 t2589\" id=\"a9945\">253.891.670 </div><div class=\"po0 fs38 cl2 l1421 t2589\" id=\"a9947\">23,37% </div><div class=\"po0 fs38 cl2 l1418 t2590\" id=\"a9949\">JOSEPH OUGHOURLIAN<div class=\"d0 w99\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1422 t2591\" id=\"a9951\">AMBER CAPITAL INVESTMENT<div class=\"d0 w971\">\u00a0</div>MANAGEMENT </div><div class=\"po0 fs38 cl2 l1423 t2592\" id=\"a9952\">ICAV - AMBER GLOBAL OPPORTUNITIES<div class=\"d0 w972\">\u00a0</div>FUND </div><div class=\"po0 fs38 cl2 l1424 t2590\" id=\"a9957\">68.939.827 </div><div class=\"po0 fs38 cl2 l1425 t2590\" id=\"a9959\">6,35% </div><div class=\"po0 fs38 cl2 l1426 t2593\" id=\"a9961\">RUCANDIO, S.A. </div><div class=\"po0 fs38 cl2 l1427 t2593\" id=\"a9963\">RUCANDIO INVERSIONES, SICAV,<div class=\"d0 w971\">\u00a0</div>S.A. </div><div class=\"po0 fs38 cl2 l1428 t2593\" id=\"a9965\">90.456 </div><div class=\"po0 fs38 cl2 l1425 t2593\" id=\"a9967\">0,01% </div><div class=\"po0 fs38 cl2 l1426 t2562\" id=\"a9969\">RUCANDIO, S.A. </div><div class=\"po0 fs38 cl2 l1429 t2562\" id=\"a9971\">PROMOTORA DE PUBLICACIONES,<div class=\"d0 w973\">\u00a0</div>S.L. </div><div class=\"po0 fs38 cl2 l1430 t2562\" id=\"a9974\">125.949 </div><div class=\"po0 fs38 cl2 l1425 t2562\" id=\"a9976\">0,01% </div><div class=\"po0 fs38 cl2 l1426 t2594\" id=\"a9978\">RUCANDIO, S.A. </div><div class=\"po0 fs38 cl2 l1431 t2594\" id=\"a9980\">AHERLOW INVERSIONES, S.L. </div><div class=\"po0 fs38 cl2 l1424 t2594\" id=\"a9982\">79.254.923 </div><div class=\"po0 fs38 cl2 l1425 t2594\" id=\"a9984\">7,30% </div><div class=\"po0 fs38 cl2 l1432 t2595\" id=\"a9986\">JUAN ADOLFO UTOR MART\u00cdNEZ </div><div class=\"po0 fs38 cl2 l1433 t2595\" id=\"a9988\">GESTI\u00d3N NAVIERA, S.L. </div><div class=\"po0 fs38 cl2 l1424 t2595\" id=\"a9990\">58.820.900 </div><div class=\"po0 fs38 cl2 l1425 t2595\" id=\"a9992\">5,41% </div><div class=\"po0 fs38 cl2 l1432 t2596\" id=\"a9994\">ROBERTO L\u00c1ZARO ALCANTARA </div><div class=\"po0 fs38 cl2 l1434 t2570\" id=\"a9995\">ROJAS </div><div class=\"po0 fs38 cl2 l1435 t2597\" id=\"a9997\">CONSORCIO TRANSPORTISTA OCCHER,<div class=\"d0 w974\">\u00a0</div>S.A. DE CV </div><div class=\"po0 fs38 cl2 l1424 t2597\" id=\"a9999\">35.570.206 </div><div class=\"po0 fs38 cl2 l1425 t2597\" id=\"a10001\">3,27% </div><div class=\"po0 fs38 cl2 l1436 t2598\" id=\"a10003\">BANCO SANTANDER, S.A. </div><div class=\"po0 fs38 cl2 l1437 t2598\" id=\"a10005\">SULEYADO 2003, S.L </div><div class=\"po0 fs38 cl2 l1438 t2598\" id=\"a10007\">5.627.382 </div><div class=\"po0 fs38 cl2 l1425 t2598\" id=\"a10009\">0,51% </div><div class=\"po0 fs38 cl2 l1436 t2599\" id=\"a10011\">BANCO SANTANDER, S.A. </div><div class=\"po0 fs38 cl2 l1439 t2599\" id=\"a10013\">CANTABRO CATALANA DE INVERSIONES,<div class=\"d0 w975\">\u00a0</div>S.A </div><div class=\"po0 fs38 cl2 l1424 t2599\" id=\"a10015\">11.390.364 </div><div class=\"po0 fs38 cl2 l1425 t2599\" id=\"a10017\">1,05% </div><div class=\"po0 fs38 cl2 l1440 t2600\" id=\"a10019\">DIEGO PRIETO MARTAGON<div class=\"d0 w971\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1441 t2600\" id=\"a10021\">HOPLITAS INVERSIONES, SICAV,<div class=\"d0 w949\">\u00a0</div>S.A. </div><div class=\"po0 fs38 cl2 l1424 t2600\" id=\"a10023\">33.893.000 </div><div class=\"po0 fs38 cl2 l1442 t2601\" id=\"a10025\">3,12%</div></div></div></div><div class=\"po1 w979 z0\" id=\"TextContainer2400\"><div class=\"po0 fs25 cl2 l1443 t2602\" id=\"a10030\">b)</div><div class=\"po0 fs25 cl2 l1444 t2602\" id=\"a10032\">Prima de emisi\u00f3n </div><div class=\"po0 fs14 cl2 l1443 t2603\" id=\"a10034\">El Texto<div class=\"d0 w516\">\u00a0</div>Refundido de<div class=\"d0 w147\">\u00a0</div>la Ley<div class=\"d0 w324\">\u00a0</div>de Sociedades<div class=\"d0 w146\">\u00a0</div>de Capital<div class=\"d0 w386\">\u00a0</div>no establece<div class=\"d0 w126\">\u00a0</div>restricci\u00f3n espec\u00edfica<div class=\"d0 w723\">\u00a0</div>alguna </div><div class=\"po0 fs14 cl2 l1443 t2604\" id=\"a10035\">en cuanto a la disponibilidad del saldo de esta reserva. </div><div class=\"po0 fs14 cl2 l1443 t2605\" id=\"a10038\">A 1 de enero de 2024 la prima de emisi\u00f3n de PRISA era de 89.346<div class=\"d0 w299\">\u00a0</div>miles de euros. </div><div class=\"po0 fs14 cl2 l1443 t2606\" id=\"a10041\">Como<div class=\"d0 w483\">\u00a0</div>consecuencia<div class=\"d0 w420\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>conversiones<div class=\"d0 w171\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>Obligaciones<div class=\"d0 w234\">\u00a0</div>Convertibles<div class=\"d0 w239\">\u00a0</div>2023<div class=\"d0 w293\">\u00a0</div>realizadas<div class=\"d0 w484\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l1443 t2607\" id=\"a10043\">ventana de conversi\u00f3n extraordinaria de febrero de 2024 y en las ventanas<div class=\"d0 w976\">\u00a0</div>ordinarias<div class=\"d0 w977\">\u00a0</div>de mayo </div><div class=\"po0 fs14 cl2 l1443 t2608\" id=\"a10053\">y<div class=\"d0 w9\">\u00a0</div>noviembre<div class=\"d0 w396\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>2024 citadas<div class=\"d0 w476\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>apartado anterior,<div class=\"d0 w517\">\u00a0</div>la prima<div class=\"d0 w163\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>emisi\u00f3n<div class=\"d0 w22\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la Sociedad<div class=\"d0 w404\">\u00a0</div>ha </div><div class=\"po0 fs14 cl2 l1443 t2609\" id=\"a10055\">aumentado en 5.519 miles de euros (0,27 euros por obligaci\u00f3n convertida).<div class=\"d0 w498\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1443 t2610\" id=\"a10062\">Asimismo, como<div class=\"d0 w414\">\u00a0</div>consecuencia de<div class=\"d0 w560\">\u00a0</div>las conversiones<div class=\"d0 w758\">\u00a0</div>anticipadas<div class=\"d0 w919\">\u00a0</div>de las<div class=\"d0 w411\">\u00a0</div>Obligaciones Convertibles </div><div class=\"po0 fs14 cl2 l1443 t2611\" id=\"a10072\">2024 realizadas<div class=\"d0 w330\">\u00a0</div>en las<div class=\"d0 w740\">\u00a0</div>ventanas<div class=\"d0 w978\">\u00a0</div>de conversi\u00f3n<div class=\"d0 w385\">\u00a0</div>ordinarias de<div class=\"d0 w555\">\u00a0</div>mayo y<div class=\"d0 w634\">\u00a0</div>noviembre de<div class=\"d0 w757\">\u00a0</div>2024, la<div class=\"d0 w567\">\u00a0</div>prima </div><div class=\"po0 fs14 cl2 l1443 t2612\" id=\"a10090\">de emisi\u00f3n<div class=\"d0 w239\">\u00a0</div>de la<div class=\"d0 w421\">\u00a0</div>Sociedad ha<div class=\"d0 w48\">\u00a0</div>aumentado en<div class=\"d0 w7\">\u00a0</div>15.570 miles<div class=\"d0 w383\">\u00a0</div>de euros<div class=\"d0 w518\">\u00a0</div>(0,27 euros<div class=\"d0 w32\">\u00a0</div>por obligaci\u00f3n </div><div class=\"po0 fs14 cl2 l1443 t2613\" id=\"a10095\">convertida). </div><div class=\"po0 fs14 cl2 l1443 t2614\" id=\"a10098\">En consecuencia,<div class=\"d0 w55\">\u00a0</div>la prima de<div class=\"d0 w165\">\u00a0</div>emisi\u00f3n asciende a<div class=\"d0 w286\">\u00a0</div>110.435<div class=\"d0 w16\">\u00a0</div>miles de<div class=\"d0 w129\">\u00a0</div>euros a<div class=\"d0 w26\">\u00a0</div>31 de<div class=\"d0 w396\">\u00a0</div>diciembre de </div><div class=\"po0 fs14 cl2 l1443 t2615\" id=\"a10109\">2024. </div></div></div><div class=\"po1 w198 h203 lh0\" id=\"TextBlockContainer2403\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2403\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a10121\">c)</div><div class=\"po0 fs25 cl2 l1446 t756\" id=\"a10123\">Otros instrumentos de patrimonio neto </div><div class=\"po0 fs14 cl2 l340 t2616\" id=\"a10126\">A 1 de enero de<div class=\"d0 w38\">\u00a0</div>2024 la cuenta de otros instrumentos de patrimonio neto<div class=\"d0 w50\">\u00a0</div>de PRISA ascend\u00eda a </div><div class=\"po0 fs14 cl2 l340 t2617\" id=\"a10127\">30.027 miles de euros. </div><div class=\"po0 fs14 cl2 l340 t2618\" id=\"a10130\">La Emisi\u00f3n 2024 del<div class=\"d0 w479\">\u00a0</div>segundo bono obligatoriamente<div class=\"d0 w325\">\u00a0</div>convertible en acciones descrito<div class=\"d0 w410\">\u00a0</div>en la nota </div><div class=\"po0 fs14 cl2 l340 t2619\" id=\"a10131\">1b se ha tratado y<div class=\"d0 w140\">\u00a0</div>registrado en 2024 como<div class=\"d0 w556\">\u00a0</div>un instrumento financiero<div class=\"d0 w113\">\u00a0</div>compuesto, porque es un </div><div class=\"po0 fs14 cl2 l340 t2620\" id=\"a10135\">instrumento financiero que incluye componentes de pasivo y de patrimonio simult\u00e1neamente. </div><div class=\"po0 fs14 cl2 l340 t2621\" id=\"a10136\">Por tanto, su tratamiento contable ha sido an\u00e1logo a la Emisi\u00f3n<div class=\"d0 w392\">\u00a0</div>2023 </div><div class=\"po0 fs26 cl2 l1447 t2622\" id=\"a10138\">(v\u00e9ase nota 4g)</div><div class=\"po0 fs14 cl2 l762 t2621\" id=\"a10141\">. </div><div class=\"po0 fs14 cl2 l340 t2623\" id=\"a10144\">De<div class=\"d0 w395\">\u00a0</div>este modo,<div class=\"d0 w111\">\u00a0</div>se ha<div class=\"d0 w281\">\u00a0</div>registrado un<div class=\"d0 w474\">\u00a0</div>componente de<div class=\"d0 w394\">\u00a0</div>patrimonio despu\u00e9s<div class=\"d0 w344\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>deducir todos<div class=\"d0 w7\">\u00a0</div>sus </div><div class=\"po0 fs14 cl2 l340 t2624\" id=\"a10145\">pasivos,<div class=\"d0 w286\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>medida<div class=\"d0 w201\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>bono<div class=\"d0 w396\">\u00a0</div>es<div class=\"d0 w368\">\u00a0</div>obligatoriamente convertible<div class=\"d0 w477\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>un<div class=\"d0 w110\">\u00a0</div>n\u00famero<div class=\"d0 w396\">\u00a0</div>fijo<div class=\"d0 w484\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t2625\" id=\"a10146\">acciones<div class=\"d0 w279\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>no<div class=\"d0 w376\">\u00a0</div>incorpora<div class=\"d0 w280\">\u00a0</div>ninguna<div class=\"d0 w463\">\u00a0</div>obligaci\u00f3n<div class=\"d0 w288\">\u00a0</div>contractual<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>entregar<div class=\"d0 w494\">\u00a0</div>efectivo<div class=\"d0 w380\">\u00a0</div>u<div class=\"d0 w648\">\u00a0</div>otro<div class=\"d0 w222\">\u00a0</div>activo </div><div class=\"po0 fs14 cl2 l340 t2626\" id=\"a10148\">financiero, distinto del pago de los cupones citado en<div class=\"d0 w38\">\u00a0</div>la nota 1b. Por ello, y<div class=\"d0 w20\">\u00a0</div>como resultado de </div><div class=\"po0 fs14 cl2 l340 t2627\" id=\"a10151\">registrar<div class=\"d0 w468\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>operaci\u00f3n<div class=\"d0 w390\">\u00a0</div>al<div class=\"d0 w162\">\u00a0</div>valor<div class=\"d0 w615\">\u00a0</div>razonable<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>instrumentos<div class=\"d0 w288\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>patrimonio<div class=\"d0 w404\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>emitir<div class=\"d0 w233\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>ha </div><div class=\"po0 fs14 cl2 l340 t2628\" id=\"a10152\">contabilizado<div class=\"d0 w30\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>momento<div class=\"d0 w334\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>su<div class=\"d0 w166\">\u00a0</div>emisi\u00f3n<div class=\"d0 w8\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>instrumento<div class=\"d0 w226\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>patrimonio<div class=\"d0 w518\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t2556\" id=\"a10155\">97.187 miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros, resultado<div class=\"d0 w233\">\u00a0</div>de la<div class=\"d0 w250\">\u00a0</div>diferencia entre<div class=\"d0 w167\">\u00a0</div>el efectivo<div class=\"d0 w338\">\u00a0</div>recibido por<div class=\"d0 w98\">\u00a0</div>la emisi\u00f3n<div class=\"d0 w248\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t2629\" id=\"a10156\">bono convertible y el pasivo descrito en el<div class=\"d0 w141\">\u00a0</div>p\u00e1rrafo siguiente, de manera que el patrimonio<div class=\"d0 w126\">\u00a0</div>neto </div><div class=\"po0 fs14 cl2 l340 t2630\" id=\"a10157\">consolidado se ha incrementado por el citado importe. A este respecto, el precio de conversi\u00f3n </div><div class=\"po0 fs14 cl2 l340 t2631\" id=\"a10160\">de las obligaciones convertibles no difiere de<div class=\"d0 w478\">\u00a0</div>manera sustancial con el valor de cotizaci\u00f3n de<div class=\"d0 w392\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t2632\" id=\"a10161\">acci\u00f3n de PRISA durante el periodo de suscripci\u00f3n del bono convertible. </div><div class=\"po0 fs14 cl2 l340 t2633\" id=\"a10163\"><div class=\"d0 w980\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t2634\" id=\"a10165\">Adicionalmente,<div class=\"d0 w343\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>registrado<div class=\"d0 w238\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>pasivo<div class=\"d0 w391\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l852 t2635\" id=\"a10166\">\u201cPasivos<div class=\"d0 w368\">\u00a0</div>financieros<div class=\"d0 w290\">\u00a0</div>no<div class=\"d0 w119\">\u00a0</div>corrientes\u201d</div><div class=\"po0 fs14 cl2 l340 t2636\" id=\"a10168\">calculado como<div class=\"d0 w389\">\u00a0</div>el valor<div class=\"d0 w161\">\u00a0</div>presente de<div class=\"d0 w224\">\u00a0</div>los cupones<div class=\"d0 w369\">\u00a0</div>pagaderos<div class=\"d0 w38\">\u00a0</div>en efectivo,<div class=\"d0 w485\">\u00a0</div>considerando que<div class=\"d0 w111\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t2637\" id=\"a10169\">conversi\u00f3n obligatoria<div class=\"d0 w353\">\u00a0</div>del bono se<div class=\"d0 w267\">\u00a0</div>realiza al<div class=\"d0 w251\">\u00a0</div>final de la<div class=\"d0 w498\">\u00a0</div>vida de la<div class=\"d0 w330\">\u00a0</div>duraci\u00f3n del<div class=\"d0 w140\">\u00a0</div>bono, sin estimar </div><div class=\"po0 fs14 cl2 l340 t2638\" id=\"a10170\">conversiones anticipadas, en<div class=\"d0 w283\">\u00a0</div>la medida en<div class=\"d0 w231\">\u00a0</div>que dichas<div class=\"d0 w27\">\u00a0</div>conversiones est\u00e1n fuera<div class=\"d0 w480\">\u00a0</div>del control de </div><div class=\"po0 fs14 cl2 l340 t2639\" id=\"a10172\">la Sociedad. Esto<div class=\"d0 w32\">\u00a0</div>supuso el registro de<div class=\"d0 w56\">\u00a0</div>un pasivo financiero inicial por<div class=\"d0 w518\">\u00a0</div>importe de 2.813 miles </div><div class=\"po0 fs14 cl2 l340 t2640\" id=\"a10173\">de euros.<div class=\"d0 w19\">\u00a0</div>La diferencia entre<div class=\"d0 w236\">\u00a0</div>el importe de<div class=\"d0 w30\">\u00a0</div>este pasivo y<div class=\"d0 w171\">\u00a0</div>el valor nominal<div class=\"d0 w30\">\u00a0</div>de los cupones ser\u00e1 </div><div class=\"po0 fs14 cl2 l340 t2641\" id=\"a10175\">registrado<div class=\"d0 w60\">\u00a0</div>e<div class=\"d0 w295\">\u00a0</div>imputado a<div class=\"d0 w586\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>cuenta<div class=\"d0 w24\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>resultados consolidada<div class=\"d0 w382\">\u00a0</div>durante<div class=\"d0 w8\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>duraci\u00f3n del<div class=\"d0 w168\">\u00a0</div>citado </div><div class=\"po0 fs14 cl2 l340 t2642\" id=\"a10176\">instrumento utilizando el m\u00e9todo del tipo de inter\u00e9s efectivo </div><div class=\"po0 fs26 cl2 l1097 t2643\" id=\"a10177\">(v\u00e9ase nota 15)</div><div class=\"po0 fs14 cl2 l1448 t2642\" id=\"a10178\">. </div><div class=\"po0 fs14 cl2 l340 t2644\" id=\"a10181\">Los<div class=\"d0 w438\">\u00a0</div>costes<div class=\"d0 w545\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>transacci\u00f3n<div class=\"d0 w461\">\u00a0</div>por<div class=\"d0 w510\">\u00a0</div>importe<div class=\"d0 w719\">\u00a0</div>aproximado<div class=\"d0 w376\">\u00a0</div>de<div class=\"d0 w240\">\u00a0</div>1,1<div class=\"d0 w433\">\u00a0</div>millones<div class=\"d0 w535\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>euros<div class=\"d0 w545\">\u00a0</div>han<div class=\"d0 w467\">\u00a0</div>sido </div><div class=\"po0 fs14 cl2 l340 t2645\" id=\"a10186\">registrados<div class=\"d0 w213\">\u00a0</div>principalmente<div class=\"d0 w397\">\u00a0</div>como<div class=\"d0 w717\">\u00a0</div>una<div class=\"d0 w398\">\u00a0</div>minoraci\u00f3n<div class=\"d0 w544\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>patrimonio<div class=\"d0 w535\">\u00a0</div>neto<div class=\"d0 w262\">\u00a0</div>consolidado,<div class=\"d0 w398\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t2646\" id=\"a10187\">medida<div class=\"d0 w743\">\u00a0</div>en<div class=\"d0 w159\">\u00a0</div>que<div class=\"d0 w158\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>pr\u00e1ctica<div class=\"d0 w313\">\u00a0</div>totalidad<div class=\"d0 w675\">\u00a0</div>del<div class=\"d0 w158\">\u00a0</div>bono<div class=\"d0 w346\">\u00a0</div>convertible<div class=\"d0 w901\">\u00a0</div>ha<div class=\"d0 w591\">\u00a0</div>sido<div class=\"d0 w675\">\u00a0</div>registrado<div class=\"d0 w744\">\u00a0</div>como<div class=\"d0 w638\">\u00a0</div>un </div><div class=\"po0 fs14 cl2 l340 t2647\" id=\"a10188\">instrumento de patrimonio. </div><div class=\"po0 fs14 cl2 l340 t2648\" id=\"a10191\">Tal y<div class=\"d0 w49\">\u00a0</div>como se ha<div class=\"d0 w484\">\u00a0</div>indicado anteriormente, en febrero,<div class=\"d0 w361\">\u00a0</div>mayo y noviembre<div class=\"d0 w201\">\u00a0</div>de 2024 han<div class=\"d0 w543\">\u00a0</div>existido </div><div class=\"po0 fs14 cl2 l340 t2649\" id=\"a10196\">conversiones y amortizaciones anticipadas de 20.443 obligaciones subordinadas<div class=\"d0 w39\">\u00a0</div>de la Emisi\u00f3n </div><div class=\"po0 fs14 cl2 l340 t2650\" id=\"a10198\">2023<div class=\"d0 w119\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>57.666<div class=\"d0 w98\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>Emisi\u00f3n<div class=\"d0 w475\">\u00a0</div>2024.<div class=\"d0 w98\">\u00a0</div>Esto<div class=\"d0 w245\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>supuesto<div class=\"d0 w232\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>reversi\u00f3n<div class=\"d0 w176\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>pasivos<div class=\"d0 w173\">\u00a0</div>financieros </div><div class=\"po0 fs14 cl2 l340 t2651\" id=\"a10200\">asociados a<div class=\"d0 w391\">\u00a0</div>las citadas<div class=\"d0 w171\">\u00a0</div>obligaciones convertidas por<div class=\"d0 w394\">\u00a0</div>la parte<div class=\"d0 w367\">\u00a0</div>correspondiente al<div class=\"d0 w58\">\u00a0</div>cup\u00f3n que<div class=\"d0 w23\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t2652\" id=\"a10203\">Sociedad ya no tiene la obligaci\u00f3n de satisfacer, en la medida en que PRISA s\u00f3lo ha tenido que </div><div class=\"po0 fs14 cl2 l340 t2653\" id=\"a10204\">pagar<div class=\"d0 w378\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>cup\u00f3n<div class=\"d0 w163\">\u00a0</div>devengado<div class=\"d0 w282\">\u00a0</div>correspondiente<div class=\"d0 w166\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>tales<div class=\"d0 w382\">\u00a0</div>obligaciones<div class=\"d0 w170\">\u00a0</div>desde<div class=\"d0 w297\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>momento<div class=\"d0 w166\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>sus </div><div class=\"po0 fs14 cl2 l340 t2654\" id=\"a10205\">emisiones (en febrero de 2023 y abril de<div class=\"d0 w58\">\u00a0</div>2024) hasta sus conversiones anticipadas en los meses </div><div class=\"po0 fs14 cl2 l340 t2655\" id=\"a10208\">indicados anteriormente y por un importe no significativo. Por tanto, el importe revertido a 31 </div><div class=\"po0 fs14 cl2 l340 t2656\" id=\"a10214\">de diciembre de 2024 con abono al patrimonio neto consolidado del Grupo ha ascendido a 770 </div><div class=\"po0 fs14 cl2 l340 t2657\" id=\"a10221\">miles de euros. </div></div></div><div class=\"po1 w198 h59 lh0\" id=\"TextBlockContainer2409\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2409\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a10233\">Las citadas conversiones<div class=\"d0 w57\">\u00a0</div>anticipadas de las<div class=\"d0 w201\">\u00a0</div>Obligaciones Convertibles 2023 han<div class=\"d0 w543\">\u00a0</div>supuesto una </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a10234\">reclasificaci\u00f3n dentro del patrimonio neto<div class=\"d0 w129\">\u00a0</div>consolidado entre el ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l921 t815\" id=\"a10235\">\u201cOtros instrumentos de </div><div class=\"po0 fs26 cl2 l340 t2658\" id=\"a10236\">patrimonio<div class=\"d0 w25\">\u00a0</div>neto\u201d</div><div class=\"po0 fs14 cl2 l1449 t902\" id=\"a10237\"><div class=\"d0 w210\">\u00a0</div>(donde<div class=\"d0 w720\">\u00a0</div>se<div class=\"d0 w467\">\u00a0</div>encontraba<div class=\"d0 w612\">\u00a0</div>registrado<div class=\"d0 w437\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>componente<div class=\"d0 w269\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>patrimonio<div class=\"d0 w507\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>dichas </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a10239\">obligaciones convertidas) y<div class=\"d0 w110\">\u00a0</div>capital social y<div class=\"d0 w201\">\u00a0</div>prima de emisi\u00f3n<div class=\"d0 w480\">\u00a0</div>por importe total<div class=\"d0 w223\">\u00a0</div>de 7.564 miles </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a10241\">de<div class=\"d0 w271\">\u00a0</div>euros.<div class=\"d0 w500\">\u00a0</div>Por<div class=\"d0 w500\">\u00a0</div>su<div class=\"d0 w166\">\u00a0</div>parte,<div class=\"d0 w373\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>conversi\u00f3n<div class=\"d0 w334\">\u00a0</div>anticipada<div class=\"d0 w282\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>Obligaciones<div class=\"d0 w404\">\u00a0</div>Convertibles<div class=\"d0 w469\">\u00a0</div>2024<div class=\"d0 w291\">\u00a0</div>ha </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a10242\">supuesto una reclasificaci\u00f3n an\u00e1loga por importe total<div class=\"d0 w265\">\u00a0</div>de 21.336 miles de euros. </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a10248\">En<div class=\"d0 w237\">\u00a0</div>consecuencia,<div class=\"d0 w164\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>cuenta<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>otros<div class=\"d0 w539\">\u00a0</div>instrumentos<div class=\"d0 w233\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>patrimonio<div class=\"d0 w518\">\u00a0</div>neto<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>PRISA<div class=\"d0 w334\">\u00a0</div>asciende<div class=\"d0 w344\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a10251\">99.147 miles de euros a 31 de diciembre de 2024. </div><div class=\"po0 fs25 cl2 l340 t2659\" id=\"a10262\">d)</div></div><div class=\"po0 l342 t2686 f0\" id=\"div_2406_XBRL_TS_8446711fc8a340adb4ed246e081d7c44\"><div class=\"po1 w374 h204 lh0\" id=\"TextBlockContainer2407\"><div class=\"po1 w374 z0\" id=\"TextContainer2407\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a10264\">Reservas de la sociedad dominante </div><div class=\"po0 fs26 cl2 l345 t2660\" id=\"a10266\">Reserva legal- </div><div class=\"po0 fs14 cl2 l345 t2661\" id=\"a10270\">De<div class=\"d0 w395\">\u00a0</div>acuerdo con<div class=\"d0 w419\">\u00a0</div>el Texto<div class=\"d0 w293\">\u00a0</div>Refundido de<div class=\"d0 w539\">\u00a0</div>la Ley<div class=\"d0 w233\">\u00a0</div>de Sociedades<div class=\"d0 w169\">\u00a0</div>de Capital,<div class=\"d0 w199\">\u00a0</div>debe destinarse<div class=\"d0 w420\">\u00a0</div>una </div><div class=\"po0 fs14 cl2 l345 t2662\" id=\"a10272\">cifra igual al 10%<div class=\"d0 w21\">\u00a0</div>del beneficio del ejercicio a la<div class=\"d0 w48\">\u00a0</div>reserva legal hasta que<div class=\"d0 w9\">\u00a0</div>\u00e9sta alcance, al menos, </div><div class=\"po0 fs14 cl2 l345 t2663\" id=\"a10273\">el 20% del capital social. </div><div class=\"po0 fs14 cl2 l345 t2664\" id=\"a10276\">La reserva legal podr\u00e1<div class=\"d0 w147\">\u00a0</div>utilizarse para aumentar<div class=\"d0 w375\">\u00a0</div>el capital en la<div class=\"d0 w329\">\u00a0</div>parte de su<div class=\"d0 w299\">\u00a0</div>saldo que exceda del </div><div class=\"po0 fs14 cl2 l345 t2665\" id=\"a10277\">10% del capital ya aumentado. </div><div class=\"po0 fs14 cl2 l345 t2666\" id=\"a10280\">Salvo<div class=\"d0 w391\">\u00a0</div>para<div class=\"d0 w229\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>finalidad<div class=\"d0 w396\">\u00a0</div>mencionada<div class=\"d0 w486\">\u00a0</div>anteriormente,<div class=\"d0 w9\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>mientras<div class=\"d0 w169\">\u00a0</div>no<div class=\"d0 w475\">\u00a0</div>supere<div class=\"d0 w167\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>20%<div class=\"d0 w286\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>capital </div><div class=\"po0 fs14 cl2 l345 t2667\" id=\"a10281\">social,<div class=\"d0 w389\">\u00a0</div>esta<div class=\"d0 w175\">\u00a0</div>reserva<div class=\"d0 w296\">\u00a0</div>s\u00f3lo<div class=\"d0 w164\">\u00a0</div>podr\u00e1<div class=\"d0 w421\">\u00a0</div>destinarse<div class=\"d0 w111\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>compensaci\u00f3n<div class=\"d0 w171\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>p\u00e9rdidas<div class=\"d0 w345\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>siempre<div class=\"d0 w174\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l345 t2668\" id=\"a10282\">existan otras reservas disponibles suficientes para este fin. </div><div class=\"po0 fs14 cl2 l345 t2669\" id=\"a10284\"><div class=\"d0 w981\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t2670\" id=\"a10286\">El saldo de la<div class=\"d0 w9\">\u00a0</div>reserva legal asciende<div class=\"d0 w27\">\u00a0</div>a 12.646 miles de<div class=\"d0 w32\">\u00a0</div>euros a 31 de<div class=\"d0 w60\">\u00a0</div>diciembre de 2024 (12.646 </div><div class=\"po0 fs14 cl2 l345 t2671\" id=\"a10298\">miles de euros a 31 de diciembre de 2023). </div><div class=\"po0 fs26 cl2 l345 t2672\" id=\"a10303\">Reserva para acciones propias- </div><div class=\"po0 fs14 cl2 l345 t2673\" id=\"a10307\">El Art\u00edculo 142<div class=\"d0 w264\">\u00a0</div>del Texto Refundido de<div class=\"d0 w368\">\u00a0</div>la Ley de Sociedades<div class=\"d0 w48\">\u00a0</div>de Capital establece que<div class=\"d0 w60\">\u00a0</div>cuando </div><div class=\"po0 fs14 cl2 l345 t2674\" id=\"a10308\">una sociedad hubiera adquirido acciones propias<div class=\"d0 w516\">\u00a0</div>establecer\u00e1 en el patrimonio neto del balance </div><div class=\"po0 fs14 cl2 l345 t2675\" id=\"a10309\">de<div class=\"d0 w170\">\u00a0</div>situaci\u00f3n<div class=\"d0 w477\">\u00a0</div>una<div class=\"d0 w339\">\u00a0</div>reserva<div class=\"d0 w476\">\u00a0</div>indisponible<div class=\"d0 w284\">\u00a0</div>equivalente<div class=\"d0 w176\">\u00a0</div>al<div class=\"d0 w162\">\u00a0</div>importe<div class=\"d0 w227\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>acciones<div class=\"d0 w292\">\u00a0</div>propias.<div class=\"d0 w227\">\u00a0</div>Esta </div><div class=\"po0 fs14 cl2 l345 t2676\" id=\"a10311\">reserva deber\u00e1 mantenerse en tanto las acciones no sean enajenadas<div class=\"d0 w267\">\u00a0</div>o amortizadas. </div><div class=\"po0 fs14 cl2 l345 t2677\" id=\"a10314\">El saldo de esta cuenta asciende a 953 miles de euros a 31 de diciembre de 2024 (1.449 miles de </div><div class=\"po0 fs14 cl2 l345 t2678\" id=\"a10324\">euros a 31 de diciembre de 2023). </div><div class=\"po0 fs25 cl2 l345 t2679\" id=\"a10329\">e)</div><div class=\"po0 fs25 cl2 l434 t2679\" id=\"a10331\">Reservas de primera aplicaci\u00f3n NIIF </div><div class=\"po0 fs14 cl2 l345 t2680\" id=\"a10333\">Como consecuencia de la<div class=\"d0 w26\">\u00a0</div>primera aplicaci\u00f3n de las NIIF<div class=\"d0 w59\">\u00a0</div>en los estados financieros del Grupo, </div><div class=\"po0 fs14 cl2 l345 t2681\" id=\"a10334\">a 1<div class=\"d0 w98\">\u00a0</div>de enero<div class=\"d0 w480\">\u00a0</div>de 2004<div class=\"d0 w395\">\u00a0</div>surgieron determinados<div class=\"d0 w57\">\u00a0</div>activos y pasivos,<div class=\"d0 w391\">\u00a0</div>cuyo efecto<div class=\"d0 w7\">\u00a0</div>en patrimonio<div class=\"d0 w110\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l345 t2682\" id=\"a10335\">encuentra reconocido en esta cuenta. </div><div class=\"po0 fs25 cl2 l345 t2683\" id=\"a10338\">f)</div><div class=\"po0 fs25 cl2 l434 t2683\" id=\"a10340\">Resultados acumulados de ejercicios anteriores </div><div class=\"po0 fs14 cl2 l345 t2684\" id=\"a10342\">En<div class=\"d0 w388\">\u00a0</div>estas<div class=\"d0 w250\">\u00a0</div>reservas<div class=\"d0 w174\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>recogen<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>resultados<div class=\"d0 w175\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>sociedades<div class=\"d0 w404\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>forman<div class=\"d0 w230\">\u00a0</div>parte<div class=\"d0 w549\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>Grupo </div><div class=\"po0 fs14 cl2 l341 t2685\" id=\"a10343\">consolidado, minorados por los dividendos distribuidos a la Sociedad<div class=\"d0 w265\">\u00a0</div>Dominante.</div></div></div></div></div><div class=\"po1 w755 h58 lh0\" id=\"TextBlockContainer2416\"><div class=\"po0 l342 t756 f0\" id=\"div_2413_XBRL_TS_43f0aff94377484f93a5024da608072e\"><div class=\"po1 w755 h58 lh0\" id=\"TextBlockContainer2414\"><div class=\"w89 po0 h12 l1450 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1450 t2687 bgc0\">\u00a0</div>\n<div class=\"w982 po0 h12 l1451 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1452 t2687 bgc0\">\u00a0</div>\n<div class=\"w982 po0 h12 l1453 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1454 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1454 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1450 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1452 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1454 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1450 t2689 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1451 t2689 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1455 t2689 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1456 t2689 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1452 t2689 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1453 t2689 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1457 t2689 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1458 t2689 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1454 t2689 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h38 l1450 t2690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h38 l1455 t2690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h38 l1452 t2690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h38 l1457 t2690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h38 l1454 t2690 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1459 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1459 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1460 t2097 bgc0\">\u00a0</div>\n<div class=\"w985 po0 h12 l1461 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1450 t2097 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1451 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1455 t2097 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1456 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1452 t2097 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1453 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1457 t2097 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1458 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1454 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1459 t2691 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1450 t2691 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1455 t2691 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1452 t2691 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1457 t2691 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1454 t2691 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1459 t1615 bgc0\">\u00a0</div>\n<div class=\"w986 po0 h12 l1460 t1615 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1450 t1615 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1451 t1615 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1455 t1615 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1456 t1615 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1452 t1615 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1453 t1615 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1457 t1615 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1458 t1615 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1454 t1615 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1459 t1616 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1450 t1616 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1455 t1616 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1452 t1616 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1457 t1616 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1454 t1616 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1459 t496 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1450 t496 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1455 t496 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1452 t496 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1457 t496 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1454 t496 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1459 t1617 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1450 t1617 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1455 t1617 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1452 t1617 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1457 t1617 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1454 t1617 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1459 t2424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1450 t2424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1455 t2424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1452 t2424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1457 t2424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1454 t2424 bgc0\">\u00a0</div>\n<div class=\"w986 po0 h83 l1460 t2692 bgc3\">\u00a0</div>\n<div class=\"w987 po0 h33 l1462 t2693 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h83 l1451 t2692 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1463 t2693 bgc3\">\u00a0</div>\n<div class=\"w983 po0 h83 l1464 t2692 bgc3\">\u00a0</div>\n<div class=\"w989 po0 h33 l1465 t2693 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h83 l1453 t2692 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1466 t2693 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h83 l1458 t2692 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1467 t2693 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1459 t972 bgc0\">\u00a0</div>\n<div class=\"w986 po0 h12 l1460 t972 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1450 t972 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1451 t972 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1455 t972 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1456 t972 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1452 t972 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1453 t972 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1457 t972 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1458 t972 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1454 t972 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1459 t2692 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1459 t973 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1459 t973 bgc0\">\u00a0</div>\n<div class=\"w986 po0 h12 l1460 t973 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1450 t2692 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1450 t973 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1451 t973 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1455 t2692 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1455 t973 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1456 t973 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1452 t2692 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1452 t973 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1453 t973 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1457 t2692 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1457 t973 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1458 t973 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1454 t2692 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1454 t973 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1454 t973 bgc0\">\u00a0</div>\n<div class=\"po1 w755 z0\" id=\"TextContainer2414\"><div class=\"po0 fs25 cl2 l507 t756\" id=\"a10359\">Acciones propias </div><div class=\"po0 fs14 cl2 l1252 t768\" id=\"a10361\">El<div class=\"d0 w98\">\u00a0</div>movimiento<div class=\"d0 w293\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>cuenta<div class=\"d0 w230\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1468 t2694\" id=\"a10362\">Acciones<div class=\"d0 w343\">\u00a0</div>propias</div><div class=\"po0 fs14 cl2 l1469 t768\" id=\"a10363\">\u201d<div class=\"d0 w119\">\u00a0</div>durante<div class=\"d0 w229\">\u00a0</div>los<div class=\"d0 w539\">\u00a0</div>ejercicios<div class=\"d0 w486\">\u00a0</div>2024<div class=\"d0 w31\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>2023<div class=\"d0 w290\">\u00a0</div>ha<div class=\"d0 w171\">\u00a0</div>sido<div class=\"d0 w485\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l1252 t769\" id=\"a10367\">siguiente: </div><div class=\"po0 fs38 cl2 l1470 t2695\" id=\"a10371\">Ejercicio 2024 </div><div class=\"po0 fs38 cl2 l1158 t2695\" id=\"a10373\">Ejercicio 2023 </div><div class=\"po0 fs38 cl2 l1471 t2696\" id=\"a10375\">N\u00famero de </div><div class=\"po0 fs38 cl2 l1472 t2697\" id=\"a10376\">Acciones </div><div class=\"po0 fs38 cl2 l1473 t2696\" id=\"a10378\">Importe (miles </div><div class=\"po0 fs38 cl2 l1474 t2697\" id=\"a10379\">de euros) </div><div class=\"po0 fs38 cl2 l1475 t2696\" id=\"a10381\">N\u00famero de </div><div class=\"po0 fs38 cl2 l1476 t2697\" id=\"a10382\">Acciones </div><div class=\"po0 fs38 cl2 l1477 t2696\" id=\"a10384\">Importe (miles </div><div class=\"po0 fs38 cl2 l1478 t2697\" id=\"a10385\">de euros) </div><div class=\"po0 fs39 cl2 l1479 t2698\" id=\"a10387\">Al inicio del ejercicio </div><div class=\"po0 fs39 cl2 l1480 t2698\" id=\"a10389\">4.997.108 </div><div class=\"po0 fs39 cl2 l1481 t2698\" id=\"a10391\">1.449 </div><div class=\"po0 fs39 cl2 l1220 t2698\" id=\"a10393\">1.425.317 </div><div class=\"po0 fs39 cl2 l1159 t2698\" id=\"a10395\">401 </div><div class=\"po0 fs38 cl2 l1479 t2699\" id=\"a10397\">Entregas </div><div class=\"po0 fs38 cl2 l1482 t2699\" id=\"a10399\">(2.011.865) </div><div class=\"po0 fs38 cl2 l1483 t2699\" id=\"a10401\">(811) </div><div class=\"po0 fs38 cl2 l1254 t2699\" id=\"a10403\">(748.677) </div><div class=\"po0 fs38 cl2 l1484 t2699\" id=\"a10405\">(1.600) </div><div class=\"po0 fs38 cl2 l1479 t2700\" id=\"a10407\">Compras </div><div class=\"po0 fs38 cl2 l1485 t2700\" id=\"a10409\">803.549 </div><div class=\"po0 fs38 cl2 l1486 t2700\" id=\"a10411\">270 </div><div class=\"po0 fs38 cl2 l1220 t2700\" id=\"a10413\">5.047.753 </div><div class=\"po0 fs38 cl2 l1487 t2700\" id=\"a10415\">1.899 </div><div class=\"po0 fs38 cl2 l1479 t2701\" id=\"a10417\">Ventas </div><div class=\"po0 fs38 cl2 l1488 t2701\" id=\"a10419\">(621.416) </div><div class=\"po0 fs38 cl2 l1483 t2701\" id=\"a10421\">(205) </div><div class=\"po0 fs38 cl2 l1254 t2701\" id=\"a10423\">(727.285) </div><div class=\"po0 fs38 cl2 l1489 t2701\" id=\"a10425\">(249) </div><div class=\"po0 fs38 cl2 l1479 t2702\" id=\"a10427\">Corecci\u00f3n de valor de acciones propias </div><div class=\"po0 fs38 cl2 l1490 t2702\" id=\"a10429\">- </div><div class=\"po0 fs38 cl2 l1486 t2702\" id=\"a10431\">250 </div><div class=\"po0 fs38 cl2 l1491 t2702\" id=\"a10433\">- </div><div class=\"po0 fs38 cl2 l1159 t2702\" id=\"a10435\">998 </div><div class=\"po0 fs39 cl2 l1479 t2703\" id=\"a10437\">Al cierre del ejercicio </div><div class=\"po0 fs39 cl2 l1480 t2703\" id=\"a10439\">3.167.376 </div><div class=\"po0 fs39 cl2 l1486 t2703\" id=\"a10441\">953 </div><div class=\"po0 fs39 cl2 l1220 t2703\" id=\"a10443\">4.997.108 </div><div class=\"po0 fs39 cl2 l1487 t2703\" id=\"a10445\">1.449 </div><div class=\"po0 fs14 cl2 l504 t2704\" id=\"a10449\">Promotora de Informaciones, </div><div class=\"po0 fs14 cl2 l1492 t2704\" id=\"a10449_28_4\">S.A.</div><div class=\"po0 fs14 cl2 l1493 t2704\" id=\"a10449_32_63\"><div class=\"d0 w907\">\u00a0</div>mantiene, a 31 de<div class=\"d0 w126\">\u00a0</div>diciembre de 2024, 3.167.376<div class=\"d0 w422\">\u00a0</div>acciones de la </div><div class=\"po0 fs14 cl2 l1252 t2705\" id=\"a10455\">propia Sociedad en autocartera, lo que representa un 0,292% del capital<div class=\"d0 w324\">\u00a0</div>social a dicha fecha. </div><div class=\"po0 fs14 cl2 l1252 t2706\" id=\"a10465\">Las acciones propias<div class=\"d0 w19\">\u00a0</div>se encuentran valoradas a<div class=\"d0 w31\">\u00a0</div>precio de mercado<div class=\"d0 w418\">\u00a0</div>a 31 de<div class=\"d0 w129\">\u00a0</div>diciembre de 2024, </div><div class=\"po0 fs14 cl2 l1252 t783\" id=\"a10468\">0,30 euros por acci\u00f3n. El valor de mercado de las mismas asciende a 953 miles de<div class=\"d0 w268\">\u00a0</div>euros. </div><div class=\"po0 fs14 cl2 l1252 t784\" id=\"a10480\">Al 31 de diciembre de 2024 y 2023 la Sociedad no mantiene ninguna acci\u00f3n<div class=\"d0 w268\">\u00a0</div>en pr\u00e9stamo. </div><div class=\"po0 fs14 cl2 l1252 t786\" id=\"a10487\">En el mes<div class=\"d0 w488\">\u00a0</div>de julio<div class=\"d0 w113\">\u00a0</div>de 2019 la<div class=\"d0 w411\">\u00a0</div>Sociedad suscribi\u00f3<div class=\"d0 w422\">\u00a0</div>un contrato de<div class=\"d0 w634\">\u00a0</div>liquidez de duraci\u00f3n<div class=\"d0 w825\">\u00a0</div>anual, cuyo </div><div class=\"po0 fs14 cl2 l1252 t787\" id=\"a10488\">\u00fanico<div class=\"d0 w469\">\u00a0</div>objetivo<div class=\"d0 w224\">\u00a0</div>es<div class=\"d0 w175\">\u00a0</div>favorecer<div class=\"d0 w334\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>liquidez<div class=\"d0 w290\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>regularidad<div class=\"d0 w390\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>cotizaci\u00f3n<div class=\"d0 w233\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>acciones<div class=\"d0 w391\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l1252 t788\" id=\"a10489\">Sociedad, dentro de los l\u00edmites establecidos por la Junta de Accionistas<div class=\"d0 w33\">\u00a0</div>de la Sociedad y por la </div><div class=\"po0 fs14 cl2 l1252 t789\" id=\"a10491\">normativa de aplicaci\u00f3n, en particular la<div class=\"d0 w22\">\u00a0</div>Circular 1/2017. Dicho contrato se ha<div class=\"d0 w366\">\u00a0</div>ido renovando </div><div class=\"po0 fs14 cl2 l1252 t790\" id=\"a10492\">anualmente siendo la \u00faltima renovaci\u00f3n en julio de 2024, con vigencia hasta julio de 2025. Este </div><div class=\"po0 fs14 cl2 l1252 t791\" id=\"a10493\">contrato se<div class=\"d0 w249\">\u00a0</div>suspendi\u00f3 temporalmente<div class=\"d0 w283\">\u00a0</div>entre el<div class=\"d0 w284\">\u00a0</div>29 de<div class=\"d0 w391\">\u00a0</div>marzo de<div class=\"d0 w3\">\u00a0</div>2023 y<div class=\"d0 w485\">\u00a0</div>el 29<div class=\"d0 w476\">\u00a0</div>de septiembre<div class=\"d0 w98\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l1252 t792\" id=\"a10496\">2023,<div class=\"d0 w110\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>encuentra<div class=\"d0 w17\">\u00a0</div>suspendido<div class=\"d0 w32\">\u00a0</div>desde<div class=\"d0 w236\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>19<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>noviembre<div class=\"d0 w48\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2024<div class=\"d0 w63\">\u00a0</div>hasta<div class=\"d0 w7\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>fecha<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>cierre, </div><div class=\"po0 fs14 cl2 l1252 t2707\" id=\"a10497\">debido a los programas de Recompra mencionados en los dos siguientes<div class=\"d0 w990\">\u00a0</div>p\u00e1rrafos. En el marco </div><div class=\"po0 fs14 cl2 l1252 t2708\" id=\"a10507\">de este<div class=\"d0 w518\">\u00a0</div>contrato, la<div class=\"d0 w228\">\u00a0</div>Sociedad ha<div class=\"d0 w484\">\u00a0</div>ejecutado en<div class=\"d0 w110\">\u00a0</div>el ejercicio 2024<div class=\"d0 w287\">\u00a0</div>un total<div class=\"d0 w175\">\u00a0</div>de compras<div class=\"d0 w333\">\u00a0</div>de 598.947 </div><div class=\"po0 fs14 cl2 l1252 t2709\" id=\"a10508\">acciones<div class=\"d0 w286\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>un<div class=\"d0 w110\">\u00a0</div>total<div class=\"d0 w111\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>ventas<div class=\"d0 w7\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>621.416,<div class=\"d0 w63\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>lo<div class=\"d0 w111\">\u00a0</div>tanto<div class=\"d0 w296\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>ventas<div class=\"d0 w18\">\u00a0</div>netas<div class=\"d0 w283\">\u00a0</div>han<div class=\"d0 w129\">\u00a0</div>sido<div class=\"d0 w333\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>22.469 </div><div class=\"po0 fs14 cl2 l1252 t2710\" id=\"a10509\">acciones y 5 miles de euros.<div class=\"d0 w991\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1252 t2711\" id=\"a10512\">El 28<div class=\"d0 w31\">\u00a0</div>de marzo<div class=\"d0 w129\">\u00a0</div>de 2023<div class=\"d0 w395\">\u00a0</div>el Consejo<div class=\"d0 w22\">\u00a0</div>de Administraci\u00f3n de<div class=\"d0 w390\">\u00a0</div>la Sociedad<div class=\"d0 w20\">\u00a0</div>acord\u00f3 un Programa<div class=\"d0 w383\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l1252 t2712\" id=\"a10513\">Recompra<div class=\"d0 w245\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>acciones<div class=\"d0 w395\">\u00a0</div>propias<div class=\"d0 w172\">\u00a0</div>al<div class=\"d0 w419\">\u00a0</div>amparo<div class=\"d0 w368\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>autorizaci\u00f3n<div class=\"d0 w164\">\u00a0</div>conferida<div class=\"d0 w264\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>Junta<div class=\"d0 w383\">\u00a0</div>General </div><div class=\"po0 fs14 cl2 l1252 t2713\" id=\"a10514\">ordinaria de<div class=\"d0 w140\">\u00a0</div>Accionistas del<div class=\"d0 w141\">\u00a0</div>28 de junio<div class=\"d0 w147\">\u00a0</div>de 2022,<div class=\"d0 w85\">\u00a0</div>con el<div class=\"d0 w299\">\u00a0</div>\u00fanico prop\u00f3sito<div class=\"d0 w556\">\u00a0</div>de dotar a<div class=\"d0 w266\">\u00a0</div>la autocartera </div><div class=\"po0 fs14 cl2 l1252 t2714\" id=\"a10516\">de la Sociedad de una cantidad suficiente de acciones que permitiera atender las liquidaciones </div><div class=\"po0 fs14 cl2 l1252 t2715\" id=\"a10517\">de los<div class=\"d0 w286\">\u00a0</div>planes retributivos actualmente<div class=\"d0 w7\">\u00a0</div>vigentes para<div class=\"d0 w395\">\u00a0</div>los consejeros<div class=\"d0 w21\">\u00a0</div>ejecutivos y<div class=\"d0 w26\">\u00a0</div>directivos del </div><div class=\"po0 fs14 cl2 l1252 t2716\" id=\"a10518\">Grupo<div class=\"d0 w171\">\u00a0</div>PRISA<div class=\"d0 w366\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l1494 t2717\" id=\"a10519\">v\u00e9ase<div class=\"d0 w246\">\u00a0</div>nota<div class=\"d0 w480\">\u00a0</div>14</div><div class=\"po0 fs14 cl2 l1495 t2716\" id=\"a10520\">).<div class=\"d0 w8\">\u00a0</div>El<div class=\"d0 w110\">\u00a0</div>mismo<div class=\"d0 w201\">\u00a0</div>comenz\u00f3<div class=\"d0 w24\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>29<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>marzo<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2023<div class=\"d0 w63\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>finaliz\u00f3<div class=\"d0 w59\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>29<div class=\"d0 w31\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l1252 t2718\" id=\"a10522\">septiembre<div class=\"d0 w376\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>2023<div class=\"d0 w276\">\u00a0</div>una<div class=\"d0 w339\">\u00a0</div>vez<div class=\"d0 w503\">\u00a0</div>concluido<div class=\"d0 w372\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>plazo<div class=\"d0 w617\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>seis<div class=\"d0 w25\">\u00a0</div>meses<div class=\"d0 w370\">\u00a0</div>establecido<div class=\"d0 w222\">\u00a0</div>como<div class=\"d0 w493\">\u00a0</div>l\u00edmite<div class=\"d0 w487\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l1252 t805\" id=\"a10523\">ejecuci\u00f3n. En el marco<div class=\"d0 w143\">\u00a0</div>de este programa<div class=\"d0 w113\">\u00a0</div>la Sociedad adquiri\u00f3<div class=\"d0 w619\">\u00a0</div>un total de<div class=\"d0 w532\">\u00a0</div>4.421.714 acciones con </div><div class=\"po0 fs14 cl2 l1252 t2719\" id=\"a10524\">un coste de 1.689 miles de euros.<div class=\"d0 w708\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t807\" id=\"a10528\">El<div class=\"d0 w111\">\u00a0</div>18<div class=\"d0 w293\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>noviembre<div class=\"d0 w484\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2024<div class=\"d0 w293\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>Consejo<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Administraci\u00f3n<div class=\"d0 w231\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>Sociedad<div class=\"d0 w7\">\u00a0</div>acord\u00f3<div class=\"d0 w296\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>nuevo </div><div class=\"po0 fs14 cl2 l345 t808\" id=\"a10529\">Programa de Recompra de<div class=\"d0 w561\">\u00a0</div>acciones propias al amparo<div class=\"d0 w558\">\u00a0</div>de la autorizaci\u00f3n conferida<div class=\"d0 w422\">\u00a0</div>por la Junta </div><div class=\"po0 fs14 cl2 l345 t809\" id=\"a10530\">General<div class=\"d0 w278\">\u00a0</div>ordinaria<div class=\"d0 w586\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Accionistas<div class=\"d0 w633\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>26<div class=\"d0 w276\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>junio<div class=\"d0 w494\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>2024,<div class=\"d0 w339\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>mismo<div class=\"d0 w294\">\u00a0</div>prop\u00f3sito<div class=\"d0 w275\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t810\" id=\"a10532\">comentado anteriormente, por<div class=\"d0 w423\">\u00a0</div>un m\u00e1ximo de 1.400.000<div class=\"d0 w499\">\u00a0</div>acciones o 500<div class=\"d0 w265\">\u00a0</div>miles de euros. El<div class=\"d0 w584\">\u00a0</div>mismo </div></div></div></div></div><div class=\"po1 w502 h205 lh0\" id=\"TextBlockContainer2420\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2420\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a10542\">comenz\u00f3 el<div class=\"d0 w24\">\u00a0</div>19 de noviembre<div class=\"d0 w19\">\u00a0</div>de 2024 y<div class=\"d0 w369\">\u00a0</div>permanecer\u00e1 vigente, en<div class=\"d0 w31\">\u00a0</div>principio, hasta el<div class=\"d0 w30\">\u00a0</div>30 de abril </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a10543\">de 2025, salvo que se alcancen con anterioridad los m\u00e1ximos mencionados.<div class=\"d0 w141\">\u00a0</div>En el marco de este </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a10544\">programa<div class=\"d0 w18\">\u00a0</div>la Sociedad<div class=\"d0 w404\">\u00a0</div>ha adquirido<div class=\"d0 w250\">\u00a0</div>un total<div class=\"d0 w3\">\u00a0</div>de 204.602<div class=\"d0 w287\">\u00a0</div>acciones con<div class=\"d0 w173\">\u00a0</div>un<div class=\"d0 w22\">\u00a0</div>coste de<div class=\"d0 w517\">\u00a0</div>70 miles<div class=\"d0 w235\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a10546\">euros. </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a10549\">Durante el ejercicio 2024 se ha llevado a cabo la entrega de acciones propias derivadas<div class=\"d0 w126\">\u00a0</div>del Plan </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a10550\">de<div class=\"d0 w170\">\u00a0</div>Incentivos<div class=\"d0 w482\">\u00a0</div>2022-2025<div class=\"d0 w170\">\u00a0</div>tanto<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>CFO<div class=\"d0 w5\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>PRISA,<div class=\"d0 w469\">\u00a0</div>como<div class=\"d0 w166\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>presidentes<div class=\"d0 w160\">\u00a0</div>ejecutivos<div class=\"d0 w227\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a10553\">Santillana y Media y del<div class=\"d0 w300\">\u00a0</div>equipo directivo </div><div class=\"po0 fs26 cl2 l1496 t2186\" id=\"a10555\">(v\u00e9anse notas 14, 20 y<div class=\"d0 w405\">\u00a0</div>21). </div><div class=\"po0 fs14 cl2 l1497 t821\" id=\"a10558\">En el marco de<div class=\"d0 w299\">\u00a0</div>este contrato, </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a10559\">la Sociedad ha<div class=\"d0 w396\">\u00a0</div>entregado un total de<div class=\"d0 w55\">\u00a0</div>2.011.865 acciones netas<div class=\"d0 w17\">\u00a0</div>de los impuestos aplicables,<div class=\"d0 w39\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a10560\">se<div class=\"d0 w157\">\u00a0</div>encontraban<div class=\"d0 w408\">\u00a0</div>valoradas<div class=\"d0 w261\">\u00a0</div>a<div class=\"d0 w156\">\u00a0</div>un<div class=\"d0 w408\">\u00a0</div>coste<div class=\"d0 w526\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>811<div class=\"d0 w194\">\u00a0</div>miles<div class=\"d0 w260\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>euros<div class=\"d0 w445\">\u00a0</div>en<div class=\"d0 w159\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>balance<div class=\"d0 w750\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>situaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a10561\">consolidado. </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a10564\">En el ejercicio<div class=\"d0 w653\">\u00a0</div>2023 y en<div class=\"d0 w567\">\u00a0</div>el marco<div class=\"d0 w299\">\u00a0</div>del mismo<div class=\"d0 w299\">\u00a0</div>Plan de<div class=\"d0 w300\">\u00a0</div>Incentivos 2022-2025<div class=\"d0 w423\">\u00a0</div>y contrato,<div class=\"d0 w342\">\u00a0</div>la Sociedad </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a10567\">entreg\u00f3<div class=\"d0 w288\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>total<div class=\"d0 w226\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>748.677<div class=\"d0 w98\">\u00a0</div>acciones<div class=\"d0 w391\">\u00a0</div>netas<div class=\"d0 w389\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>impuestos<div class=\"d0 w175\">\u00a0</div>aplicables,<div class=\"d0 w245\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>encontraban </div><div class=\"po0 fs14 cl2 l341 t2720\" id=\"a10570\">valoradas a un coste de 1.600 miles de euros en el balance<div class=\"d0 w125\">\u00a0</div>de situaci\u00f3n consolidado.</div></div></div><div class=\"po1 w374 h206 lh0\" id=\"TextBlockContainer2428\"><div class=\"po0 l342 t756 f0\" id=\"div_2425_XBRL_TS_5137d9cdeba243918ac64ed34fb04e80\"><div class=\"po1 w374 h206 lh0\" id=\"TextBlockContainer2426\"><div class=\"w89 po0 h12 l1498 t2722 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1498 t2722 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l631 t2722 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l91 t2722 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l91 t2725 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1500 t2725 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1501 t2726 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1498 t2726 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l91 t2726 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1500 t2726 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1501 t2727 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1498 t2727 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l91 t2727 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1500 t2727 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1501 t2728 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1498 t2728 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l91 t2728 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1500 t2728 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1501 t2729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1498 t2729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l91 t2729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1500 t2729 bgc0\">\u00a0</div>\n<div class=\"w993 po0 h41 l1502 t2730 bgc3\">\u00a0</div>\n<div class=\"w994 po0 h33 l1504 t2026 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h41 l1505 t2730 bgc3\">\u00a0</div>\n<div class=\"w924 po0 h33 l1506 t2026 bgc3\">\u00a0</div>\n<div class=\"w917 po0 h41 l1499 t2730 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h33 l1507 t2026 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1501 t1066 bgc0\">\u00a0</div>\n<div class=\"w995 po0 h12 l1502 t1066 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1498 t1066 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l631 t1066 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l91 t1066 bgc0\">\u00a0</div>\n<div class=\"w917 po0 h12 l1499 t1066 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1500 t1066 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1501 t2730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1501 t2731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1501 t2731 bgc0\">\u00a0</div>\n<div class=\"w995 po0 h12 l1502 t2731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1498 t2730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1498 t2731 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l631 t2731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l91 t2730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l91 t2731 bgc0\">\u00a0</div>\n<div class=\"w917 po0 h12 l1499 t2731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1500 t2730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1500 t2731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1500 t2731 bgc0\">\u00a0</div>\n<div class=\"po1 w374 z0\" id=\"TextContainer2426\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a10575\">Diferencias de conversi\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1048\" id=\"a10577\">La diferencia entre<div class=\"d0 w480\">\u00a0</div>el importe de<div class=\"d0 w129\">\u00a0</div>los fondos propios convertidos<div class=\"d0 w48\">\u00a0</div>al tipo de<div class=\"d0 w200\">\u00a0</div>cambio hist\u00f3rico y </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a10578\">la situaci\u00f3n patrimonial<div class=\"d0 w234\">\u00a0</div>neta que resulta<div class=\"d0 w20\">\u00a0</div>de la<div class=\"d0 w34\">\u00a0</div>conversi\u00f3n de las<div class=\"d0 w18\">\u00a0</div>partidas de balance<div class=\"d0 w63\">\u00a0</div>a tipo de </div><div class=\"po0 fs14 cl2 l345 t770\" id=\"a10579\">cambio de la fecha de cierre y de las partidas<div class=\"d0 w20\">\u00a0</div>de resultados a tipo de cambio medio, se incluye </div><div class=\"po0 fs14 cl2 l345 t771\" id=\"a10581\">en el<div class=\"d0 w245\">\u00a0</div>ep\u00edgrafe \"</div><div class=\"po0 fs26 cl2 l1508 t2732\" id=\"a10582\">Patrimonio neto-<div class=\"d0 w231\">\u00a0</div>Diferencias de<div class=\"d0 w361\">\u00a0</div>conversi\u00f3n</div><div class=\"po0 fs14 cl2 l1509 t771\" id=\"a10586\">\" del<div class=\"d0 w164\">\u00a0</div>balance de<div class=\"d0 w543\">\u00a0</div>situaci\u00f3n consolidado </div><div class=\"po0 fs14 cl2 l345 t1017\" id=\"a10587\">adjunto (</div><div class=\"po0 fs26 cl2 l1510 t2733\" id=\"a10588\">v\u00e9ase nota 2d</div><div class=\"po0 fs14 cl2 l1511 t1017\" id=\"a10589\">). </div><div class=\"po0 fs14 cl2 l345 t773\" id=\"a10592\">Las<div class=\"d0 w420\">\u00a0</div>diferencias<div class=\"d0 w246\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>conversi\u00f3n son<div class=\"d0 w448\">\u00a0</div>incluidas en<div class=\"d0 w291\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>Estado<div class=\"d0 w22\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>Resultado Global<div class=\"d0 w3\">\u00a0</div>Consolidado, </div><div class=\"po0 fs14 cl2 l345 t1190\" id=\"a10594\">dentro del ep\u00edgrafe de \u201c</div><div class=\"po0 fs26 cl2 l1512 t2475\" id=\"a10595\">Diferencias de conversi\u00f3n</div><div class=\"po0 fs14 cl2 ls10 l1513 t1190\" id=\"a10596\">\u201d. </div><div class=\"po0 fs14 cl2 l345 t1192\" id=\"a10599\">Las diferencias de conversi\u00f3n a 31 de diciembre de 2024<div class=\"d0 w479\">\u00a0</div>presentan un saldo negativo de 74.124 </div><div class=\"po0 fs14 cl2 l345 t1193\" id=\"a10603\">miles<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>euros<div class=\"d0 w461\">\u00a0</div>(saldo<div class=\"d0 w222\">\u00a0</div>negativo<div class=\"d0 w376\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>70.729<div class=\"d0 w339\">\u00a0</div>miles<div class=\"d0 w382\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>euros<div class=\"d0 w377\">\u00a0</div>a<div class=\"d0 w25\">\u00a0</div>31<div class=\"d0 w276\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>diciembre<div class=\"d0 w288\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>2023).<div class=\"d0 w487\">\u00a0</div>Las </div><div class=\"po0 fs14 cl2 l345 t1194\" id=\"a10607\">diferencias<div class=\"d0 w271\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>conversi\u00f3n<div class=\"d0 w274\">\u00a0</div>m\u00e1s<div class=\"d0 w718\">\u00a0</div>significativas<div class=\"d0 w279\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>el<div class=\"d0 w491\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>2024<div class=\"d0 w504\">\u00a0</div>surgen<div class=\"d0 w435\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>Brasil,<div class=\"d0 w463\">\u00a0</div>Chile<div class=\"d0 w531\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l345 t1195\" id=\"a10611\">Colombia por la evoluci\u00f3n de los tipos de cambio. </div><div class=\"po0 fs14 cl2 l345 t1197\" id=\"a10614\">El detalle de las diferencias de conversi\u00f3n acumuladas<div class=\"d0 w341\">\u00a0</div>por moneda es el siguiente (en miles de </div><div class=\"po0 fs14 cl2 l345 t2734\" id=\"a10615\">euros): </div><div class=\"po0 fs38 cl2 l1514 t2735\" id=\"a10619\">31.12.2024 </div><div class=\"po0 fs38 cl2 l1515 t2735\" id=\"a10621\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1516 t2736\" id=\"a10623\">Peso mexicano </div><div class=\"po0 fs38 cl2 l1517 t2736\" id=\"a10625\">2.487 </div><div class=\"po0 fs38 cl2 l1162 t2736\" id=\"a10627\">3.435 </div><div class=\"po0 fs38 cl2 l1516 t2737\" id=\"a10629\">Peso colombiano </div><div class=\"po0 fs38 cl2 l1475 t2737\" id=\"a10631\">(17.926) </div><div class=\"po0 fs38 cl2 l1518 t2737\" id=\"a10633\">(13.882) </div><div class=\"po0 fs38 cl2 l1516 t2738\" id=\"a10635\">Real brasile\u00f1o </div><div class=\"po0 fs38 cl2 l1475 t2738\" id=\"a10637\">(31.452) </div><div class=\"po0 fs38 cl2 l1518 t2738\" id=\"a10639\">(34.235) </div><div class=\"po0 fs38 cl2 l1516 t2739\" id=\"a10641\">Peso chileno </div><div class=\"po0 fs38 cl2 l1475 t2739\" id=\"a10643\">(27.247) </div><div class=\"po0 fs38 cl2 l1518 t2739\" id=\"a10645\">(23.610) </div><div class=\"po0 fs38 cl2 l1516 t2740\" id=\"a10647\">Otras monedas </div><div class=\"po0 fs38 cl2 l1519 t2740\" id=\"a10649\">14 </div><div class=\"po0 fs38 cl2 l1520 t2740\" id=\"a10651\">(2.437) </div><div class=\"po0 fs39 cl2 l1516 t2741\" id=\"a10653\">Total </div><div class=\"po0 fs39 cl2 l1475 t2741\" id=\"a10655\">(74.124) </div><div class=\"po0 fs39 cl2 l1518 t2741\" id=\"a10657\">(70.729) </div><div class=\"po0 fs25 cl2 l345 t2742\" id=\"a10661\">i)</div><div class=\"po0 fs25 cl2 l434 t2742\" id=\"a10663\">Diferencias de conversi\u00f3n en resultados acumulados de ejercicios<div class=\"d0 w251\">\u00a0</div>anteriores </div><div class=\"po0 fs14 cl2 l345 t2743\" id=\"a10670\">En los<div class=\"d0 w141\">\u00a0</div>resultados acumulados<div class=\"d0 w713\">\u00a0</div>se recoge<div class=\"d0 w498\">\u00a0</div>el efecto<div class=\"d0 w478\">\u00a0</div>del tipo<div class=\"d0 w148\">\u00a0</div>de cambio<div class=\"d0 w499\">\u00a0</div>en las<div class=\"d0 w342\">\u00a0</div>eliminaciones<div class=\"d0 w406\">\u00a0</div>propias </div><div class=\"po0 fs14 cl2 l345 t2744\" id=\"a10676\">del proceso de<div class=\"d0 w49\">\u00a0</div>consolidaci\u00f3n de las sociedades en<div class=\"d0 w55\">\u00a0</div>las que su moneda<div class=\"d0 w57\">\u00a0</div>funcional es distinta del </div><div class=\"po0 fs14 cl2 l345 t2745\" id=\"a10677\">euro. Estas<div class=\"d0 w38\">\u00a0</div>diferencias se incluyen en<div class=\"d0 w26\">\u00a0</div>el Estado del<div class=\"d0 w236\">\u00a0</div>Resultado Global Consolidado, dentro<div class=\"d0 w231\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l345 t2746\" id=\"a10679\">ep\u00edgrafe de \u201c</div><div class=\"po0 fs26 cl2 l1521 t2747\" id=\"a10680\">Diferencias de conversi\u00f3n</div><div class=\"po0 fs14 cl2 ls10 l1302 t2746\" id=\"a10681\">\u201d. </div></div></div></div></div><div class=\"po1 w681 h210 lh0\" id=\"TextBlockContainer2437\"><div class=\"po0 l450 t756 f0\" id=\"div_2431_XBRL_TS_5137d9cdeba243918ac64ed34fb04e80_1\"><div class=\"po1 w198 h207 lh0\" id=\"TextBlockContainer2432\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1522 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1522 t759 bgc0\">\u00a0</div>\n<div class=\"w910 po0 h12 l1523 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l258 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l258 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1522 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l258 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1522 t2750 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1523 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l211 t2750 bgc0\">\u00a0</div>\n<div class=\"w917 po0 h12 l1524 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l258 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1522 t2751 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l211 t2751 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l258 t2751 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1525 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1525 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1526 t2752 bgc0\">\u00a0</div>\n<div class=\"w992 po0 h12 l1527 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1522 t2752 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1523 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l211 t2752 bgc0\">\u00a0</div>\n<div class=\"w917 po0 h12 l1524 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l258 t2752 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1525 t2753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1522 t2753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l211 t2753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l258 t2753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1525 t2754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1522 t2754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l211 t2754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l258 t2754 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1525 t1104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1522 t1104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l211 t1104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l258 t1104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1525 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1522 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l211 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l258 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1525 t675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1522 t675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l211 t675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l258 t675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1525 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1522 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l211 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l258 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1525 t1618 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1522 t1618 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l211 t1618 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l258 t1618 bgc0\">\u00a0</div>\n<div class=\"w993 po0 h143 l1526 t2757 bgc3\">\u00a0</div>\n<div class=\"w994 po0 h33 l1528 t562 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h143 l1529 t2757 bgc3\">\u00a0</div>\n<div class=\"w924 po0 h33 l1530 t562 bgc3\">\u00a0</div>\n<div class=\"w917 po0 h143 l1524 t2757 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h33 l1531 t562 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1525 t2758 bgc0\">\u00a0</div>\n<div class=\"w995 po0 h12 l1526 t2758 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1522 t2758 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1523 t2758 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l211 t2758 bgc0\">\u00a0</div>\n<div class=\"w917 po0 h12 l1524 t2758 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l258 t2758 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1525 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1525 t2720 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1525 t2720 bgc0\">\u00a0</div>\n<div class=\"w995 po0 h12 l1526 t2720 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1522 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1522 t2720 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l1523 t2720 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l211 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l211 t2720 bgc0\">\u00a0</div>\n<div class=\"w917 po0 h12 l1524 t2720 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l258 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l258 t2720 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l258 t2720 bgc0\">\u00a0</div>\n<div class=\"w996 po0 h12 l1532 t374 bgc1\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2432\"><div class=\"po0 fs14 cl2 l340 t816\" id=\"a10693\">El detalle<div class=\"d0 w626\">\u00a0</div>de las<div class=\"d0 w558\">\u00a0</div>diferencias de<div class=\"d0 w490\">\u00a0</div>conversi\u00f3n en<div class=\"d0 w555\">\u00a0</div>resultados acumulados<div class=\"d0 w713\">\u00a0</div>por moneda<div class=\"d0 w473\">\u00a0</div>es el<div class=\"d0 w713\">\u00a0</div>siguiente: </div><div class=\"po0 fs38 cl2 l1533 t2759\" id=\"a10702\">Miles de euros </div><div class=\"po0 fs38 cl2 l1534 t2760\" id=\"a10704\">31.12.2024 </div><div class=\"po0 fs38 cl2 l1535 t2760\" id=\"a10706\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1536 t2761\" id=\"a10708\">Bolivar venezolano/ d\u00f3lar </div><div class=\"po0 fs38 cl2 l1537 t2761\" id=\"a10710\">(49.487) </div><div class=\"po0 fs38 cl2 l1538 t2761\" id=\"a10712\">(49.487) </div><div class=\"po0 fs38 cl2 l1536 t2762\" id=\"a10714\">Peso mexicano </div><div class=\"po0 fs38 cl2 l1537 t2762\" id=\"a10716\">(28.840) </div><div class=\"po0 fs38 cl2 l1538 t2762\" id=\"a10718\">(18.844) </div><div class=\"po0 fs38 cl2 l1536 t2763\" id=\"a10720\">Peso argentino </div><div class=\"po0 fs38 cl2 l1537 t2763\" id=\"a10722\">(39.292) </div><div class=\"po0 fs38 cl2 l1538 t2763\" id=\"a10724\">(36.608) </div><div class=\"po0 fs38 cl2 l1536 t2764\" id=\"a10726\">Peso colombiano </div><div class=\"po0 fs38 cl2 l1539 t2764\" id=\"a10728\">5.920 </div><div class=\"po0 fs38 cl2 l940 t2764\" id=\"a10730\">4.601 </div><div class=\"po0 fs38 cl2 l1536 t2765\" id=\"a10732\">Real brasile\u00f1o </div><div class=\"po0 fs38 cl2 l1537 t2765\" id=\"a10734\">(25.557) </div><div class=\"po0 fs38 cl2 l948 t2765\" id=\"a10736\">(4.213) </div><div class=\"po0 fs38 cl2 l1536 t2766\" id=\"a10738\">Peso chileno </div><div class=\"po0 fs38 cl2 l1540 t2766\" id=\"a10740\">(1.427) </div><div class=\"po0 fs38 cl2 l948 t2766\" id=\"a10742\">(2.044) </div><div class=\"po0 fs38 cl2 l1536 t2767\" id=\"a10744\">Otros </div><div class=\"po0 fs38 cl2 l1023 t2767\" id=\"a10746\">380 </div><div class=\"po0 fs38 cl2 l1541 t2767\" id=\"a10748\">(623) </div><div class=\"po0 fs39 cl2 l1536 t2768\" id=\"a10750\">Total </div><div class=\"po0 fs39 cl2 l1542 t2768\" id=\"a10752\">(138.303) </div><div class=\"po0 fs39 cl2 l837 t2768\" id=\"a10754\">(107.218) </div><div class=\"po0 fs37 cl4 l1543 t2769\" id=\"a10756\">.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2437\"><div class=\"po0 fs25 cl2 l451 t2770\" id=\"a10758\">j)</div></div><div class=\"po0 l342 t690 f0\" id=\"div_2434_XBRL_TS_02d8eb3644d847a2aaef1c1fa1a84ba8\"><div class=\"po1 w562 h209 lh0\" id=\"TextBlockContainer2435\"><div class=\"w89 po0 h12 l1544 t2771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1544 t2771 bgc0\">\u00a0</div>\n<div class=\"w997 po0 h12 l1545 t2771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t2771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t2771 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1544 t2772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1546 t2772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1544 t2773 bgc0\">\u00a0</div>\n<div class=\"w998 po0 h12 l1545 t2773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1547 t2773 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l1548 t2773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1549 t2773 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l290 t2773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1550 t2773 bgc0\">\u00a0</div>\n<div class=\"w999 po0 h12 l1551 t2773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1552 t2773 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l1553 t2773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1554 t2773 bgc0\">\u00a0</div>\n<div class=\"w124 po0 h12 l1555 t2773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t2773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h208 l1544 t2774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h208 l1547 t2774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h208 l1549 t2774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h208 l1550 t2774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h208 l1552 t2774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h208 l1554 t2774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h208 l1546 t2774 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2775 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2775 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1556 t2775 bgc0\">\u00a0</div>\n<div class=\"w1000 po0 h12 l1557 t2775 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1544 t2775 bgc0\">\u00a0</div>\n<div class=\"w998 po0 h12 l1545 t2775 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1547 t2775 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l1548 t2775 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1549 t2775 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l290 t2775 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1550 t2775 bgc0\">\u00a0</div>\n<div class=\"w999 po0 h12 l1551 t2775 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1552 t2775 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l1553 t2775 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1554 t2775 bgc0\">\u00a0</div>\n<div class=\"w124 po0 h12 l1555 t2775 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t2775 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1384 t2328 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1544 t2328 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1547 t2328 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1549 t2328 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1550 t2328 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1552 t2328 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1554 t2328 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1546 t2328 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1384 t2776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1544 t2776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1547 t2776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1549 t2776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1550 t2776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1552 t2776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1554 t2776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1546 t2776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1384 t2777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1544 t2777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1547 t2777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1549 t2777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1550 t2777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1552 t2777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1554 t2777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1546 t2777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1384 t2778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1544 t2778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1547 t2778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1549 t2778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1550 t2778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1552 t2778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1554 t2778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1546 t2778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1384 t740 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1544 t740 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1547 t740 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1549 t740 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1550 t740 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1552 t740 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1554 t740 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1546 t740 bgc0\">\u00a0</div>\n<div class=\"w1001 po0 h83 l1556 t2779 bgc3\">\u00a0</div>\n<div class=\"w1002 po0 h126 l1558 t2780 bgc3\">\u00a0</div>\n<div class=\"w998 po0 h83 l1545 t2779 bgc3\">\u00a0</div>\n<div class=\"w1003 po0 h126 l1559 t2780 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h83 l1548 t2779 bgc3\">\u00a0</div>\n<div class=\"w1004 po0 h126 l1560 t2780 bgc3\">\u00a0</div>\n<div class=\"w814 po0 h83 l290 t2779 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h126 l1561 t2780 bgc3\">\u00a0</div>\n<div class=\"w882 po0 h83 l1562 t2779 bgc3\">\u00a0</div>\n<div class=\"w887 po0 h126 l1563 t2780 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h83 l1553 t2779 bgc3\">\u00a0</div>\n<div class=\"w798 po0 h126 l1564 t2780 bgc3\">\u00a0</div>\n<div class=\"w888 po0 h83 l1565 t2779 bgc3\">\u00a0</div>\n<div class=\"w854 po0 h126 l1566 t2780 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2781 bgc0\">\u00a0</div>\n<div class=\"w1001 po0 h12 l1556 t2781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1544 t2781 bgc0\">\u00a0</div>\n<div class=\"w998 po0 h12 l1545 t2781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1547 t2781 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l1548 t2781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1549 t2781 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l290 t2781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1550 t2781 bgc0\">\u00a0</div>\n<div class=\"w999 po0 h12 l1551 t2781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1552 t2781 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l1553 t2781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1554 t2781 bgc0\">\u00a0</div>\n<div class=\"w124 po0 h12 l1555 t2781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t2781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1384 t2779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2108 bgc0\">\u00a0</div>\n<div class=\"w1001 po0 h12 l1556 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1544 t2779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1544 t2108 bgc0\">\u00a0</div>\n<div class=\"w998 po0 h12 l1545 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1547 t2779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1547 t2108 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l1548 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1549 t2779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1549 t2108 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l290 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1550 t2779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1550 t2108 bgc0\">\u00a0</div>\n<div class=\"w999 po0 h12 l1551 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1552 t2779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1552 t2108 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h12 l1553 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1554 t2779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1554 t2108 bgc0\">\u00a0</div>\n<div class=\"w124 po0 h12 l1555 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1546 t2779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1544 t2782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1544 t2782 bgc0\">\u00a0</div>\n<div class=\"w1005 po0 h12 l1545 t2782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1567 t2782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1567 t2782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1544 t2783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1567 t2783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1544 t2784 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1545 t2784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1568 t2784 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l1569 t2784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1570 t2784 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l1571 t2784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1572 t2784 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1267 t2784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1573 t2784 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1574 t2784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1575 t2784 bgc0\">\u00a0</div>\n<div class=\"w876 po0 h12 l1576 t2784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1577 t2784 bgc0\">\u00a0</div>\n<div class=\"w1004 po0 h12 l1578 t2784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1567 t2784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h193 l1544 t2785 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h193 l1568 t2785 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h193 l1570 t2785 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h193 l1572 t2785 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h193 l1573 t2785 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h193 l1575 t2785 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h193 l1577 t2785 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h193 l1567 t2785 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2786 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2786 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1556 t2786 bgc0\">\u00a0</div>\n<div class=\"w1000 po0 h12 l1557 t2786 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1544 t2786 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1545 t2786 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1568 t2786 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l1569 t2786 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1570 t2786 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l1571 t2786 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1572 t2786 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1267 t2786 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1573 t2786 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1574 t2786 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1575 t2786 bgc0\">\u00a0</div>\n<div class=\"w876 po0 h12 l1576 t2786 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1577 t2786 bgc0\">\u00a0</div>\n<div class=\"w1004 po0 h12 l1578 t2786 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1567 t2786 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1384 t2787 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1544 t2787 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1568 t2787 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1570 t2787 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1572 t2787 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1573 t2787 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1575 t2787 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1577 t2787 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1567 t2787 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1384 t2788 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1544 t2788 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1568 t2788 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1570 t2788 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1572 t2788 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1573 t2788 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1575 t2788 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1577 t2788 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1567 t2788 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1384 t2789 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1544 t2789 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1568 t2789 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1570 t2789 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1572 t2789 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1573 t2789 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1575 t2789 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1577 t2789 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1567 t2789 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1384 t2790 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1544 t2790 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1568 t2790 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1570 t2790 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1572 t2790 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1573 t2790 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1575 t2790 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1577 t2790 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h125 l1567 t2790 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1384 t2791 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1544 t2791 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1568 t2791 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1570 t2791 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1572 t2791 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1573 t2791 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1575 t2791 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1577 t2791 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1567 t2791 bgc0\">\u00a0</div>\n<div class=\"w1001 po0 h83 l1556 t2407 bgc3\">\u00a0</div>\n<div class=\"w1002 po0 h126 l1558 t2792 bgc3\">\u00a0</div>\n<div class=\"w852 po0 h83 l1545 t2407 bgc3\">\u00a0</div>\n<div class=\"w856 po0 h126 l1559 t2792 bgc3\">\u00a0</div>\n<div class=\"w807 po0 h83 l1569 t2407 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h126 l1547 t2792 bgc3\">\u00a0</div>\n<div class=\"w807 po0 h83 l1579 t2407 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h126 l1580 t2792 bgc3\">\u00a0</div>\n<div class=\"w852 po0 h83 l1267 t2407 bgc3\">\u00a0</div>\n<div class=\"w857 po0 h126 l1581 t2792 bgc3\">\u00a0</div>\n<div class=\"w783 po0 h83 l1574 t2407 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h126 l1582 t2792 bgc3\">\u00a0</div>\n<div class=\"w957 po0 h83 l1576 t2407 bgc3\">\u00a0</div>\n<div class=\"w1006 po0 h126 l1583 t2792 bgc3\">\u00a0</div>\n<div class=\"w998 po0 h83 l1584 t2407 bgc3\">\u00a0</div>\n<div class=\"w1003 po0 h126 l1585 t2792 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2793 bgc0\">\u00a0</div>\n<div class=\"w1001 po0 h12 l1556 t2793 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1544 t2793 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1545 t2793 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1568 t2793 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l1569 t2793 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1570 t2793 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l1571 t2793 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1572 t2793 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1267 t2793 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1573 t2793 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1574 t2793 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1575 t2793 bgc0\">\u00a0</div>\n<div class=\"w876 po0 h12 l1576 t2793 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1577 t2793 bgc0\">\u00a0</div>\n<div class=\"w1004 po0 h12 l1578 t2793 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1567 t2793 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1384 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2794 bgc0\">\u00a0</div>\n<div class=\"w1001 po0 h12 l1556 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1544 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1544 t2794 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1545 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1568 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1568 t2794 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l1569 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1570 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1570 t2794 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l1571 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1572 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1572 t2794 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1267 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1573 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1573 t2794 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1574 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1575 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1575 t2794 bgc0\">\u00a0</div>\n<div class=\"w876 po0 h12 l1576 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1577 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1577 t2794 bgc0\">\u00a0</div>\n<div class=\"w1004 po0 h12 l1578 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1567 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1567 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1567 t2794 bgc0\">\u00a0</div>\n<div class=\"po1 w562 z0\" id=\"TextContainer2435\"><div class=\"po0 fs25 cl2 l452 t756\" id=\"a10760\">Participaciones no dominantes </div><div class=\"po0 fs14 cl2 l367 t920\" id=\"a10762\">Corresponden a las<div class=\"d0 w147\">\u00a0</div>participaciones de los<div class=\"d0 w330\">\u00a0</div>intereses minoritarios en<div class=\"d0 w145\">\u00a0</div>el valor patrimonial<div class=\"d0 w144\">\u00a0</div>y en los </div><div class=\"po0 fs14 cl2 l367 t921\" id=\"a10763\">resultados del ejercicio<div class=\"d0 w57\">\u00a0</div>de las sociedades<div class=\"d0 w234\">\u00a0</div>del Grupo que han<div class=\"d0 w361\">\u00a0</div>sido consolidadas por<div class=\"d0 w231\">\u00a0</div>el m\u00e9todo </div><div class=\"po0 fs14 cl2 l367 t922\" id=\"a10764\">de integraci\u00f3n<div class=\"d0 w143\">\u00a0</div>global. El<div class=\"d0 w410\">\u00a0</div>movimiento en<div class=\"d0 w403\">\u00a0</div>los ejercicios<div class=\"d0 w403\">\u00a0</div>2024 y<div class=\"d0 w584\">\u00a0</div>2023 en<div class=\"d0 w268\">\u00a0</div>este ep\u00edgrafe<div class=\"d0 w473\">\u00a0</div>es el<div class=\"d0 w422\">\u00a0</div>siguiente: </div><div class=\"po0 fs35 cl2 l1483 t2795\" id=\"a10771\">Miles de euros </div><div class=\"po0 fs35 cl2 l1586 t2796\" id=\"a10774\">Saldo al </div><div class=\"po0 fs35 cl2 l1587 t2797\" id=\"a10775\">31.12.2023 </div><div class=\"po0 fs35 cl2 l1588 t2796\" id=\"a10777\">Ajuste por </div><div class=\"po0 fs35 cl2 l1589 t2797\" id=\"a10778\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l1590 t2796\" id=\"a10780\">Participaci\u00f3n </div><div class=\"po0 fs35 cl2 l1591 t2797\" id=\"a10781\">en resultados </div><div class=\"po0 fs35 cl2 l1592 t2798\" id=\"a10783\">Dividendos </div><div class=\"po0 fs35 cl2 l1593 t2007\" id=\"a10784\">pagados/ </div><div class=\"po0 fs35 cl2 l1594 t2799\" id=\"a10785\">recibidos </div><div class=\"po0 fs35 cl2 l1595 t2007\" id=\"a10787\">Otros </div><div class=\"po0 fs35 cl2 l1596 t2796\" id=\"a10789\">Saldo al </div><div class=\"po0 fs35 cl2 l1597 t2797\" id=\"a10790\">31.12.2024 </div><div class=\"po0 fs35 cl2 l1598 t2800\" id=\"a10792\"><div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs35 cl2 l1599 t2801\" id=\"a10800\">Caracol, S.A. </div><div class=\"po0 fs35 cl2 l1600 t2802\" id=\"a10802\">4.262 </div><div class=\"po0 fs35 cl2 l1601 t2802\" id=\"a10804\">(256) </div><div class=\"po0 fs35 cl2 l1602 t2802\" id=\"a10806\">(423) </div><div class=\"po0 fs35 cl2 l1603 t2802\" id=\"a10808\">- </div><div class=\"po0 fs35 cl2 l1604 t2802\" id=\"a10810\">(57) </div><div class=\"po0 fs35 cl2 l1605 t2802\" id=\"a10812\">3.526 </div><div class=\"po0 fs35 cl2 l1599 t2803\" id=\"a10814\">Diario As, S.L. </div><div class=\"po0 fs35 cl2 l1600 t2803\" id=\"a10816\">5.238 </div><div class=\"po0 fs35 cl2 l1606 t2803\" id=\"a10818\">- </div><div class=\"po0 fs35 cl2 l1607 t2803\" id=\"a10820\">26 </div><div class=\"po0 fs35 cl2 l1608 t2803\" id=\"a10822\">(800) </div><div class=\"po0 fs35 cl2 l1604 t2803\" id=\"a10824\">(19) </div><div class=\"po0 fs35 cl2 l1605 t2803\" id=\"a10826\">4.445 </div><div class=\"po0 fs35 cl2 l1599 t2804\" id=\"a10828\">Filiales participadas de Prisa Radio, S.A.U. en </div><div class=\"po0 fs35 cl2 l1599 t2805\" id=\"a10829\">Espa\u00f1a </div><div class=\"po0 fs35 cl2 l1600 t2806\" id=\"a10831\">4.075 </div><div class=\"po0 fs35 cl2 l1606 t2806\" id=\"a10833\">- </div><div class=\"po0 fs35 cl2 l1609 t2806\" id=\"a10835\">970 </div><div class=\"po0 fs35 cl2 l1608 t2806\" id=\"a10837\">(707) </div><div class=\"po0 fs35 cl2 l1604 t2806\" id=\"a10839\">(65) </div><div class=\"po0 fs35 cl2 l1605 t2806\" id=\"a10841\">4.273 </div><div class=\"po0 fs35 cl2 l1599 t2807\" id=\"a10843\">Otras sociedades </div><div class=\"po0 fs35 cl2 l1600 t2807\" id=\"a10845\">1.044 </div><div class=\"po0 fs35 cl2 l1601 t2807\" id=\"a10847\">(131) </div><div class=\"po0 fs35 cl2 l1609 t2807\" id=\"a10849\">429 </div><div class=\"po0 fs35 cl2 l1603 t2807\" id=\"a10851\">- </div><div class=\"po0 fs35 cl2 l1610 t2807\" id=\"a10853\">50 </div><div class=\"po0 fs35 cl2 l1605 t2807\" id=\"a10855\">1.392 </div><div class=\"po0 fs36 cl2 l1599 t2808\" id=\"a10857\">Total </div><div class=\"po0 fs36 cl2 l1611 t2808\" id=\"a10859\">14.619 </div><div class=\"po0 fs36 cl2 l1601 t2808\" id=\"a10861\">(387) </div><div class=\"po0 fs36 cl2 l1612 t2808\" id=\"a10863\">1.002 </div><div class=\"po0 fs36 cl2 l1613 t2808\" id=\"a10865\">(1.507) </div><div class=\"po0 fs36 cl2 l1604 t2808\" id=\"a10867\">(91) </div><div class=\"po0 fs36 cl2 l1614 t2808\" id=\"a10869\">13.636 </div><div class=\"po0 fs35 cl2 l1615 t2809\" id=\"a10875\">Miles de euros </div><div class=\"po0 fs35 cl2 l1616 t2810\" id=\"a10878\">Saldo al </div><div class=\"po0 fs35 cl2 l1617 t2811\" id=\"a10879\">31.12.2022 </div><div class=\"po0 fs35 cl2 l1618 t2810\" id=\"a10881\">Ajuste por </div><div class=\"po0 fs35 cl2 l1619 t2811\" id=\"a10882\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l1620 t2810\" id=\"a10884\">Participaci\u00f3n </div><div class=\"po0 fs35 cl2 l1621 t2811\" id=\"a10885\">en resultados </div><div class=\"po0 fs35 cl2 l1622 t2812\" id=\"a10887\">Variaci\u00f3n </div><div class=\"po0 fs35 cl2 l1623 t2813\" id=\"a10888\">del </div><div class=\"po0 fs35 cl2 l1624 t2814\" id=\"a10889\">per\u00edmetro/ </div><div class=\"po0 fs35 cl2 l1624 t2815\" id=\"a10890\">cambios en </div><div class=\"po0 fs35 cl2 l1625 t2816\" id=\"a10891\">porcentaje </div><div class=\"po0 fs35 cl2 l1626 t2813\" id=\"a10893\">Dividendos </div><div class=\"po0 fs35 cl2 l1491 t2814\" id=\"a10894\">pagados/ </div><div class=\"po0 fs35 cl2 l1627 t2815\" id=\"a10895\">recibidos </div><div class=\"po0 fs35 cl2 l1628 t2814\" id=\"a10897\">Otros </div><div class=\"po0 fs35 cl2 l1629 t2810\" id=\"a10899\">Saldo al </div><div class=\"po0 fs35 cl2 l1630 t2811\" id=\"a10900\">31.12.2023 </div><div class=\"po0 fs35 cl2 l1598 t2817\" id=\"a10902\"><div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs35 cl2 l1599 t2818\" id=\"a10911\">Caracol, S.A. </div><div class=\"po0 fs35 cl2 l1631 t2819\" id=\"a10913\">3.509 </div><div class=\"po0 fs35 cl2 l1632 t2819\" id=\"a10915\">671 </div><div class=\"po0 fs35 cl2 l1609 t2819\" id=\"a10917\">96 </div><div class=\"po0 fs35 cl2 l1633 t2819\" id=\"a10919\">- </div><div class=\"po0 fs35 cl2 l1634 t2819\" id=\"a10921\">- </div><div class=\"po0 fs35 cl2 l1635 t2819\" id=\"a10923\">(14) </div><div class=\"po0 fs35 cl2 l1636 t2819\" id=\"a10925\">4.262 </div><div class=\"po0 fs35 cl2 l1599 t2820\" id=\"a10927\">Diario As, S.L. </div><div class=\"po0 fs35 cl2 l1631 t2820\" id=\"a10929\">6.007 </div><div class=\"po0 fs35 cl2 l1637 t2820\" id=\"a10931\">- </div><div class=\"po0 fs35 cl2 l1638 t2820\" id=\"a10933\">(508) </div><div class=\"po0 fs35 cl2 l1633 t2820\" id=\"a10935\">- </div><div class=\"po0 fs35 cl2 l1639 t2820\" id=\"a10937\">(49) </div><div class=\"po0 fs35 cl2 l1640 t2820\" id=\"a10939\">(212) </div><div class=\"po0 fs35 cl2 l1636 t2820\" id=\"a10941\">5.238 </div><div class=\"po0 fs35 cl2 l1599 t2821\" id=\"a10943\">Filiales participadas de Prisa Radio, S.A.U. en </div><div class=\"po0 fs35 cl2 l1599 t2822\" id=\"a10944\">Espa\u00f1a </div><div class=\"po0 fs35 cl2 l1631 t2823\" id=\"a10946\">3.832 </div><div class=\"po0 fs35 cl2 l1637 t2823\" id=\"a10948\">- </div><div class=\"po0 fs35 cl2 l1641 t2823\" id=\"a10950\">854 </div><div class=\"po0 fs35 cl2 l1633 t2823\" id=\"a10952\">- </div><div class=\"po0 fs35 cl2 l1642 t2823\" id=\"a10954\">(592) </div><div class=\"po0 fs35 cl2 l1635 t2823\" id=\"a10956\">(19) </div><div class=\"po0 fs35 cl2 l1636 t2823\" id=\"a10958\">4.075 </div><div class=\"po0 fs35 cl2 l1599 t2824\" id=\"a10960\">Otras sociedades </div><div class=\"po0 fs35 cl2 l1643 t2824\" id=\"a10962\">727 </div><div class=\"po0 fs35 cl2 l1632 t2824\" id=\"a10964\">123 </div><div class=\"po0 fs35 cl2 l1641 t2824\" id=\"a10966\">465 </div><div class=\"po0 fs35 cl2 l1644 t2824\" id=\"a10968\">116 </div><div class=\"po0 fs35 cl2 l1642 t2824\" id=\"a10970\">(385) </div><div class=\"po0 fs35 cl2 l1645 t2824\" id=\"a10972\">(2) </div><div class=\"po0 fs35 cl2 l1636 t2824\" id=\"a10974\">1.044 </div><div class=\"po0 fs36 cl2 l1599 t2825\" id=\"a10976\">Total </div><div class=\"po0 fs36 cl2 l1646 t2825\" id=\"a10978\">14.075 </div><div class=\"po0 fs36 cl2 l1632 t2825\" id=\"a10980\">794 </div><div class=\"po0 fs36 cl2 l1641 t2825\" id=\"a10982\">907 </div><div class=\"po0 fs36 cl2 l1644 t2825\" id=\"a10984\">116 </div><div class=\"po0 fs36 cl2 l1647 t2825\" id=\"a10986\">(1.026) </div><div class=\"po0 fs36 cl2 l1640 t2825\" id=\"a10988\">(247) </div><div class=\"po0 fs36 cl2 l1648 t2825\" id=\"a10990\">14.619 </div><div class=\"po0 fs14 cl4 l345 t2826\" id=\"a10993\">. </div></div></div></div></div><div class=\"po1 w755 h212 lh0\" id=\"TextBlockContainer2442\"><img alt=\"doc2p9i1\" class=\"po0 l1658 t812 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1667 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1672 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1668 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1674 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1669 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1675 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1662 t2837 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1677 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l36 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1670 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1667 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1672 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1668 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1674 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1669 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1675 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1662 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1677 t2838 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l36 t2838 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1670 t2838 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1667 t2838 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1672 t2838 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1668 t2838 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1674 t2838 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1669 t2838 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1675 t2838 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1662 t2838 bgc0\">\u00a0</div>\n<div class=\"po1 w755 z0\" id=\"TextContainer2442\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a11004\">A<div class=\"d0 w195\">\u00a0</div>continuaci\u00f3n,<div class=\"d0 w531\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>detallan<div class=\"d0 w684\">\u00a0</div>las<div class=\"d0 w431\">\u00a0</div>principales<div class=\"d0 w466\">\u00a0</div>magnitudes<div class=\"d0 w432\">\u00a0</div>financieras<div class=\"d0 w464\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>las<div class=\"d0 w504\">\u00a0</div>sociedades<div class=\"d0 w507\">\u00a0</div>m\u00e1s </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a11007\">relevantes en las que<div class=\"d0 w326\">\u00a0</div>el Grupo no ostenta<div class=\"d0 w330\">\u00a0</div>el 100% de<div class=\"d0 w342\">\u00a0</div>participaci\u00f3n y consolida<div class=\"d0 w557\">\u00a0</div>por el m\u00e9todo de </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a11008\">integraci\u00f3n global: </div><div class=\"po0 fs20 cl2 l1680 t2839\" id=\"a11012\">Miles de euros </div><div class=\"po0 fs20 cl2 l1681 t2840\" id=\"a11015\">Caracol, S.A. </div><div class=\"po0 fs20 cl2 l353 t2840\" id=\"a11017\">Diario As, S.L. </div><div class=\"po0 fs20 cl2 l1682 t2840\" id=\"a11019\">Radio Zaragoza, S.A. </div><div class=\"po0 fs20 cl2 l1683 t2840\" id=\"a11022\">Ediciones LM, S.L. </div><div class=\"po0 fs20 cl2 l1681 t2841\" id=\"a11025\">2024 </div><div class=\"po0 fs20 cl2 l1026 t2841\" id=\"a11027\">2023 </div><div class=\"po0 fs20 cl2 l353 t2841\" id=\"a11029\">2024 </div><div class=\"po0 fs20 cl2 l1684 t2841\" id=\"a11031\">2023 </div><div class=\"po0 fs20 cl2 l1685 t2841\" id=\"a11033\">2024 </div><div class=\"po0 fs20 cl2 l982 t2841\" id=\"a11035\">2023 </div><div class=\"po0 fs20 cl2 l421 t2841\" id=\"a11037\">2024 </div><div class=\"po0 fs20 cl2 l1686 t2841\" id=\"a11039\">2023 </div><div class=\"po0 fs20 cl2 l340 t2842\" id=\"a11041\">Activo no corriente </div><div class=\"po0 fs20 cl2 l1687 t2842\" id=\"a11043\">25.188 </div><div class=\"po0 fs20 cl2 l1688 t2842\" id=\"a11047\">29.145 </div><div class=\"po0 fs20 cl2 l1689 t2842\" id=\"a11051\">5.913 </div><div class=\"po0 fs20 cl2 l1690 t2842\" id=\"a11055\">6.086 </div><div class=\"po0 fs20 cl2 l1017 t2842\" id=\"a11059\"><div class=\"d0 w1020\">\u00a0</div>2.054 </div><div class=\"po0 fs20 cl2 l1272 t2842\" id=\"a11062\"><div class=\"d0 w656\">\u00a0</div>1.949 </div><div class=\"po0 fs20 cl2 l672 t2842\" id=\"a11065\">981 </div><div class=\"po0 fs20 cl2 l1691 t2842\" id=\"a11067\">671 </div><div class=\"po0 fs20 cl2 l340 t2843\" id=\"a11069\">Activo corriente </div><div class=\"po0 fs20 cl2 l1687 t2843\" id=\"a11071\">21.286 </div><div class=\"po0 fs20 cl2 l1688 t2843\" id=\"a11075\">23.745 </div><div class=\"po0 fs20 cl2 l1241 t2843\" id=\"a11079\">22.989 </div><div class=\"po0 fs20 cl2 l1692 t2843\" id=\"a11083\"><div class=\"d0 w553\">\u00a0</div>24.869 </div><div class=\"po0 fs20 cl2 l1693 t2843\" id=\"a11086\">6.173 </div><div class=\"po0 fs20 cl2 l982 t2843\" id=\"a11088\"><div class=\"d0 w206\">\u00a0</div>6.362 </div><div class=\"po0 fs20 cl2 l646 t2843\" id=\"a11091\">2.515 </div><div class=\"po0 fs20 cl2 l1694 t2843\" id=\"a11093\">2.411 </div><div class=\"po0 fs20 cl2 l340 t2844\" id=\"a11095\">Pasivo no corriente </div><div class=\"po0 fs20 cl2 l1687 t2844\" id=\"a11099\">10.109 </div><div class=\"po0 fs20 cl2 l1688 t2844\" id=\"a11103\">12.341 </div><div class=\"po0 fs20 cl2 l1689 t2844\" id=\"a11107\">1.130 </div><div class=\"po0 fs20 cl2 l1690 t2844\" id=\"a11111\">1.558 </div><div class=\"po0 fs20 cl2 l1693 t2844\" id=\"a11113\"><div class=\"d0 w206\">\u00a0</div>239 </div><div class=\"po0 fs20 cl2 l982 t2844\" id=\"a11116\"><div class=\"d0 w1021\">\u00a0</div>203 </div><div class=\"po0 fs20 cl2 l672 t2844\" id=\"a11119\">339 </div><div class=\"po0 fs20 cl2 l1691 t2844\" id=\"a11121\">116 </div><div class=\"po0 fs20 cl2 l340 t2845\" id=\"a11123\">Pasivo corriente </div><div class=\"po0 fs20 cl2 l1687 t2845\" id=\"a11125\">20.664 </div><div class=\"po0 fs20 cl2 l1688 t2845\" id=\"a11129\">21.619 </div><div class=\"po0 fs20 cl2 l1689 t2845\" id=\"a11133\">8.373 </div><div class=\"po0 fs20 cl2 l1690 t2845\" id=\"a11137\">7.488 </div><div class=\"po0 fs20 cl2 l1693 t2845\" id=\"a11139\">1.554 </div><div class=\"po0 fs20 cl2 l982 t2845\" id=\"a11141\"><div class=\"d0 w206\">\u00a0</div>1.887 </div><div class=\"po0 fs20 cl2 l672 t2845\" id=\"a11144\">752 </div><div class=\"po0 fs20 cl2 l1691 t2845\" id=\"a11146\">634 </div><div class=\"po0 fs20 cl2 l340 t2846\" id=\"a11148\">Ingresos de explotaci\u00f3n </div><div class=\"po0 fs20 cl2 l1687 t2846\" id=\"a11150\">49.740 </div><div class=\"po0 fs20 cl2 l1688 t2846\" id=\"a11154\">48.085 </div><div class=\"po0 fs20 cl2 l1241 t2846\" id=\"a11158\">39.230 </div><div class=\"po0 fs20 cl2 l905 t2846\" id=\"a11162\">36.864 </div><div class=\"po0 fs20 cl2 l1693 t2846\" id=\"a11164\">7.037 </div><div class=\"po0 fs20 cl2 l982 t2846\" id=\"a11166\"><div class=\"d0 w206\">\u00a0</div>7.016 </div><div class=\"po0 fs20 cl2 l646 t2846\" id=\"a11169\">2.441 </div><div class=\"po0 fs20 cl2 l1694 t2846\" id=\"a11171\">2.568 </div><div class=\"po0 fs20 cl2 l340 t2847\" id=\"a11173\">Resultado del ejercicio </div><div class=\"po0 fs20 cl2 l1687 t2847\" id=\"a11175\">(1.841) </div><div class=\"po0 fs20 cl2 l1695 t2847\" id=\"a11179\">418 </div><div class=\"po0 fs20 cl2 l1696 t2847\" id=\"a11181\">691 </div><div class=\"po0 fs20 cl2 l1690 t2847\" id=\"a11183\">(146) </div><div class=\"po0 fs20 cl2 l1693 t2847\" id=\"a11185\">1.027 </div><div class=\"po0 fs20 cl2 l982 t2847\" id=\"a11187\"><div class=\"d0 w206\">\u00a0</div>1.051 </div><div class=\"po0 fs20 cl2 l672 t2847\" id=\"a11190\">460 </div><div class=\"po0 fs20 cl2 l1697 t1465\" id=\"a11192\">421</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfShareCapitalReservesAndOtherEquityInterestExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_336": {
   "value": "<div class=\"po1 w374 h192 lh0\" id=\"TextBlockContainer2386\"><div class=\"po1 w374 z0\" id=\"TextContainer2386\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a9660\">Capital Social </div><div class=\"po0 fs14 cl2 l345 t920\" id=\"a9662\">A 1<div class=\"d0 w7\">\u00a0</div>de enero de<div class=\"d0 w59\">\u00a0</div>2024 el capital<div class=\"d0 w50\">\u00a0</div>social de PRISA<div class=\"d0 w361\">\u00a0</div>era de 100.827<div class=\"d0 w39\">\u00a0</div>miles de euros<div class=\"d0 w9\">\u00a0</div>y se encontraba </div><div class=\"po0 fs14 cl2 l345 t921\" id=\"a9663\">representado por 1.008.271.193 acciones ordinarias, todas ellas pertenecientes a la misma<div class=\"d0 w33\">\u00a0</div>clase </div><div class=\"po0 fs14 cl2 l345 t922\" id=\"a9664\">y serie, de 0,10 euros de<div class=\"d0 w295\">\u00a0</div>valor nominal cada una, \u00edntegramente desembolsadas y con id\u00e9nticos </div><div class=\"po0 fs14 cl2 l345 t923\" id=\"a9666\">derechos.<div class=\"d0 w537\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t772\" id=\"a9669\">En<div class=\"d0 w237\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>marco<div class=\"d0 w389\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>emisiones<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>obligaciones<div class=\"d0 w30\">\u00a0</div>subordinadas<div class=\"d0 w229\">\u00a0</div>necesariamente<div class=\"d0 w171\">\u00a0</div>convertibles<div class=\"d0 w344\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l345 t773\" id=\"a9670\">acciones ordinarias de nueva emisi\u00f3n de la Sociedad, que se llevaron<div class=\"d0 w341\">\u00a0</div>a cabo en febrero de 2023 </div><div class=\"po0 fs14 cl2 l345 t1190\" id=\"a9671\">y<div class=\"d0 w277\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>abril<div class=\"d0 w222\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>2024 </div><div class=\"po0 fs26 cl2 l1348 t2475\" id=\"a9672\">(v\u00e9ase<div class=\"d0 w469\">\u00a0</div>nota<div class=\"d0 w297\">\u00a0</div>1b)</div><div class=\"po0 fs14 cl2 l1349 t1190\" id=\"a9673\">,<div class=\"d0 w339\">\u00a0</div>durante<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>ejercicio<div class=\"d0 w369\">\u00a0</div>2024<div class=\"d0 w276\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>han<div class=\"d0 w336\">\u00a0</div>realizado<div class=\"d0 w160\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>siguientes </div><div class=\"po0 fs14 cl2 l345 t1216\" id=\"a9674\">ampliaciones de<div class=\"d0 w361\">\u00a0</div>capital social </div><div class=\"po0 fs26 cl2 l1350 t2476\" id=\"a9675\">(v\u00e9ase apartado<div class=\"d0 w39\">\u00a0</div>posterior \u201cOtros<div class=\"d0 w165\">\u00a0</div>instrumentos de<div class=\"d0 w59\">\u00a0</div>patrimonio neto\u201d)</div><div class=\"po0 fs14 cl2 ls8 l1351 t1216\" id=\"a9676\">, </div><div class=\"po0 fs14 cl2 l345 t2477\" id=\"a9677\">para<div class=\"d0 w229\">\u00a0</div>atender<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>conversi\u00f3n<div class=\"d0 w56\">\u00a0</div>anticipada<div class=\"d0 w369\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Obligaciones<div class=\"d0 w234\">\u00a0</div>Convertibles<div class=\"d0 w396\">\u00a0</div>2023<div class=\"d0 w31\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Obligaciones </div><div class=\"po0 fs14 cl2 l345 t929\" id=\"a9678\">Convertibles 2024:<div class=\"d0 w493\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1352 t2478\" id=\"a9681\">i.<div class=\"d0 w774\">\u00a0</div>Respecto a<div class=\"d0 w24\">\u00a0</div>las Obligaciones Convertibles<div class=\"d0 w110\">\u00a0</div>2023, el 30<div class=\"d0 w539\">\u00a0</div>de enero<div class=\"d0 w236\">\u00a0</div>de 2024 el<div class=\"d0 w484\">\u00a0</div>Consejo de </div><div class=\"po0 fs14 cl2 l1353 t2479\" id=\"a9684\">Administraci\u00f3n<div class=\"d0 w231\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>PRISA<div class=\"d0 w366\">\u00a0</div>acord\u00f3<div class=\"d0 w296\">\u00a0</div>abrir<div class=\"d0 w234\">\u00a0</div>un<div class=\"d0 w110\">\u00a0</div>periodo<div class=\"d0 w484\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>conversi\u00f3n<div class=\"d0 w50\">\u00a0</div>extraordinario<div class=\"d0 w38\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l1353 t2480\" id=\"a9685\">resultas<div class=\"d0 w283\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>anuncio<div class=\"d0 w234\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>emisi\u00f3n<div class=\"d0 w8\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Obligaciones<div class=\"d0 w234\">\u00a0</div>Convertibles<div class=\"d0 w239\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2024.<div class=\"d0 w669\">\u00a0</div>As\u00ed,<div class=\"d0 w230\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l1353 t2481\" id=\"a9686\">febrero de<div class=\"d0 w125\">\u00a0</div>2024, para atender<div class=\"d0 w488\">\u00a0</div>la conversi\u00f3n<div class=\"d0 w532\">\u00a0</div>de 20.287<div class=\"d0 w85\">\u00a0</div>Obligaciones Convertibles<div class=\"d0 w85\">\u00a0</div>2023, </div><div class=\"po0 fs14 cl2 l1353 t1200\" id=\"a9688\">se<div class=\"d0 w129\">\u00a0</div>aument\u00f3<div class=\"d0 w18\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>capital social<div class=\"d0 w176\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>un<div class=\"d0 w110\">\u00a0</div>importe nominal<div class=\"d0 w98\">\u00a0</div>total<div class=\"d0 w110\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>2.029 miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros, </div><div class=\"po0 fs14 cl2 l1353 t1201\" id=\"a9689\">mediante la emisi\u00f3n y puesta en circulaci\u00f3n de 20.287.000<div class=\"d0 w406\">\u00a0</div>acciones ordinarias.<div class=\"d0 w537\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1352 t2482\" id=\"a9692\">ii.<div class=\"d0 w699\">\u00a0</div>En mayo de 2024, conforme al calendario de conversi\u00f3n ordinario<div class=\"d0 w472\">\u00a0</div>previsto: </div><div class=\"po0 fs14 cl2 l1353 t2483\" id=\"a9698\">o<div class=\"d0 w671\">\u00a0</div>Para atender la<div class=\"d0 w169\">\u00a0</div>conversi\u00f3n de 155<div class=\"d0 w231\">\u00a0</div>Obligaciones Convertibles 2023, se<div class=\"d0 w58\">\u00a0</div>aument\u00f3 el </div><div class=\"po0 fs14 cl2 l1354 t787\" id=\"a9701\">capital<div class=\"d0 w224\">\u00a0</div>social<div class=\"d0 w281\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>nominal<div class=\"d0 w250\">\u00a0</div>total<div class=\"d0 w226\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>15<div class=\"d0 w339\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>euros,<div class=\"d0 w238\">\u00a0</div>mediante<div class=\"d0 w292\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l1354 t788\" id=\"a9704\">emisi\u00f3n y puesta en circulaci\u00f3n de 155.000 acciones ordinarias. </div></div></div><div class=\"po1 w198 h73 lh0\" id=\"TextBlockContainer2392\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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l1364 t2503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1361 t2501 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l798 t2501 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1362 t2501 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1363 t2501 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1364 t2501 bgc0\">\u00a0</div>\n<div class=\"w929 po0 h196 l1124 t2504 bgc1\">\u00a0</div>\n<div class=\"w930 po0 h175 l1355 t2505 bgc1\">\u00a0</div>\n<div class=\"w931 po0 h196 l792 t2504 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h175 l820 t2505 bgc1\">\u00a0</div>\n<div class=\"w933 po0 h196 l1357 t2504 bgc1\">\u00a0</div>\n<div class=\"w934 po0 h175 l1365 t2505 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h196 l1359 t2504 bgc1\">\u00a0</div>\n<div class=\"w939 po0 h175 l1366 t2505 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2506 bgc0\">\u00a0</div>\n<div class=\"w937 po0 h12 l1124 t2506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t2506 bgc0\">\u00a0</div>\n<div class=\"w938 po0 h12 l629 t2506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1362 t2506 bgc0\">\u00a0</div>\n<div class=\"w933 po0 h12 l1357 t2506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1363 t2506 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1359 t2506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1364 t2506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h196 l1361 t2504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h196 l798 t2504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h196 l1362 t2504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h196 l1363 t2504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h196 l1364 t2504 bgc0\">\u00a0</div>\n<div class=\"w929 po0 h196 l1124 t2507 bgc1\">\u00a0</div>\n<div class=\"w930 po0 h175 l1355 t2508 bgc1\">\u00a0</div>\n<div class=\"w931 po0 h196 l792 t2507 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h175 l820 t2508 bgc1\">\u00a0</div>\n<div class=\"w933 po0 h196 l1357 t2507 bgc1\">\u00a0</div>\n<div class=\"w934 po0 h175 l1365 t2508 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h196 l1359 t2507 bgc1\">\u00a0</div>\n<div class=\"w939 po0 h175 l1366 t2508 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2509 bgc0\">\u00a0</div>\n<div class=\"w937 po0 h12 l1124 t2509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t2509 bgc0\">\u00a0</div>\n<div class=\"w938 po0 h12 l629 t2509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1362 t2509 bgc0\">\u00a0</div>\n<div class=\"w933 po0 h12 l1357 t2509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1363 t2509 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1359 t2509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1364 t2509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1361 t2510 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l798 t2510 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1362 t2510 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1363 t2510 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1364 t2510 bgc0\">\u00a0</div>\n<div class=\"w929 po0 h194 l1124 t2511 bgc1\">\u00a0</div>\n<div class=\"w930 po0 h175 l1355 t2512 bgc1\">\u00a0</div>\n<div class=\"w931 po0 h194 l792 t2511 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h175 l820 t2512 bgc1\">\u00a0</div>\n<div class=\"w933 po0 h194 l1357 t2511 bgc1\">\u00a0</div>\n<div class=\"w934 po0 h175 l1365 t2512 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h194 l1359 t2511 bgc1\">\u00a0</div>\n<div class=\"w939 po0 h175 l1366 t2512 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2513 bgc0\">\u00a0</div>\n<div class=\"w937 po0 h12 l1124 t2513 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t2513 bgc0\">\u00a0</div>\n<div class=\"w938 po0 h12 l629 t2513 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1362 t2513 bgc0\">\u00a0</div>\n<div class=\"w933 po0 h12 l1357 t2513 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1363 t2513 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1359 t2513 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1364 t2513 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1361 t2511 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l798 t2511 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1362 t2511 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1363 t2511 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1364 t2511 bgc0\">\u00a0</div>\n<div class=\"w929 po0 h194 l1124 t2514 bgc1\">\u00a0</div>\n<div class=\"w930 po0 h175 l1355 t2515 bgc1\">\u00a0</div>\n<div class=\"w931 po0 h194 l792 t2514 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h175 l820 t2515 bgc1\">\u00a0</div>\n<div class=\"w933 po0 h194 l1357 t2514 bgc1\">\u00a0</div>\n<div class=\"w934 po0 h175 l1365 t2515 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h194 l1359 t2514 bgc1\">\u00a0</div>\n<div class=\"w939 po0 h175 l1366 t2515 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2516 bgc0\">\u00a0</div>\n<div class=\"w937 po0 h12 l1124 t2516 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t2516 bgc0\">\u00a0</div>\n<div class=\"w938 po0 h12 l629 t2516 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1362 t2516 bgc0\">\u00a0</div>\n<div class=\"w933 po0 h12 l1357 t2516 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1363 t2516 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1359 t2516 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1364 t2516 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1361 t2514 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l798 t2514 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1362 t2514 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1363 t2514 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1364 t2514 bgc0\">\u00a0</div>\n<div class=\"w929 po0 h194 l1124 t2517 bgc1\">\u00a0</div>\n<div class=\"w930 po0 h197 l1355 t2518 bgc1\">\u00a0</div>\n<div class=\"w931 po0 h194 l792 t2517 bgc1\">\u00a0</div>\n<div class=\"w932 po0 h197 l820 t2518 bgc1\">\u00a0</div>\n<div class=\"w933 po0 h194 l1357 t2517 bgc1\">\u00a0</div>\n<div class=\"w934 po0 h197 l1365 t2518 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h194 l1359 t2517 bgc1\">\u00a0</div>\n<div class=\"w939 po0 h197 l1366 t2518 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2519 bgc0\">\u00a0</div>\n<div class=\"w937 po0 h12 l1124 t2519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t2519 bgc0\">\u00a0</div>\n<div class=\"w938 po0 h12 l629 t2519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1362 t2519 bgc0\">\u00a0</div>\n<div class=\"w933 po0 h12 l1357 t2519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1363 t2519 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1359 t2519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1364 t2519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1361 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2520 bgc0\">\u00a0</div>\n<div class=\"w937 po0 h12 l1124 t2520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l798 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l798 t2520 bgc0\">\u00a0</div>\n<div class=\"w938 po0 h12 l629 t2520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1362 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1362 t2520 bgc0\">\u00a0</div>\n<div class=\"w933 po0 h12 l1357 t2520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1363 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1363 t2520 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1359 t2520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1364 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1364 t2520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1364 t2520 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2392\"><div class=\"po0 fs14 cl2 l1367 t756\" id=\"a9716\">o<div class=\"d0 w671\">\u00a0</div>Para atender la conversi\u00f3n<div class=\"d0 w27\">\u00a0</div>de 57.654 Obligaciones Convertibles 2024, se aument\u00f3 </div><div class=\"po0 fs14 cl2 l1368 t816\" id=\"a9719\">el capital social por un importe nominal total de 5.765 miles de euros, mediante<div class=\"d0 w402\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l1368 t902\" id=\"a9722\">emisi\u00f3n y puesta en circulaci\u00f3n de 57.654.000 acciones ordinarias.<div class=\"d0 w324\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1369 t818\" id=\"a9725\">iii.<div class=\"d0 w615\">\u00a0</div>En noviembre de 2024, conforme al calendario de<div class=\"d0 w113\">\u00a0</div>conversi\u00f3n ordinario previsto: </div><div class=\"po0 fs14 cl2 l1367 t820\" id=\"a9731\">o<div class=\"d0 w671\">\u00a0</div>Para atender la<div class=\"d0 w328\">\u00a0</div>conversi\u00f3n de 1<div class=\"d0 w332\">\u00a0</div>Obligaci\u00f3n Convertible<div class=\"d0 w584\">\u00a0</div>2023, se aument\u00f3<div class=\"d0 w325\">\u00a0</div>el capital </div><div class=\"po0 fs14 cl2 l1368 t821\" id=\"a9734\">social por<div class=\"d0 w27\">\u00a0</div>un importe nominal<div class=\"d0 w129\">\u00a0</div>total de<div class=\"d0 w236\">\u00a0</div>0,1 miles de<div class=\"d0 w231\">\u00a0</div>euros, mediante la<div class=\"d0 w419\">\u00a0</div>emisi\u00f3n y </div><div class=\"po0 fs14 cl2 l1368 t822\" id=\"a9741\">puesta en circulaci\u00f3n de 1.000 acciones ordinarias. </div><div class=\"po0 fs14 cl2 l1367 t824\" id=\"a9744\">o<div class=\"d0 w671\">\u00a0</div>Para<div class=\"d0 w24\">\u00a0</div>atender la<div class=\"d0 w119\">\u00a0</div>conversi\u00f3n de<div class=\"d0 w476\">\u00a0</div>12 Obligaciones<div class=\"d0 w248\">\u00a0</div>Convertibles 2024,<div class=\"d0 w173\">\u00a0</div>se aument\u00f3<div class=\"d0 w389\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l1368 t825\" id=\"a9747\">capital<div class=\"d0 w247\">\u00a0</div>social<div class=\"d0 w229\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>nominal<div class=\"d0 w421\">\u00a0</div>total<div class=\"d0 w98\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>1,2<div class=\"d0 w293\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w474\">\u00a0</div>euros,<div class=\"d0 w60\">\u00a0</div>mediante<div class=\"d0 w284\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l1368 t826\" id=\"a9754\">emisi\u00f3n y puesta en circulaci\u00f3n de 12.000 acciones ordinarias.<div class=\"d0 w268\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1370 t1056\" id=\"a9757\">En consecuencia, a<div class=\"d0 w228\">\u00a0</div>31 de diciembre<div class=\"d0 w23\">\u00a0</div>de 2024 el<div class=\"d0 w484\">\u00a0</div>capital social de<div class=\"d0 w171\">\u00a0</div>PRISA es de<div class=\"d0 w420\">\u00a0</div>108.638 miles </div><div class=\"po0 fs14 cl2 l1370 t1057\" id=\"a9760\">de<div class=\"d0 w271\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>encuentra<div class=\"d0 w284\">\u00a0</div>representado<div class=\"d0 w199\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>1.086.380.193<div class=\"d0 w98\">\u00a0</div>acciones<div class=\"d0 w249\">\u00a0</div>ordinarias<div class=\"d0 w288\">\u00a0</div>todas<div class=\"d0 w282\">\u00a0</div>ellas </div><div class=\"po0 fs14 cl2 l1370 t1059\" id=\"a9763\">pertenecientes<div class=\"d0 w940\">\u00a0</div>a<div class=\"d0 w156\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>misma<div class=\"d0 w675\">\u00a0</div>clase<div class=\"d0 w941\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>serie,<div class=\"d0 w349\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>0,10<div class=\"d0 w155\">\u00a0</div>euros<div class=\"d0 w445\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>valor<div class=\"d0 w542\">\u00a0</div>nominal<div class=\"d0 w347\">\u00a0</div>cada<div class=\"d0 w408\">\u00a0</div>una, </div><div class=\"po0 fs14 cl2 l1370 t1061\" id=\"a9764\">\u00edntegramente desembolsadas y con id\u00e9nticos derechos.<div class=\"d0 w251\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1370 t1062\" id=\"a9767\">A 31<div class=\"d0 w343\">\u00a0</div>de diciembre<div class=\"d0 w27\">\u00a0</div>de 2024<div class=\"d0 w239\">\u00a0</div>las participaciones significativas<div class=\"d0 w59\">\u00a0</div>de PRISA<div class=\"d0 w484\">\u00a0</div>declaradas por sus </div><div class=\"po0 fs14 cl2 l1370 t1063\" id=\"a9771\">titulares son las que se indican<div class=\"d0 w32\">\u00a0</div>a continuaci\u00f3n, seg\u00fan la informaci\u00f3n que consta publicada </div><div class=\"po0 fs14 cl2 l1370 t1125\" id=\"a9772\">en la<div class=\"d0 w402\">\u00a0</div>p\u00e1gina web<div class=\"d0 w265\">\u00a0</div>de la<div class=\"d0 w387\">\u00a0</div>Comisi\u00f3n Nacional<div class=\"d0 w141\">\u00a0</div>del Mercado<div class=\"d0 w619\">\u00a0</div>de Valores<div class=\"d0 w516\">\u00a0</div>(\u201cCNMV\u201d) y,<div class=\"d0 w354\">\u00a0</div>en algunos </div><div class=\"po0 fs14 cl2 l1370 t1064\" id=\"a9773\">casos, la informaci\u00f3n que ha sido proporcionada por los propios accionistas<div class=\"d0 w332\">\u00a0</div>a PRISA: </div><div class=\"po0 fs39 cl2 l1371 t2521\" id=\"a9777\">Nombre o denominaci\u00f3n social<div class=\"d0 w942\">\u00a0</div>del accionista </div><div class=\"po0 fs39 cl2 l1372 t2522\" id=\"a9779\">N\u00famero de </div><div class=\"po0 fs39 cl2 l1372 t2523\" id=\"a9780\">derechos de </div><div class=\"po0 fs39 cl2 l1372 t2524\" id=\"a9781\">voto directos </div><div class=\"po0 fs39 cl2 l939 t2522\" id=\"a9783\">N\u00famero de </div><div class=\"po0 fs39 cl2 l939 t2523\" id=\"a9784\">derechos de </div><div class=\"po0 fs39 cl2 l939 t2524\" id=\"a9785\">voto indirectos </div><div class=\"po0 fs39 cl2 l832 t2525\" id=\"a9787\">% sobre el total </div><div class=\"po0 fs39 cl2 l832 t2521\" id=\"a9788\">de derechos de </div><div class=\"po0 fs39 cl2 l832 t2526\" id=\"a9789\">voto </div><div class=\"po0 fs38 cl2 l1373 t2527\" id=\"a9790\">(1) </div><div class=\"po0 fs38 cl2 l1371 t2528\" id=\"a9792\">JOSEPH OUGHOURLIAN (2) </div><div class=\"po0 fs38 cl2 l1374 t2528\" id=\"a9794\">- </div><div class=\"po0 fs38 cl2 l1375 t2528\" id=\"a9796\">322.831.497 </div><div class=\"po0 fs38 cl2 l1376 t2528\" id=\"a9798\">29,72% </div><div class=\"po0 fs38 cl2 l1371 t2529\" id=\"a9800\">VIVENDI, S.E. </div><div class=\"po0 fs38 cl2 l980 t2529\" id=\"a9802\">128.913.336 </div><div class=\"po0 fs38 cl2 l1377 t2529\" id=\"a9804\">- </div><div class=\"po0 fs38 cl2 l1376 t2529\" id=\"a9806\">11,87% </div><div class=\"po0 fs38 cl2 l1371 t2530\" id=\"a9808\">GLOBAL ALCONABA, S.L. </div><div class=\"po0 fs38 cl2 l1378 t2530\" id=\"a9810\">82.943.058 </div><div class=\"po0 fs38 cl2 l1377 t2530\" id=\"a9812\">- </div><div class=\"po0 fs38 cl2 l1379 t2530\" id=\"a9814\">7,63% </div><div class=\"po0 fs38 cl2 l1371 t2531\" id=\"a9816\">RUCANDIO, S.A.<div class=\"d0 w943\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1374 t2531\" id=\"a9818\">- </div><div class=\"po0 fs38 cl2 l1380 t2531\" id=\"a9820\">79.471.328 </div><div class=\"po0 fs38 cl2 l1379 t2531\" id=\"a9822\">7,32% </div><div class=\"po0 fs38 cl2 l1371 t2532\" id=\"a9824\">CONTROL EMPRESARIAL DE CAPITALES,<div class=\"d0 w944\">\u00a0</div>S.A. DE CV<div class=\"d0 w945\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1378 t2532\" id=\"a9826\">70.719.171 </div><div class=\"po0 fs38 cl2 l1377 t2532\" id=\"a9828\">- </div><div class=\"po0 fs38 cl2 l1379 t2532\" id=\"a9830\">6,51% </div><div class=\"po0 fs38 cl2 l1371 t2533\" id=\"a9832\">JUAN ADOLFO UTOR MART\u00cdNEZ<div class=\"d0 w29\">\u00a0</div>(3) </div><div class=\"po0 fs38 cl2 l1374 t2533\" id=\"a9834\">- </div><div class=\"po0 fs38 cl2 l1380 t2533\" id=\"a9836\">58.820.900 </div><div class=\"po0 fs38 cl2 l1379 t2533\" id=\"a9838\">5,41% </div><div class=\"po0 fs38 cl2 l1371 t2534\" id=\"a9840\">KHALID BIN THANI BIN ABDULLAH<div class=\"d0 w946\">\u00a0</div>AL-THANI<div class=\"d0 w947\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1378 t2534\" id=\"a9844\">36.422.971 </div><div class=\"po0 fs38 cl2 l1377 t2534\" id=\"a9846\">- </div><div class=\"po0 fs38 cl2 l1379 t2534\" id=\"a9848\">3,35% </div><div class=\"po0 fs38 cl2 l1371 t2535\" id=\"a9850\">ROBERTO L\u00c1ZARO ALCANTARA<div class=\"d0 w948\">\u00a0</div>ROJAS (4) </div><div class=\"po0 fs38 cl2 l924 t2535\" id=\"a9852\">18.565 </div><div class=\"po0 fs38 cl2 l1380 t2535\" id=\"a9854\">35.570.206 </div><div class=\"po0 fs38 cl2 l1379 t2535\" id=\"a9856\">3,28% </div><div class=\"po0 fs38 cl2 l1371 t2536\" id=\"a9858\">BANCO SANTANDER, S.A. (5) </div><div class=\"po0 fs38 cl2 l1378 t2536\" id=\"a9861\">17.239.369 </div><div class=\"po0 fs38 cl2 l1380 t2536\" id=\"a9863\">17.017.746 </div><div class=\"po0 fs38 cl2 l1379 t2536\" id=\"a9865\">3,15% </div><div class=\"po0 fs38 cl2 l1371 t2537\" id=\"a9867\">DIEGO PRIETO MARTAGON<div class=\"d0 w949\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1374 t2537\" id=\"a9869\">- </div><div class=\"po0 fs38 cl2 l1380 t2537\" id=\"a9871\">33.893.000 </div><div class=\"po0 fs38 cl2 l1379 t2537\" id=\"a9873\">3,12% </div><div class=\"po0 fs32 cl2 l1381 t2538\" id=\"a9877\">(1) Los porcentajes de derechos de<div class=\"d0 w756\">\u00a0</div>voto han sido calculados sobre el<div class=\"d0 w758\">\u00a0</div>total de los derechos de<div class=\"d0 w631\">\u00a0</div>voto en PRISA a 31 </div><div class=\"po0 fs32 cl2 l1381 t2539\" id=\"a9878\">de diciembre de 2024 (esto<div class=\"d0 w616\">\u00a0</div>es, 1.086.380.193<div class=\"d0 w385\">\u00a0</div>derechos).<div class=\"d0 w299\">\u00a0</div></div><div class=\"po0 fs32 cl2 l1381 t2540\" id=\"a9881\">(2) D. Joseph<div class=\"d0 w52\">\u00a0</div>Oughourlian, consejero dominical, controla Amber Capital UK, LLP,<div class=\"d0 w950\">\u00a0</div>que act\u00faa como </div><div class=\"po0 fs41 cl2 l1382 t2541\" id=\"a9882\">\u201cinvestment </div><div class=\"po0 fs41 cl2 l1381 t2203\" id=\"a9883\">manager\u201d</div><div class=\"po0 fs32 cl2 l1383 t2542\" id=\"a9884\"><div class=\"d0 w276\">\u00a0</div>de<div class=\"d0 w222\">\u00a0</div>Oviedo<div class=\"d0 w199\">\u00a0</div>Holdings<div class=\"d0 w250\">\u00a0</div>Sarl<div class=\"d0 w291\">\u00a0</div>y<div class=\"d0 w271\">\u00a0</div>de<div class=\"d0 w235\">\u00a0</div>Amber<div class=\"d0 w5\">\u00a0</div>Capital<div class=\"d0 w343\">\u00a0</div>Investment<div class=\"d0 w483\">\u00a0</div>Management<div class=\"d0 w200\">\u00a0</div>ICAV<div class=\"d0 w289\">\u00a0</div>-<div class=\"d0 w470\">\u00a0</div>Amber<div class=\"d0 w483\">\u00a0</div>Global </div><div class=\"po0 fs32 cl2 l1381 t2543\" id=\"a9889\">Opportunities Fund. </div><div class=\"po0 fs32 cl2 l1381 t2544\" id=\"a9892\">(3) D. Juan Adolfo Utor ostenta<div class=\"d0 w951\">\u00a0</div>el control de Consignaciones y Amarras, S.A. y<div class=\"d0 w944\">\u00a0</div>\u00e9sta, a su vez, controla Gesti\u00f3n </div><div class=\"po0 fs32 cl2 l1381 t2545\" id=\"a9893\">Naviera, S.L. </div></div></div><div class=\"po1 w721 h201 lh0\" id=\"TextBlockContainer2398\"><img alt=\"doc2p9i1\" class=\"po0 l1394 t812 w133 h52 \" 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\"/>\n<div 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po0 h12 l1406 t2564 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1407 t2564 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1401 t2564 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1408 t2564 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1403 t1392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1404 t1392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1405 t1392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1407 t1392 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1408 t1392 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h200 l528 t2565 bgc1\">\u00a0</div>\n<div class=\"w958 po0 h175 l361 t2566 bgc1\">\u00a0</div>\n<div class=\"w953 po0 h200 l1397 t2565 bgc1\">\u00a0</div>\n<div class=\"w959 po0 h175 l1409 t2566 bgc1\">\u00a0</div>\n<div class=\"w871 po0 h200 l1399 t2565 bgc1\">\u00a0</div>\n<div class=\"w897 po0 h175 l1410 t2566 bgc1\">\u00a0</div>\n<div class=\"w878 po0 h200 l1401 t2565 bgc1\">\u00a0</div>\n<div class=\"w898 po0 h175 l1411 t2566 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1403 t2567 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h12 l528 t2567 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1404 t2567 bgc0\">\u00a0</div>\n<div class=\"w954 po0 h12 l1397 t2567 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1405 t2567 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1406 t2567 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1407 t2567 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1401 t2567 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1408 t2567 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h200 l1403 t2565 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h200 l1404 t2565 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h200 l1405 t2565 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h200 l1407 t2565 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h200 l1408 t2565 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h38 l528 t2568 bgc1\">\u00a0</div>\n<div class=\"w958 po0 h178 l361 t2569 bgc1\">\u00a0</div>\n<div class=\"w958 po0 h175 l361 t2570 bgc1\">\u00a0</div>\n<div class=\"w953 po0 h38 l1397 t2568 bgc1\">\u00a0</div>\n<div class=\"w959 po0 h178 l1409 t2571 bgc1\">\u00a0</div>\n<div class=\"w871 po0 h38 l1399 t2568 bgc1\">\u00a0</div>\n<div class=\"w897 po0 h178 l1410 t2571 bgc1\">\u00a0</div>\n<div class=\"w878 po0 h38 l1401 t2568 bgc1\">\u00a0</div>\n<div class=\"w898 po0 h178 l1411 t2571 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1403 t2572 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h12 l528 t2572 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1404 t2572 bgc0\">\u00a0</div>\n<div class=\"w954 po0 h12 l1397 t2572 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1405 t2572 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1406 t2572 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1407 t2572 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1401 t2572 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1408 t2572 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h38 l1403 t2568 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h38 l1404 t2568 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h38 l1405 t2568 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h38 l1407 t2568 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h38 l1408 t2568 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h194 l528 t2573 bgc1\">\u00a0</div>\n<div class=\"w958 po0 h178 l361 t2574 bgc1\">\u00a0</div>\n<div class=\"w953 po0 h194 l1397 t2573 bgc1\">\u00a0</div>\n<div class=\"w959 po0 h178 l1409 t2574 bgc1\">\u00a0</div>\n<div class=\"w871 po0 h194 l1399 t2573 bgc1\">\u00a0</div>\n<div class=\"w897 po0 h178 l1410 t2574 bgc1\">\u00a0</div>\n<div class=\"w878 po0 h194 l1401 t2573 bgc1\">\u00a0</div>\n<div class=\"w898 po0 h178 l1411 t2574 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1403 t2575 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h12 l528 t2575 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1404 t2575 bgc0\">\u00a0</div>\n<div class=\"w954 po0 h12 l1397 t2575 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1405 t2575 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1406 t2575 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1407 t2575 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1401 t2575 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1408 t2575 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1403 t2573 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1404 t2573 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1405 t2573 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1407 t2573 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1408 t2573 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h194 l528 t2576 bgc1\">\u00a0</div>\n<div class=\"w958 po0 h178 l361 t2577 bgc1\">\u00a0</div>\n<div class=\"w953 po0 h194 l1397 t2576 bgc1\">\u00a0</div>\n<div class=\"w959 po0 h178 l1409 t2577 bgc1\">\u00a0</div>\n<div class=\"w871 po0 h194 l1399 t2576 bgc1\">\u00a0</div>\n<div class=\"w897 po0 h178 l1410 t2577 bgc1\">\u00a0</div>\n<div class=\"w878 po0 h194 l1401 t2576 bgc1\">\u00a0</div>\n<div class=\"w898 po0 h178 l1411 t2577 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1403 t2578 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h12 l528 t2578 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1404 t2578 bgc0\">\u00a0</div>\n<div class=\"w954 po0 h12 l1397 t2578 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1405 t2578 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1406 t2578 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1407 t2578 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1401 t2578 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1408 t2578 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1403 t2576 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1404 t2576 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1405 t2576 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1407 t2576 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1408 t2576 bgc0\">\u00a0</div>\n<div class=\"w958 po0 h197 l361 t2486 bgc1\">\u00a0</div>\n<div class=\"w959 po0 h197 l1409 t2486 bgc1\">\u00a0</div>\n<div class=\"w897 po0 h197 l1410 t2486 bgc1\">\u00a0</div>\n<div class=\"w898 po0 h197 l1411 t2486 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1403 t2579 bgc0\">\u00a0</div>\n<div class=\"w952 po0 h12 l528 t2579 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1404 t2579 bgc0\">\u00a0</div>\n<div class=\"w954 po0 h12 l1397 t2579 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1405 t2579 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l1406 t2579 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1407 t2579 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l1401 t2579 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1408 t2579 bgc0\">\u00a0</div>\n<div class=\"po1 w721 z0\" id=\"TextContainer2398\"><div class=\"po0 fs32 cl2 l1412 t756\" id=\"a9905\">(4) D. Roberto L\u00e1zaro<div class=\"d0 w740\">\u00a0</div>Alc\u00e1ntara Rojas controla<div class=\"d0 w425\">\u00a0</div>el 85% de Consorcio<div class=\"d0 w803\">\u00a0</div>Transportista<div class=\"d0 w473\">\u00a0</div>Occher,<div class=\"d0 w127\">\u00a0</div>S.A. de C.V. </div><div class=\"po0 fs32 cl2 l1412 t2580\" id=\"a9911\">(5) Seg\u00fan la informaci\u00f3n<div class=\"d0 w960\">\u00a0</div>de la que dispone<div class=\"d0 w961\">\u00a0</div>la Compa\u00f1\u00eda como<div class=\"d0 w962\">\u00a0</div>consecuencia de<div class=\"d0 w384\">\u00a0</div>la asistencia de Banco<div class=\"d0 w963\">\u00a0</div>Santander, </div><div class=\"po0 fs32 cl2 l1412 t2581\" id=\"a9912\">S.A. a la Junta<div class=\"d0 w964\">\u00a0</div>General de<div class=\"d0 w298\">\u00a0</div>Accionistas de<div class=\"d0 w631\">\u00a0</div>PRISA de 18<div class=\"d0 w962\">\u00a0</div>de diciembre<div class=\"d0 w960\">\u00a0</div>de 2020<div class=\"d0 w697\">\u00a0</div>(\u00faltima junta general<div class=\"d0 w965\">\u00a0</div>a la que<div class=\"d0 w966\">\u00a0</div>asisti\u00f3), </div><div class=\"po0 fs32 cl2 l1412 t2582\" id=\"a9913\">\u00e9ste era titular, directa e indirectamente de los derechos de voto que se<div class=\"d0 w967\">\u00a0</div>hacen constar en la tabla anterior. En la </div><div class=\"po0 fs32 cl2 l1412 t2583\" id=\"a9915\">actualidad<div class=\"d0 w23\">\u00a0</div>y<div class=\"d0 w30\">\u00a0</div>seg\u00fan<div class=\"d0 w55\">\u00a0</div>la<div class=\"d0 w60\">\u00a0</div>informaci\u00f3n<div class=\"d0 w738\">\u00a0</div>comunicada<div class=\"d0 w61\">\u00a0</div>por<div class=\"d0 w9\">\u00a0</div>Banco<div class=\"d0 w17\">\u00a0</div>Santander,<div class=\"d0 w968\">\u00a0</div>S.A.<div class=\"d0 w110\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la<div class=\"d0 w26\">\u00a0</div>Compa\u00f1\u00eda,<div class=\"d0 w969\">\u00a0</div>la<div class=\"d0 w60\">\u00a0</div>participaci\u00f3n </div><div class=\"po0 fs32 cl2 l1412 t2584\" id=\"a9916\">indirecta se instrumenta<div class=\"d0 w757\">\u00a0</div>a trav\u00e9s de C\u00e1ntabro<div class=\"d0 w753\">\u00a0</div>Catalana de Inversiones,<div class=\"d0 w830\">\u00a0</div>S.A. y Suleyado 2003,<div class=\"d0 w145\">\u00a0</div>S.L. </div><div class=\"po0 fs14 cl2 l1413 t2585\" id=\"a9920\">La participaci\u00f3n indirecta antes se\u00f1alada se instrumenta de la<div class=\"d0 w125\">\u00a0</div>siguiente forma: </div><div class=\"po0 fs39 cl2 l1414 t2586\" id=\"a9923\">Nombre o denominaci\u00f3n social<div class=\"d0 w970\">\u00a0</div>del </div><div class=\"po0 fs39 cl2 l1414 t2587\" id=\"a9925\">titular indirecto de la participaci\u00f3n </div><div class=\"po0 fs39 cl2 l1415 t2586\" id=\"a9927\">A trav\u00e9s de: Nombre o denominaci\u00f3n<div class=\"d0 w971\">\u00a0</div>social del </div><div class=\"po0 fs39 cl2 l1415 t2587\" id=\"a9928\">titular directo de la participaci\u00f3n </div><div class=\"po0 fs39 cl2 l1416 t2588\" id=\"a9930\">N\u00famero </div><div class=\"po0 fs39 cl2 l1416 t2586\" id=\"a9931\">de </div><div class=\"po0 fs39 cl2 l1416 t2587\" id=\"a9932\">derechos </div><div class=\"po0 fs39 cl2 l1416 t2549\" id=\"a9933\">de voto </div><div class=\"po0 fs39 cl2 l1417 t2588\" id=\"a9935\">% sobre el </div><div class=\"po0 fs39 cl2 l1417 t2586\" id=\"a9936\">total de </div><div class=\"po0 fs39 cl2 l1417 t2587\" id=\"a9937\">derechos </div><div class=\"po0 fs39 cl2 l1417 t2549\" id=\"a9938\">de voto </div><div class=\"po0 fs38 cl2 l1418 t2589\" id=\"a9940\">JOSEPH OUGHOURLIAN<div class=\"d0 w99\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1419 t2589\" id=\"a9942\">OVIEDO HOLDINGS, S.A.R.L </div><div class=\"po0 fs38 cl2 l1420 t2589\" id=\"a9945\">253.891.670 </div><div class=\"po0 fs38 cl2 l1421 t2589\" id=\"a9947\">23,37% </div><div class=\"po0 fs38 cl2 l1418 t2590\" id=\"a9949\">JOSEPH OUGHOURLIAN<div class=\"d0 w99\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1422 t2591\" id=\"a9951\">AMBER CAPITAL INVESTMENT<div class=\"d0 w971\">\u00a0</div>MANAGEMENT </div><div class=\"po0 fs38 cl2 l1423 t2592\" id=\"a9952\">ICAV - AMBER GLOBAL OPPORTUNITIES<div class=\"d0 w972\">\u00a0</div>FUND </div><div class=\"po0 fs38 cl2 l1424 t2590\" id=\"a9957\">68.939.827 </div><div class=\"po0 fs38 cl2 l1425 t2590\" id=\"a9959\">6,35% </div><div class=\"po0 fs38 cl2 l1426 t2593\" id=\"a9961\">RUCANDIO, S.A. </div><div class=\"po0 fs38 cl2 l1427 t2593\" id=\"a9963\">RUCANDIO INVERSIONES, SICAV,<div class=\"d0 w971\">\u00a0</div>S.A. </div><div class=\"po0 fs38 cl2 l1428 t2593\" id=\"a9965\">90.456 </div><div class=\"po0 fs38 cl2 l1425 t2593\" id=\"a9967\">0,01% </div><div class=\"po0 fs38 cl2 l1426 t2562\" id=\"a9969\">RUCANDIO, S.A. </div><div class=\"po0 fs38 cl2 l1429 t2562\" id=\"a9971\">PROMOTORA DE PUBLICACIONES,<div class=\"d0 w973\">\u00a0</div>S.L. </div><div class=\"po0 fs38 cl2 l1430 t2562\" id=\"a9974\">125.949 </div><div class=\"po0 fs38 cl2 l1425 t2562\" id=\"a9976\">0,01% </div><div class=\"po0 fs38 cl2 l1426 t2594\" id=\"a9978\">RUCANDIO, S.A. </div><div class=\"po0 fs38 cl2 l1431 t2594\" id=\"a9980\">AHERLOW INVERSIONES, S.L. </div><div class=\"po0 fs38 cl2 l1424 t2594\" id=\"a9982\">79.254.923 </div><div class=\"po0 fs38 cl2 l1425 t2594\" id=\"a9984\">7,30% </div><div class=\"po0 fs38 cl2 l1432 t2595\" id=\"a9986\">JUAN ADOLFO UTOR MART\u00cdNEZ </div><div class=\"po0 fs38 cl2 l1433 t2595\" id=\"a9988\">GESTI\u00d3N NAVIERA, S.L. </div><div class=\"po0 fs38 cl2 l1424 t2595\" id=\"a9990\">58.820.900 </div><div class=\"po0 fs38 cl2 l1425 t2595\" id=\"a9992\">5,41% </div><div class=\"po0 fs38 cl2 l1432 t2596\" id=\"a9994\">ROBERTO L\u00c1ZARO ALCANTARA </div><div class=\"po0 fs38 cl2 l1434 t2570\" id=\"a9995\">ROJAS </div><div class=\"po0 fs38 cl2 l1435 t2597\" id=\"a9997\">CONSORCIO TRANSPORTISTA OCCHER,<div class=\"d0 w974\">\u00a0</div>S.A. DE CV </div><div class=\"po0 fs38 cl2 l1424 t2597\" id=\"a9999\">35.570.206 </div><div class=\"po0 fs38 cl2 l1425 t2597\" id=\"a10001\">3,27% </div><div class=\"po0 fs38 cl2 l1436 t2598\" id=\"a10003\">BANCO SANTANDER, S.A. </div><div class=\"po0 fs38 cl2 l1437 t2598\" id=\"a10005\">SULEYADO 2003, S.L </div><div class=\"po0 fs38 cl2 l1438 t2598\" id=\"a10007\">5.627.382 </div><div class=\"po0 fs38 cl2 l1425 t2598\" id=\"a10009\">0,51% </div><div class=\"po0 fs38 cl2 l1436 t2599\" id=\"a10011\">BANCO SANTANDER, S.A. </div><div class=\"po0 fs38 cl2 l1439 t2599\" id=\"a10013\">CANTABRO CATALANA DE INVERSIONES,<div class=\"d0 w975\">\u00a0</div>S.A </div><div class=\"po0 fs38 cl2 l1424 t2599\" id=\"a10015\">11.390.364 </div><div class=\"po0 fs38 cl2 l1425 t2599\" id=\"a10017\">1,05% </div><div class=\"po0 fs38 cl2 l1440 t2600\" id=\"a10019\">DIEGO PRIETO MARTAGON<div class=\"d0 w971\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1441 t2600\" id=\"a10021\">HOPLITAS INVERSIONES, SICAV,<div class=\"d0 w949\">\u00a0</div>S.A. </div><div class=\"po0 fs38 cl2 l1424 t2600\" id=\"a10023\">33.893.000 </div><div class=\"po0 fs38 cl2 l1442 t2601\" id=\"a10025\">3,12%</div></div></div>",
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    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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   "value": "<div class=\"po1 w374 h204 lh0\" id=\"TextBlockContainer2407\"><div class=\"po1 w374 z0\" id=\"TextContainer2407\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a10264\">Reservas de la sociedad dominante </div><div class=\"po0 fs26 cl2 l345 t2660\" id=\"a10266\">Reserva legal- </div><div class=\"po0 fs14 cl2 l345 t2661\" id=\"a10270\">De<div class=\"d0 w395\">\u00a0</div>acuerdo con<div class=\"d0 w419\">\u00a0</div>el Texto<div class=\"d0 w293\">\u00a0</div>Refundido de<div class=\"d0 w539\">\u00a0</div>la Ley<div class=\"d0 w233\">\u00a0</div>de Sociedades<div class=\"d0 w169\">\u00a0</div>de Capital,<div class=\"d0 w199\">\u00a0</div>debe destinarse<div class=\"d0 w420\">\u00a0</div>una </div><div class=\"po0 fs14 cl2 l345 t2662\" id=\"a10272\">cifra igual al 10%<div class=\"d0 w21\">\u00a0</div>del beneficio del ejercicio a la<div class=\"d0 w48\">\u00a0</div>reserva legal hasta que<div class=\"d0 w9\">\u00a0</div>\u00e9sta alcance, al menos, </div><div class=\"po0 fs14 cl2 l345 t2663\" id=\"a10273\">el 20% del capital social. </div><div class=\"po0 fs14 cl2 l345 t2664\" id=\"a10276\">La reserva legal podr\u00e1<div class=\"d0 w147\">\u00a0</div>utilizarse para aumentar<div class=\"d0 w375\">\u00a0</div>el capital en la<div class=\"d0 w329\">\u00a0</div>parte de su<div class=\"d0 w299\">\u00a0</div>saldo que exceda del </div><div class=\"po0 fs14 cl2 l345 t2665\" id=\"a10277\">10% del capital ya aumentado. </div><div class=\"po0 fs14 cl2 l345 t2666\" id=\"a10280\">Salvo<div class=\"d0 w391\">\u00a0</div>para<div class=\"d0 w229\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>finalidad<div class=\"d0 w396\">\u00a0</div>mencionada<div class=\"d0 w486\">\u00a0</div>anteriormente,<div class=\"d0 w9\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>mientras<div class=\"d0 w169\">\u00a0</div>no<div class=\"d0 w475\">\u00a0</div>supere<div class=\"d0 w167\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>20%<div class=\"d0 w286\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>capital </div><div class=\"po0 fs14 cl2 l345 t2667\" id=\"a10281\">social,<div class=\"d0 w389\">\u00a0</div>esta<div class=\"d0 w175\">\u00a0</div>reserva<div class=\"d0 w296\">\u00a0</div>s\u00f3lo<div class=\"d0 w164\">\u00a0</div>podr\u00e1<div class=\"d0 w421\">\u00a0</div>destinarse<div class=\"d0 w111\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>compensaci\u00f3n<div class=\"d0 w171\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>p\u00e9rdidas<div class=\"d0 w345\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>siempre<div class=\"d0 w174\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l345 t2668\" id=\"a10282\">existan otras reservas disponibles suficientes para este fin. </div><div class=\"po0 fs14 cl2 l345 t2669\" id=\"a10284\"><div class=\"d0 w981\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t2670\" id=\"a10286\">El saldo de la<div class=\"d0 w9\">\u00a0</div>reserva legal asciende<div class=\"d0 w27\">\u00a0</div>a 12.646 miles de<div class=\"d0 w32\">\u00a0</div>euros a 31 de<div class=\"d0 w60\">\u00a0</div>diciembre de 2024 (12.646 </div><div class=\"po0 fs14 cl2 l345 t2671\" id=\"a10298\">miles de euros a 31 de diciembre de 2023). </div><div class=\"po0 fs26 cl2 l345 t2672\" id=\"a10303\">Reserva para acciones propias- </div><div class=\"po0 fs14 cl2 l345 t2673\" id=\"a10307\">El Art\u00edculo 142<div class=\"d0 w264\">\u00a0</div>del Texto Refundido de<div class=\"d0 w368\">\u00a0</div>la Ley de Sociedades<div class=\"d0 w48\">\u00a0</div>de Capital establece que<div class=\"d0 w60\">\u00a0</div>cuando </div><div class=\"po0 fs14 cl2 l345 t2674\" id=\"a10308\">una sociedad hubiera adquirido acciones propias<div class=\"d0 w516\">\u00a0</div>establecer\u00e1 en el patrimonio neto del balance </div><div class=\"po0 fs14 cl2 l345 t2675\" id=\"a10309\">de<div class=\"d0 w170\">\u00a0</div>situaci\u00f3n<div class=\"d0 w477\">\u00a0</div>una<div class=\"d0 w339\">\u00a0</div>reserva<div class=\"d0 w476\">\u00a0</div>indisponible<div class=\"d0 w284\">\u00a0</div>equivalente<div class=\"d0 w176\">\u00a0</div>al<div class=\"d0 w162\">\u00a0</div>importe<div class=\"d0 w227\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>acciones<div class=\"d0 w292\">\u00a0</div>propias.<div class=\"d0 w227\">\u00a0</div>Esta </div><div class=\"po0 fs14 cl2 l345 t2676\" id=\"a10311\">reserva deber\u00e1 mantenerse en tanto las acciones no sean enajenadas<div class=\"d0 w267\">\u00a0</div>o amortizadas. </div><div class=\"po0 fs14 cl2 l345 t2677\" id=\"a10314\">El saldo de esta cuenta asciende a 953 miles de euros a 31 de diciembre de 2024 (1.449 miles de </div><div class=\"po0 fs14 cl2 l345 t2678\" id=\"a10324\">euros a 31 de diciembre de 2023). </div><div class=\"po0 fs25 cl2 l345 t2679\" id=\"a10329\">e)</div><div class=\"po0 fs25 cl2 l434 t2679\" id=\"a10331\">Reservas de primera aplicaci\u00f3n NIIF </div><div class=\"po0 fs14 cl2 l345 t2680\" id=\"a10333\">Como consecuencia de la<div class=\"d0 w26\">\u00a0</div>primera aplicaci\u00f3n de las NIIF<div class=\"d0 w59\">\u00a0</div>en los estados financieros del Grupo, </div><div class=\"po0 fs14 cl2 l345 t2681\" id=\"a10334\">a 1<div class=\"d0 w98\">\u00a0</div>de enero<div class=\"d0 w480\">\u00a0</div>de 2004<div class=\"d0 w395\">\u00a0</div>surgieron determinados<div class=\"d0 w57\">\u00a0</div>activos y pasivos,<div class=\"d0 w391\">\u00a0</div>cuyo efecto<div class=\"d0 w7\">\u00a0</div>en patrimonio<div class=\"d0 w110\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l345 t2682\" id=\"a10335\">encuentra reconocido en esta cuenta. </div><div class=\"po0 fs25 cl2 l345 t2683\" id=\"a10338\">f)</div><div class=\"po0 fs25 cl2 l434 t2683\" id=\"a10340\">Resultados acumulados de ejercicios anteriores </div><div class=\"po0 fs14 cl2 l345 t2684\" id=\"a10342\">En<div class=\"d0 w388\">\u00a0</div>estas<div class=\"d0 w250\">\u00a0</div>reservas<div class=\"d0 w174\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>recogen<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>resultados<div class=\"d0 w175\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>sociedades<div class=\"d0 w404\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>forman<div class=\"d0 w230\">\u00a0</div>parte<div class=\"d0 w549\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>Grupo </div><div class=\"po0 fs14 cl2 l341 t2685\" id=\"a10343\">consolidado, minorados por los dividendos distribuidos a la Sociedad<div class=\"d0 w265\">\u00a0</div>Dominante.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfReservesAndOtherEquityInterestExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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bgc3\">\u00a0</div>\n<div class=\"w984 po0 h83 l1453 t2692 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1466 t2693 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h83 l1458 t2692 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1467 t2693 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1459 t972 bgc0\">\u00a0</div>\n<div class=\"w986 po0 h12 l1460 t972 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1450 t972 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1451 t972 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1455 t972 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1456 t972 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1452 t972 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1453 t972 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1457 t972 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1458 t972 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1454 t972 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1459 t2692 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1459 t973 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1459 t973 bgc0\">\u00a0</div>\n<div class=\"w986 po0 h12 l1460 t973 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1450 t2692 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1450 t973 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1451 t973 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1455 t2692 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1455 t973 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1456 t973 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1452 t2692 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1452 t973 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1453 t973 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1457 t2692 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1457 t973 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1458 t973 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1454 t2692 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1454 t973 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1454 t973 bgc0\">\u00a0</div>\n<div class=\"po1 w755 z0\" id=\"TextContainer2414\"><div class=\"po0 fs25 cl2 l507 t756\" id=\"a10359\">Acciones propias </div><div class=\"po0 fs14 cl2 l1252 t768\" id=\"a10361\">El<div class=\"d0 w98\">\u00a0</div>movimiento<div class=\"d0 w293\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>cuenta<div class=\"d0 w230\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1468 t2694\" id=\"a10362\">Acciones<div class=\"d0 w343\">\u00a0</div>propias</div><div class=\"po0 fs14 cl2 l1469 t768\" id=\"a10363\">\u201d<div class=\"d0 w119\">\u00a0</div>durante<div class=\"d0 w229\">\u00a0</div>los<div class=\"d0 w539\">\u00a0</div>ejercicios<div class=\"d0 w486\">\u00a0</div>2024<div class=\"d0 w31\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>2023<div class=\"d0 w290\">\u00a0</div>ha<div class=\"d0 w171\">\u00a0</div>sido<div class=\"d0 w485\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l1252 t769\" id=\"a10367\">siguiente: </div><div class=\"po0 fs38 cl2 l1470 t2695\" id=\"a10371\">Ejercicio 2024 </div><div class=\"po0 fs38 cl2 l1158 t2695\" id=\"a10373\">Ejercicio 2023 </div><div class=\"po0 fs38 cl2 l1471 t2696\" id=\"a10375\">N\u00famero de </div><div class=\"po0 fs38 cl2 l1472 t2697\" id=\"a10376\">Acciones </div><div class=\"po0 fs38 cl2 l1473 t2696\" id=\"a10378\">Importe (miles </div><div class=\"po0 fs38 cl2 l1474 t2697\" id=\"a10379\">de euros) </div><div class=\"po0 fs38 cl2 l1475 t2696\" id=\"a10381\">N\u00famero de </div><div class=\"po0 fs38 cl2 l1476 t2697\" id=\"a10382\">Acciones </div><div class=\"po0 fs38 cl2 l1477 t2696\" id=\"a10384\">Importe (miles </div><div class=\"po0 fs38 cl2 l1478 t2697\" id=\"a10385\">de euros) </div><div class=\"po0 fs39 cl2 l1479 t2698\" id=\"a10387\">Al inicio del ejercicio </div><div class=\"po0 fs39 cl2 l1480 t2698\" id=\"a10389\">4.997.108 </div><div class=\"po0 fs39 cl2 l1481 t2698\" id=\"a10391\">1.449 </div><div class=\"po0 fs39 cl2 l1220 t2698\" id=\"a10393\">1.425.317 </div><div class=\"po0 fs39 cl2 l1159 t2698\" id=\"a10395\">401 </div><div class=\"po0 fs38 cl2 l1479 t2699\" id=\"a10397\">Entregas </div><div class=\"po0 fs38 cl2 l1482 t2699\" id=\"a10399\">(2.011.865) </div><div class=\"po0 fs38 cl2 l1483 t2699\" id=\"a10401\">(811) </div><div class=\"po0 fs38 cl2 l1254 t2699\" id=\"a10403\">(748.677) </div><div class=\"po0 fs38 cl2 l1484 t2699\" id=\"a10405\">(1.600) </div><div class=\"po0 fs38 cl2 l1479 t2700\" id=\"a10407\">Compras </div><div class=\"po0 fs38 cl2 l1485 t2700\" id=\"a10409\">803.549 </div><div class=\"po0 fs38 cl2 l1486 t2700\" id=\"a10411\">270 </div><div class=\"po0 fs38 cl2 l1220 t2700\" id=\"a10413\">5.047.753 </div><div class=\"po0 fs38 cl2 l1487 t2700\" id=\"a10415\">1.899 </div><div class=\"po0 fs38 cl2 l1479 t2701\" id=\"a10417\">Ventas </div><div class=\"po0 fs38 cl2 l1488 t2701\" id=\"a10419\">(621.416) </div><div class=\"po0 fs38 cl2 l1483 t2701\" id=\"a10421\">(205) </div><div class=\"po0 fs38 cl2 l1254 t2701\" id=\"a10423\">(727.285) </div><div class=\"po0 fs38 cl2 l1489 t2701\" id=\"a10425\">(249) </div><div class=\"po0 fs38 cl2 l1479 t2702\" id=\"a10427\">Corecci\u00f3n de valor de acciones propias </div><div class=\"po0 fs38 cl2 l1490 t2702\" id=\"a10429\">- </div><div class=\"po0 fs38 cl2 l1486 t2702\" id=\"a10431\">250 </div><div class=\"po0 fs38 cl2 l1491 t2702\" id=\"a10433\">- </div><div class=\"po0 fs38 cl2 l1159 t2702\" id=\"a10435\">998 </div><div class=\"po0 fs39 cl2 l1479 t2703\" id=\"a10437\">Al cierre del ejercicio </div><div class=\"po0 fs39 cl2 l1480 t2703\" id=\"a10439\">3.167.376 </div><div class=\"po0 fs39 cl2 l1486 t2703\" id=\"a10441\">953 </div><div class=\"po0 fs39 cl2 l1220 t2703\" id=\"a10443\">4.997.108 </div><div class=\"po0 fs39 cl2 l1487 t2703\" id=\"a10445\">1.449 </div><div class=\"po0 fs14 cl2 l504 t2704\" id=\"a10449\">Promotora de Informaciones, </div><div class=\"po0 fs14 cl2 l1492 t2704\" id=\"a10449_28_4\">S.A.</div><div class=\"po0 fs14 cl2 l1493 t2704\" id=\"a10449_32_63\"><div class=\"d0 w907\">\u00a0</div>mantiene, a 31 de<div class=\"d0 w126\">\u00a0</div>diciembre de 2024, 3.167.376<div class=\"d0 w422\">\u00a0</div>acciones de la </div><div class=\"po0 fs14 cl2 l1252 t2705\" id=\"a10455\">propia Sociedad en autocartera, lo que representa un 0,292% del capital<div class=\"d0 w324\">\u00a0</div>social a dicha fecha. </div><div class=\"po0 fs14 cl2 l1252 t2706\" id=\"a10465\">Las acciones propias<div class=\"d0 w19\">\u00a0</div>se encuentran valoradas a<div class=\"d0 w31\">\u00a0</div>precio de mercado<div class=\"d0 w418\">\u00a0</div>a 31 de<div class=\"d0 w129\">\u00a0</div>diciembre de 2024, </div><div class=\"po0 fs14 cl2 l1252 t783\" id=\"a10468\">0,30 euros por acci\u00f3n. El valor de mercado de las mismas asciende a 953 miles de<div class=\"d0 w268\">\u00a0</div>euros. </div><div class=\"po0 fs14 cl2 l1252 t784\" id=\"a10480\">Al 31 de diciembre de 2024 y 2023 la Sociedad no mantiene ninguna acci\u00f3n<div class=\"d0 w268\">\u00a0</div>en pr\u00e9stamo. </div><div class=\"po0 fs14 cl2 l1252 t786\" id=\"a10487\">En el mes<div class=\"d0 w488\">\u00a0</div>de julio<div class=\"d0 w113\">\u00a0</div>de 2019 la<div class=\"d0 w411\">\u00a0</div>Sociedad suscribi\u00f3<div class=\"d0 w422\">\u00a0</div>un contrato de<div class=\"d0 w634\">\u00a0</div>liquidez de duraci\u00f3n<div class=\"d0 w825\">\u00a0</div>anual, cuyo </div><div class=\"po0 fs14 cl2 l1252 t787\" id=\"a10488\">\u00fanico<div class=\"d0 w469\">\u00a0</div>objetivo<div class=\"d0 w224\">\u00a0</div>es<div class=\"d0 w175\">\u00a0</div>favorecer<div class=\"d0 w334\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>liquidez<div class=\"d0 w290\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>regularidad<div class=\"d0 w390\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>cotizaci\u00f3n<div class=\"d0 w233\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>acciones<div class=\"d0 w391\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l1252 t788\" id=\"a10489\">Sociedad, dentro de los l\u00edmites establecidos por la Junta de Accionistas<div class=\"d0 w33\">\u00a0</div>de la Sociedad y por la </div><div class=\"po0 fs14 cl2 l1252 t789\" id=\"a10491\">normativa de aplicaci\u00f3n, en particular la<div class=\"d0 w22\">\u00a0</div>Circular 1/2017. Dicho contrato se ha<div class=\"d0 w366\">\u00a0</div>ido renovando </div><div class=\"po0 fs14 cl2 l1252 t790\" id=\"a10492\">anualmente siendo la \u00faltima renovaci\u00f3n en julio de 2024, con vigencia hasta julio de 2025. Este </div><div class=\"po0 fs14 cl2 l1252 t791\" id=\"a10493\">contrato se<div class=\"d0 w249\">\u00a0</div>suspendi\u00f3 temporalmente<div class=\"d0 w283\">\u00a0</div>entre el<div class=\"d0 w284\">\u00a0</div>29 de<div class=\"d0 w391\">\u00a0</div>marzo de<div class=\"d0 w3\">\u00a0</div>2023 y<div class=\"d0 w485\">\u00a0</div>el 29<div class=\"d0 w476\">\u00a0</div>de septiembre<div class=\"d0 w98\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l1252 t792\" id=\"a10496\">2023,<div class=\"d0 w110\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>encuentra<div class=\"d0 w17\">\u00a0</div>suspendido<div class=\"d0 w32\">\u00a0</div>desde<div class=\"d0 w236\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>19<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>noviembre<div class=\"d0 w48\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2024<div class=\"d0 w63\">\u00a0</div>hasta<div class=\"d0 w7\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>fecha<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>cierre, </div><div class=\"po0 fs14 cl2 l1252 t2707\" id=\"a10497\">debido a los programas de Recompra mencionados en los dos siguientes<div class=\"d0 w990\">\u00a0</div>p\u00e1rrafos. En el marco </div><div class=\"po0 fs14 cl2 l1252 t2708\" id=\"a10507\">de este<div class=\"d0 w518\">\u00a0</div>contrato, la<div class=\"d0 w228\">\u00a0</div>Sociedad ha<div class=\"d0 w484\">\u00a0</div>ejecutado en<div class=\"d0 w110\">\u00a0</div>el ejercicio 2024<div class=\"d0 w287\">\u00a0</div>un total<div class=\"d0 w175\">\u00a0</div>de compras<div class=\"d0 w333\">\u00a0</div>de 598.947 </div><div class=\"po0 fs14 cl2 l1252 t2709\" id=\"a10508\">acciones<div class=\"d0 w286\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>un<div class=\"d0 w110\">\u00a0</div>total<div class=\"d0 w111\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>ventas<div class=\"d0 w7\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>621.416,<div class=\"d0 w63\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>lo<div class=\"d0 w111\">\u00a0</div>tanto<div class=\"d0 w296\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>ventas<div class=\"d0 w18\">\u00a0</div>netas<div class=\"d0 w283\">\u00a0</div>han<div class=\"d0 w129\">\u00a0</div>sido<div class=\"d0 w333\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>22.469 </div><div class=\"po0 fs14 cl2 l1252 t2710\" id=\"a10509\">acciones y 5 miles de euros.<div class=\"d0 w991\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1252 t2711\" id=\"a10512\">El 28<div class=\"d0 w31\">\u00a0</div>de marzo<div class=\"d0 w129\">\u00a0</div>de 2023<div class=\"d0 w395\">\u00a0</div>el Consejo<div class=\"d0 w22\">\u00a0</div>de Administraci\u00f3n de<div class=\"d0 w390\">\u00a0</div>la Sociedad<div class=\"d0 w20\">\u00a0</div>acord\u00f3 un Programa<div class=\"d0 w383\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l1252 t2712\" id=\"a10513\">Recompra<div class=\"d0 w245\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>acciones<div class=\"d0 w395\">\u00a0</div>propias<div class=\"d0 w172\">\u00a0</div>al<div class=\"d0 w419\">\u00a0</div>amparo<div class=\"d0 w368\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>autorizaci\u00f3n<div class=\"d0 w164\">\u00a0</div>conferida<div class=\"d0 w264\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>Junta<div class=\"d0 w383\">\u00a0</div>General </div><div class=\"po0 fs14 cl2 l1252 t2713\" id=\"a10514\">ordinaria de<div class=\"d0 w140\">\u00a0</div>Accionistas del<div class=\"d0 w141\">\u00a0</div>28 de junio<div class=\"d0 w147\">\u00a0</div>de 2022,<div class=\"d0 w85\">\u00a0</div>con el<div class=\"d0 w299\">\u00a0</div>\u00fanico prop\u00f3sito<div class=\"d0 w556\">\u00a0</div>de dotar a<div class=\"d0 w266\">\u00a0</div>la autocartera </div><div class=\"po0 fs14 cl2 l1252 t2714\" id=\"a10516\">de la Sociedad de una cantidad suficiente de acciones que permitiera atender las liquidaciones </div><div class=\"po0 fs14 cl2 l1252 t2715\" id=\"a10517\">de los<div class=\"d0 w286\">\u00a0</div>planes retributivos actualmente<div class=\"d0 w7\">\u00a0</div>vigentes para<div class=\"d0 w395\">\u00a0</div>los consejeros<div class=\"d0 w21\">\u00a0</div>ejecutivos y<div class=\"d0 w26\">\u00a0</div>directivos del </div><div class=\"po0 fs14 cl2 l1252 t2716\" id=\"a10518\">Grupo<div class=\"d0 w171\">\u00a0</div>PRISA<div class=\"d0 w366\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l1494 t2717\" id=\"a10519\">v\u00e9ase<div class=\"d0 w246\">\u00a0</div>nota<div class=\"d0 w480\">\u00a0</div>14</div><div class=\"po0 fs14 cl2 l1495 t2716\" id=\"a10520\">).<div class=\"d0 w8\">\u00a0</div>El<div class=\"d0 w110\">\u00a0</div>mismo<div class=\"d0 w201\">\u00a0</div>comenz\u00f3<div class=\"d0 w24\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>29<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>marzo<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2023<div class=\"d0 w63\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>finaliz\u00f3<div class=\"d0 w59\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>29<div class=\"d0 w31\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l1252 t2718\" id=\"a10522\">septiembre<div class=\"d0 w376\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>2023<div class=\"d0 w276\">\u00a0</div>una<div class=\"d0 w339\">\u00a0</div>vez<div class=\"d0 w503\">\u00a0</div>concluido<div class=\"d0 w372\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>plazo<div class=\"d0 w617\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>seis<div class=\"d0 w25\">\u00a0</div>meses<div class=\"d0 w370\">\u00a0</div>establecido<div class=\"d0 w222\">\u00a0</div>como<div class=\"d0 w493\">\u00a0</div>l\u00edmite<div class=\"d0 w487\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l1252 t805\" id=\"a10523\">ejecuci\u00f3n. En el marco<div class=\"d0 w143\">\u00a0</div>de este programa<div class=\"d0 w113\">\u00a0</div>la Sociedad adquiri\u00f3<div class=\"d0 w619\">\u00a0</div>un total de<div class=\"d0 w532\">\u00a0</div>4.421.714 acciones con </div><div class=\"po0 fs14 cl2 l1252 t2719\" id=\"a10524\">un coste de 1.689 miles de euros.<div class=\"d0 w708\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t807\" id=\"a10528\">El<div class=\"d0 w111\">\u00a0</div>18<div class=\"d0 w293\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>noviembre<div class=\"d0 w484\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2024<div class=\"d0 w293\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>Consejo<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Administraci\u00f3n<div class=\"d0 w231\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>Sociedad<div class=\"d0 w7\">\u00a0</div>acord\u00f3<div class=\"d0 w296\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>nuevo </div><div class=\"po0 fs14 cl2 l345 t808\" id=\"a10529\">Programa de Recompra de<div class=\"d0 w561\">\u00a0</div>acciones propias al amparo<div class=\"d0 w558\">\u00a0</div>de la autorizaci\u00f3n conferida<div class=\"d0 w422\">\u00a0</div>por la Junta </div><div class=\"po0 fs14 cl2 l345 t809\" id=\"a10530\">General<div class=\"d0 w278\">\u00a0</div>ordinaria<div class=\"d0 w586\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Accionistas<div class=\"d0 w633\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>26<div class=\"d0 w276\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>junio<div class=\"d0 w494\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>2024,<div class=\"d0 w339\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>mismo<div class=\"d0 w294\">\u00a0</div>prop\u00f3sito<div class=\"d0 w275\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l345 t810\" id=\"a10532\">comentado anteriormente, por<div class=\"d0 w423\">\u00a0</div>un m\u00e1ximo de 1.400.000<div class=\"d0 w499\">\u00a0</div>acciones o 500<div class=\"d0 w265\">\u00a0</div>miles de euros. El<div class=\"d0 w584\">\u00a0</div>mismo </div></div></div><div class=\"po1 w502 h205 lh0\" id=\"TextBlockContainer2422\"><div class=\"po0 l342 t756 f0\" id=\"div_2419_XBRL_TS_922a22c40dce42378968f1427c3244d8_1\"><div class=\"po1 w502 h205 lh0\" id=\"TextBlockContainer2420\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2420\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a10542\">comenz\u00f3 el<div class=\"d0 w24\">\u00a0</div>19 de noviembre<div class=\"d0 w19\">\u00a0</div>de 2024 y<div class=\"d0 w369\">\u00a0</div>permanecer\u00e1 vigente, en<div class=\"d0 w31\">\u00a0</div>principio, hasta el<div class=\"d0 w30\">\u00a0</div>30 de abril </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a10543\">de 2025, salvo que se alcancen con anterioridad los m\u00e1ximos mencionados.<div class=\"d0 w141\">\u00a0</div>En el marco de este </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a10544\">programa<div class=\"d0 w18\">\u00a0</div>la Sociedad<div class=\"d0 w404\">\u00a0</div>ha adquirido<div class=\"d0 w250\">\u00a0</div>un total<div class=\"d0 w3\">\u00a0</div>de 204.602<div class=\"d0 w287\">\u00a0</div>acciones con<div class=\"d0 w173\">\u00a0</div>un<div class=\"d0 w22\">\u00a0</div>coste de<div class=\"d0 w517\">\u00a0</div>70 miles<div class=\"d0 w235\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a10546\">euros. </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a10549\">Durante el ejercicio 2024 se ha llevado a cabo la entrega de acciones propias derivadas<div class=\"d0 w126\">\u00a0</div>del Plan </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a10550\">de<div class=\"d0 w170\">\u00a0</div>Incentivos<div class=\"d0 w482\">\u00a0</div>2022-2025<div class=\"d0 w170\">\u00a0</div>tanto<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>CFO<div class=\"d0 w5\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>PRISA,<div class=\"d0 w469\">\u00a0</div>como<div class=\"d0 w166\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>presidentes<div class=\"d0 w160\">\u00a0</div>ejecutivos<div class=\"d0 w227\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a10553\">Santillana y Media y del<div class=\"d0 w300\">\u00a0</div>equipo directivo </div><div class=\"po0 fs26 cl2 l1496 t2186\" id=\"a10555\">(v\u00e9anse notas 14, 20 y<div class=\"d0 w405\">\u00a0</div>21). </div><div class=\"po0 fs14 cl2 l1497 t821\" id=\"a10558\">En el marco de<div class=\"d0 w299\">\u00a0</div>este contrato, </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a10559\">la Sociedad ha<div class=\"d0 w396\">\u00a0</div>entregado un total de<div class=\"d0 w55\">\u00a0</div>2.011.865 acciones netas<div class=\"d0 w17\">\u00a0</div>de los impuestos aplicables,<div class=\"d0 w39\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a10560\">se<div class=\"d0 w157\">\u00a0</div>encontraban<div class=\"d0 w408\">\u00a0</div>valoradas<div class=\"d0 w261\">\u00a0</div>a<div class=\"d0 w156\">\u00a0</div>un<div class=\"d0 w408\">\u00a0</div>coste<div class=\"d0 w526\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>811<div class=\"d0 w194\">\u00a0</div>miles<div class=\"d0 w260\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>euros<div class=\"d0 w445\">\u00a0</div>en<div class=\"d0 w159\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>balance<div class=\"d0 w750\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>situaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a10561\">consolidado. </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a10564\">En el ejercicio<div class=\"d0 w653\">\u00a0</div>2023 y en<div class=\"d0 w567\">\u00a0</div>el marco<div class=\"d0 w299\">\u00a0</div>del mismo<div class=\"d0 w299\">\u00a0</div>Plan de<div class=\"d0 w300\">\u00a0</div>Incentivos 2022-2025<div class=\"d0 w423\">\u00a0</div>y contrato,<div class=\"d0 w342\">\u00a0</div>la Sociedad </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a10567\">entreg\u00f3<div class=\"d0 w288\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>total<div class=\"d0 w226\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>748.677<div class=\"d0 w98\">\u00a0</div>acciones<div class=\"d0 w391\">\u00a0</div>netas<div class=\"d0 w389\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>impuestos<div class=\"d0 w175\">\u00a0</div>aplicables,<div class=\"d0 w245\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>encontraban </div><div class=\"po0 fs14 cl2 l341 t2720\" id=\"a10570\">valoradas a un coste de 1.600 miles de euros en el balance<div class=\"d0 w125\">\u00a0</div>de situaci\u00f3n consolidado.</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfTreasurySharesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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  },
  "ID_9": {
   "value": "S.A.",
   "dimensions": {
    "concept": "ifrs-full:LegalFormOfEntity",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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l1569 t2793 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1570 t2793 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l1571 t2793 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1572 t2793 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1267 t2793 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1573 t2793 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1574 t2793 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1575 t2793 bgc0\">\u00a0</div>\n<div class=\"w876 po0 h12 l1576 t2793 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1577 t2793 bgc0\">\u00a0</div>\n<div class=\"w1004 po0 h12 l1578 t2793 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1567 t2793 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1384 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2794 bgc0\">\u00a0</div>\n<div class=\"w1001 po0 h12 l1556 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1544 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1544 t2794 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1545 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1568 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1568 t2794 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l1569 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1570 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1570 t2794 bgc0\">\u00a0</div>\n<div class=\"w814 po0 h12 l1571 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1572 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1572 t2794 bgc0\">\u00a0</div>\n<div class=\"w852 po0 h12 l1267 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1573 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1573 t2794 bgc0\">\u00a0</div>\n<div class=\"w783 po0 h12 l1574 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1575 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1575 t2794 bgc0\">\u00a0</div>\n<div class=\"w876 po0 h12 l1576 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1577 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1577 t2794 bgc0\">\u00a0</div>\n<div class=\"w1004 po0 h12 l1578 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1567 t2407 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1567 t2794 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1567 t2794 bgc0\">\u00a0</div>\n<div class=\"po1 w562 z0\" id=\"TextContainer2435\"><div class=\"po0 fs25 cl2 l452 t756\" id=\"a10760\">Participaciones no dominantes </div><div class=\"po0 fs14 cl2 l367 t920\" id=\"a10762\">Corresponden a las<div class=\"d0 w147\">\u00a0</div>participaciones de los<div class=\"d0 w330\">\u00a0</div>intereses minoritarios en<div class=\"d0 w145\">\u00a0</div>el valor patrimonial<div class=\"d0 w144\">\u00a0</div>y en los </div><div class=\"po0 fs14 cl2 l367 t921\" id=\"a10763\">resultados del ejercicio<div class=\"d0 w57\">\u00a0</div>de las sociedades<div class=\"d0 w234\">\u00a0</div>del Grupo que han<div class=\"d0 w361\">\u00a0</div>sido consolidadas por<div class=\"d0 w231\">\u00a0</div>el m\u00e9todo </div><div class=\"po0 fs14 cl2 l367 t922\" id=\"a10764\">de integraci\u00f3n<div class=\"d0 w143\">\u00a0</div>global. El<div class=\"d0 w410\">\u00a0</div>movimiento en<div class=\"d0 w403\">\u00a0</div>los ejercicios<div class=\"d0 w403\">\u00a0</div>2024 y<div class=\"d0 w584\">\u00a0</div>2023 en<div class=\"d0 w268\">\u00a0</div>este ep\u00edgrafe<div class=\"d0 w473\">\u00a0</div>es el<div class=\"d0 w422\">\u00a0</div>siguiente: </div><div class=\"po0 fs35 cl2 l1483 t2795\" id=\"a10771\">Miles de euros </div><div class=\"po0 fs35 cl2 l1586 t2796\" id=\"a10774\">Saldo al </div><div class=\"po0 fs35 cl2 l1587 t2797\" id=\"a10775\">31.12.2023 </div><div class=\"po0 fs35 cl2 l1588 t2796\" id=\"a10777\">Ajuste por </div><div class=\"po0 fs35 cl2 l1589 t2797\" id=\"a10778\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l1590 t2796\" id=\"a10780\">Participaci\u00f3n </div><div class=\"po0 fs35 cl2 l1591 t2797\" id=\"a10781\">en resultados </div><div class=\"po0 fs35 cl2 l1592 t2798\" id=\"a10783\">Dividendos </div><div class=\"po0 fs35 cl2 l1593 t2007\" id=\"a10784\">pagados/ </div><div class=\"po0 fs35 cl2 l1594 t2799\" id=\"a10785\">recibidos </div><div class=\"po0 fs35 cl2 l1595 t2007\" id=\"a10787\">Otros </div><div class=\"po0 fs35 cl2 l1596 t2796\" id=\"a10789\">Saldo al </div><div class=\"po0 fs35 cl2 l1597 t2797\" id=\"a10790\">31.12.2024 </div><div class=\"po0 fs35 cl2 l1598 t2800\" id=\"a10792\"><div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs35 cl2 l1599 t2801\" id=\"a10800\">Caracol, S.A. </div><div class=\"po0 fs35 cl2 l1600 t2802\" id=\"a10802\">4.262 </div><div class=\"po0 fs35 cl2 l1601 t2802\" id=\"a10804\">(256) </div><div class=\"po0 fs35 cl2 l1602 t2802\" id=\"a10806\">(423) </div><div class=\"po0 fs35 cl2 l1603 t2802\" id=\"a10808\">- </div><div class=\"po0 fs35 cl2 l1604 t2802\" id=\"a10810\">(57) </div><div class=\"po0 fs35 cl2 l1605 t2802\" id=\"a10812\">3.526 </div><div class=\"po0 fs35 cl2 l1599 t2803\" id=\"a10814\">Diario As, S.L. </div><div class=\"po0 fs35 cl2 l1600 t2803\" id=\"a10816\">5.238 </div><div class=\"po0 fs35 cl2 l1606 t2803\" id=\"a10818\">- </div><div class=\"po0 fs35 cl2 l1607 t2803\" id=\"a10820\">26 </div><div class=\"po0 fs35 cl2 l1608 t2803\" id=\"a10822\">(800) </div><div class=\"po0 fs35 cl2 l1604 t2803\" id=\"a10824\">(19) </div><div class=\"po0 fs35 cl2 l1605 t2803\" id=\"a10826\">4.445 </div><div class=\"po0 fs35 cl2 l1599 t2804\" id=\"a10828\">Filiales participadas de Prisa Radio, S.A.U. en </div><div class=\"po0 fs35 cl2 l1599 t2805\" id=\"a10829\">Espa\u00f1a </div><div class=\"po0 fs35 cl2 l1600 t2806\" id=\"a10831\">4.075 </div><div class=\"po0 fs35 cl2 l1606 t2806\" id=\"a10833\">- </div><div class=\"po0 fs35 cl2 l1609 t2806\" id=\"a10835\">970 </div><div class=\"po0 fs35 cl2 l1608 t2806\" id=\"a10837\">(707) </div><div class=\"po0 fs35 cl2 l1604 t2806\" id=\"a10839\">(65) </div><div class=\"po0 fs35 cl2 l1605 t2806\" id=\"a10841\">4.273 </div><div class=\"po0 fs35 cl2 l1599 t2807\" id=\"a10843\">Otras sociedades </div><div class=\"po0 fs35 cl2 l1600 t2807\" id=\"a10845\">1.044 </div><div class=\"po0 fs35 cl2 l1601 t2807\" id=\"a10847\">(131) </div><div class=\"po0 fs35 cl2 l1609 t2807\" id=\"a10849\">429 </div><div class=\"po0 fs35 cl2 l1603 t2807\" id=\"a10851\">- </div><div class=\"po0 fs35 cl2 l1610 t2807\" id=\"a10853\">50 </div><div class=\"po0 fs35 cl2 l1605 t2807\" id=\"a10855\">1.392 </div><div class=\"po0 fs36 cl2 l1599 t2808\" id=\"a10857\">Total </div><div class=\"po0 fs36 cl2 l1611 t2808\" id=\"a10859\">14.619 </div><div class=\"po0 fs36 cl2 l1601 t2808\" id=\"a10861\">(387) </div><div class=\"po0 fs36 cl2 l1612 t2808\" id=\"a10863\">1.002 </div><div class=\"po0 fs36 cl2 l1613 t2808\" id=\"a10865\">(1.507) </div><div class=\"po0 fs36 cl2 l1604 t2808\" id=\"a10867\">(91) </div><div class=\"po0 fs36 cl2 l1614 t2808\" id=\"a10869\">13.636 </div><div class=\"po0 fs35 cl2 l1615 t2809\" id=\"a10875\">Miles de euros </div><div class=\"po0 fs35 cl2 l1616 t2810\" id=\"a10878\">Saldo al </div><div class=\"po0 fs35 cl2 l1617 t2811\" id=\"a10879\">31.12.2022 </div><div class=\"po0 fs35 cl2 l1618 t2810\" id=\"a10881\">Ajuste por </div><div class=\"po0 fs35 cl2 l1619 t2811\" id=\"a10882\">conversi\u00f3n </div><div class=\"po0 fs35 cl2 l1620 t2810\" id=\"a10884\">Participaci\u00f3n </div><div class=\"po0 fs35 cl2 l1621 t2811\" id=\"a10885\">en resultados </div><div class=\"po0 fs35 cl2 l1622 t2812\" id=\"a10887\">Variaci\u00f3n </div><div class=\"po0 fs35 cl2 l1623 t2813\" id=\"a10888\">del </div><div class=\"po0 fs35 cl2 l1624 t2814\" id=\"a10889\">per\u00edmetro/ </div><div class=\"po0 fs35 cl2 l1624 t2815\" id=\"a10890\">cambios en </div><div class=\"po0 fs35 cl2 l1625 t2816\" id=\"a10891\">porcentaje </div><div class=\"po0 fs35 cl2 l1626 t2813\" id=\"a10893\">Dividendos </div><div class=\"po0 fs35 cl2 l1491 t2814\" id=\"a10894\">pagados/ </div><div class=\"po0 fs35 cl2 l1627 t2815\" id=\"a10895\">recibidos </div><div class=\"po0 fs35 cl2 l1628 t2814\" id=\"a10897\">Otros </div><div class=\"po0 fs35 cl2 l1629 t2810\" id=\"a10899\">Saldo al </div><div class=\"po0 fs35 cl2 l1630 t2811\" id=\"a10900\">31.12.2023 </div><div class=\"po0 fs35 cl2 l1598 t2817\" id=\"a10902\"><div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs35 cl2 l1599 t2818\" id=\"a10911\">Caracol, S.A. </div><div class=\"po0 fs35 cl2 l1631 t2819\" id=\"a10913\">3.509 </div><div class=\"po0 fs35 cl2 l1632 t2819\" id=\"a10915\">671 </div><div class=\"po0 fs35 cl2 l1609 t2819\" id=\"a10917\">96 </div><div class=\"po0 fs35 cl2 l1633 t2819\" id=\"a10919\">- </div><div class=\"po0 fs35 cl2 l1634 t2819\" id=\"a10921\">- </div><div class=\"po0 fs35 cl2 l1635 t2819\" id=\"a10923\">(14) </div><div class=\"po0 fs35 cl2 l1636 t2819\" id=\"a10925\">4.262 </div><div class=\"po0 fs35 cl2 l1599 t2820\" id=\"a10927\">Diario As, S.L. </div><div class=\"po0 fs35 cl2 l1631 t2820\" id=\"a10929\">6.007 </div><div class=\"po0 fs35 cl2 l1637 t2820\" id=\"a10931\">- </div><div class=\"po0 fs35 cl2 l1638 t2820\" id=\"a10933\">(508) </div><div class=\"po0 fs35 cl2 l1633 t2820\" id=\"a10935\">- </div><div class=\"po0 fs35 cl2 l1639 t2820\" id=\"a10937\">(49) </div><div class=\"po0 fs35 cl2 l1640 t2820\" id=\"a10939\">(212) </div><div class=\"po0 fs35 cl2 l1636 t2820\" id=\"a10941\">5.238 </div><div class=\"po0 fs35 cl2 l1599 t2821\" id=\"a10943\">Filiales participadas de Prisa Radio, S.A.U. en </div><div class=\"po0 fs35 cl2 l1599 t2822\" id=\"a10944\">Espa\u00f1a </div><div class=\"po0 fs35 cl2 l1631 t2823\" id=\"a10946\">3.832 </div><div class=\"po0 fs35 cl2 l1637 t2823\" id=\"a10948\">- </div><div class=\"po0 fs35 cl2 l1641 t2823\" id=\"a10950\">854 </div><div class=\"po0 fs35 cl2 l1633 t2823\" id=\"a10952\">- </div><div class=\"po0 fs35 cl2 l1642 t2823\" id=\"a10954\">(592) </div><div class=\"po0 fs35 cl2 l1635 t2823\" id=\"a10956\">(19) </div><div class=\"po0 fs35 cl2 l1636 t2823\" id=\"a10958\">4.075 </div><div class=\"po0 fs35 cl2 l1599 t2824\" id=\"a10960\">Otras sociedades </div><div class=\"po0 fs35 cl2 l1643 t2824\" id=\"a10962\">727 </div><div class=\"po0 fs35 cl2 l1632 t2824\" id=\"a10964\">123 </div><div class=\"po0 fs35 cl2 l1641 t2824\" id=\"a10966\">465 </div><div class=\"po0 fs35 cl2 l1644 t2824\" id=\"a10968\">116 </div><div class=\"po0 fs35 cl2 l1642 t2824\" id=\"a10970\">(385) </div><div class=\"po0 fs35 cl2 l1645 t2824\" id=\"a10972\">(2) </div><div class=\"po0 fs35 cl2 l1636 t2824\" id=\"a10974\">1.044 </div><div class=\"po0 fs36 cl2 l1599 t2825\" id=\"a10976\">Total </div><div class=\"po0 fs36 cl2 l1646 t2825\" id=\"a10978\">14.075 </div><div class=\"po0 fs36 cl2 l1632 t2825\" id=\"a10980\">794 </div><div class=\"po0 fs36 cl2 l1641 t2825\" id=\"a10982\">907 </div><div class=\"po0 fs36 cl2 l1644 t2825\" id=\"a10984\">116 </div><div class=\"po0 fs36 cl2 l1647 t2825\" id=\"a10986\">(1.026) </div><div class=\"po0 fs36 cl2 l1640 t2825\" id=\"a10988\">(247) </div><div class=\"po0 fs36 cl2 l1648 t2825\" id=\"a10990\">14.619 </div><div class=\"po0 fs14 cl4 l345 t2826\" id=\"a10993\">. </div></div></div><div class=\"po1 w755 h212 lh0\" id=\"TextBlockContainer2444\"><div class=\"po0 l342 t756 f0\" id=\"div_2441_XBRL_TS_8a44b49524574710be9e5a98af9bdd9c_2\"><div class=\"po1 w755 h212 lh0\" id=\"TextBlockContainer2442\"><img alt=\"doc2p9i1\" class=\"po0 l1658 t812 w133 h52 \" 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w432\">\u00a0</div>financieras<div class=\"d0 w464\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>las<div class=\"d0 w504\">\u00a0</div>sociedades<div class=\"d0 w507\">\u00a0</div>m\u00e1s </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a11007\">relevantes en las que<div class=\"d0 w326\">\u00a0</div>el Grupo no ostenta<div class=\"d0 w330\">\u00a0</div>el 100% de<div class=\"d0 w342\">\u00a0</div>participaci\u00f3n y consolida<div class=\"d0 w557\">\u00a0</div>por el m\u00e9todo de </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a11008\">integraci\u00f3n global: </div><div class=\"po0 fs20 cl2 l1680 t2839\" id=\"a11012\">Miles de euros </div><div class=\"po0 fs20 cl2 l1681 t2840\" id=\"a11015\">Caracol, S.A. </div><div class=\"po0 fs20 cl2 l353 t2840\" id=\"a11017\">Diario As, S.L. </div><div class=\"po0 fs20 cl2 l1682 t2840\" id=\"a11019\">Radio Zaragoza, S.A. </div><div class=\"po0 fs20 cl2 l1683 t2840\" id=\"a11022\">Ediciones LM, S.L. </div><div class=\"po0 fs20 cl2 l1681 t2841\" id=\"a11025\">2024 </div><div class=\"po0 fs20 cl2 l1026 t2841\" id=\"a11027\">2023 </div><div class=\"po0 fs20 cl2 l353 t2841\" id=\"a11029\">2024 </div><div class=\"po0 fs20 cl2 l1684 t2841\" id=\"a11031\">2023 </div><div class=\"po0 fs20 cl2 l1685 t2841\" id=\"a11033\">2024 </div><div class=\"po0 fs20 cl2 l982 t2841\" id=\"a11035\">2023 </div><div class=\"po0 fs20 cl2 l421 t2841\" id=\"a11037\">2024 </div><div class=\"po0 fs20 cl2 l1686 t2841\" id=\"a11039\">2023 </div><div class=\"po0 fs20 cl2 l340 t2842\" id=\"a11041\">Activo no corriente </div><div class=\"po0 fs20 cl2 l1687 t2842\" id=\"a11043\">25.188 </div><div class=\"po0 fs20 cl2 l1688 t2842\" id=\"a11047\">29.145 </div><div class=\"po0 fs20 cl2 l1689 t2842\" id=\"a11051\">5.913 </div><div class=\"po0 fs20 cl2 l1690 t2842\" id=\"a11055\">6.086 </div><div class=\"po0 fs20 cl2 l1017 t2842\" id=\"a11059\"><div class=\"d0 w1020\">\u00a0</div>2.054 </div><div class=\"po0 fs20 cl2 l1272 t2842\" id=\"a11062\"><div class=\"d0 w656\">\u00a0</div>1.949 </div><div class=\"po0 fs20 cl2 l672 t2842\" id=\"a11065\">981 </div><div class=\"po0 fs20 cl2 l1691 t2842\" id=\"a11067\">671 </div><div class=\"po0 fs20 cl2 l340 t2843\" id=\"a11069\">Activo corriente </div><div class=\"po0 fs20 cl2 l1687 t2843\" id=\"a11071\">21.286 </div><div class=\"po0 fs20 cl2 l1688 t2843\" id=\"a11075\">23.745 </div><div class=\"po0 fs20 cl2 l1241 t2843\" id=\"a11079\">22.989 </div><div class=\"po0 fs20 cl2 l1692 t2843\" id=\"a11083\"><div class=\"d0 w553\">\u00a0</div>24.869 </div><div class=\"po0 fs20 cl2 l1693 t2843\" id=\"a11086\">6.173 </div><div class=\"po0 fs20 cl2 l982 t2843\" id=\"a11088\"><div class=\"d0 w206\">\u00a0</div>6.362 </div><div class=\"po0 fs20 cl2 l646 t2843\" id=\"a11091\">2.515 </div><div class=\"po0 fs20 cl2 l1694 t2843\" id=\"a11093\">2.411 </div><div class=\"po0 fs20 cl2 l340 t2844\" id=\"a11095\">Pasivo no corriente </div><div class=\"po0 fs20 cl2 l1687 t2844\" id=\"a11099\">10.109 </div><div class=\"po0 fs20 cl2 l1688 t2844\" id=\"a11103\">12.341 </div><div class=\"po0 fs20 cl2 l1689 t2844\" id=\"a11107\">1.130 </div><div class=\"po0 fs20 cl2 l1690 t2844\" id=\"a11111\">1.558 </div><div class=\"po0 fs20 cl2 l1693 t2844\" id=\"a11113\"><div class=\"d0 w206\">\u00a0</div>239 </div><div class=\"po0 fs20 cl2 l982 t2844\" id=\"a11116\"><div class=\"d0 w1021\">\u00a0</div>203 </div><div class=\"po0 fs20 cl2 l672 t2844\" id=\"a11119\">339 </div><div class=\"po0 fs20 cl2 l1691 t2844\" id=\"a11121\">116 </div><div class=\"po0 fs20 cl2 l340 t2845\" id=\"a11123\">Pasivo corriente </div><div class=\"po0 fs20 cl2 l1687 t2845\" id=\"a11125\">20.664 </div><div class=\"po0 fs20 cl2 l1688 t2845\" id=\"a11129\">21.619 </div><div class=\"po0 fs20 cl2 l1689 t2845\" id=\"a11133\">8.373 </div><div class=\"po0 fs20 cl2 l1690 t2845\" id=\"a11137\">7.488 </div><div class=\"po0 fs20 cl2 l1693 t2845\" id=\"a11139\">1.554 </div><div class=\"po0 fs20 cl2 l982 t2845\" id=\"a11141\"><div class=\"d0 w206\">\u00a0</div>1.887 </div><div class=\"po0 fs20 cl2 l672 t2845\" id=\"a11144\">752 </div><div class=\"po0 fs20 cl2 l1691 t2845\" id=\"a11146\">634 </div><div class=\"po0 fs20 cl2 l340 t2846\" id=\"a11148\">Ingresos de explotaci\u00f3n </div><div class=\"po0 fs20 cl2 l1687 t2846\" id=\"a11150\">49.740 </div><div class=\"po0 fs20 cl2 l1688 t2846\" id=\"a11154\">48.085 </div><div class=\"po0 fs20 cl2 l1241 t2846\" id=\"a11158\">39.230 </div><div class=\"po0 fs20 cl2 l905 t2846\" id=\"a11162\">36.864 </div><div class=\"po0 fs20 cl2 l1693 t2846\" id=\"a11164\">7.037 </div><div class=\"po0 fs20 cl2 l982 t2846\" id=\"a11166\"><div class=\"d0 w206\">\u00a0</div>7.016 </div><div class=\"po0 fs20 cl2 l646 t2846\" id=\"a11169\">2.441 </div><div class=\"po0 fs20 cl2 l1694 t2846\" id=\"a11171\">2.568 </div><div class=\"po0 fs20 cl2 l340 t2847\" id=\"a11173\">Resultado del ejercicio </div><div class=\"po0 fs20 cl2 l1687 t2847\" id=\"a11175\">(1.841) </div><div class=\"po0 fs20 cl2 l1695 t2847\" id=\"a11179\">418 </div><div class=\"po0 fs20 cl2 l1696 t2847\" id=\"a11181\">691 </div><div class=\"po0 fs20 cl2 l1690 t2847\" id=\"a11183\">(146) </div><div class=\"po0 fs20 cl2 l1693 t2847\" id=\"a11185\">1.027 </div><div class=\"po0 fs20 cl2 l982 t2847\" id=\"a11187\"><div class=\"d0 w206\">\u00a0</div>1.051 </div><div class=\"po0 fs20 cl2 l672 t2847\" id=\"a11190\">460 </div><div class=\"po0 fs20 cl2 l1697 t1465\" id=\"a11192\">421</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfNoncontrollingInterestsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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bgc0\">\u00a0</div>\n<div class=\"w1029 po0 h12 l1713 t2877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h214 l1712 t2878 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h214 l953 t2878 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h220 l1713 t2879 bgc1\">\u00a0</div>\n<div class=\"w1030 po0 h175 l1714 t2880 bgc1\">\u00a0</div>\n<div class=\"w1030 po0 h175 l1714 t2881 bgc1\">\u00a0</div>\n<div class=\"w1030 po0 h178 l1714 t2882 bgc1\">\u00a0</div>\n<div class=\"w1030 po0 h175 l1714 t2883 bgc1\">\u00a0</div>\n<div class=\"w1030 po0 h178 l1714 t2884 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2885 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1713 t2885 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1052 t2885 bgc0\">\u00a0</div>\n<div class=\"w1027 po0 h12 l1715 t2885 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2885 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1712 t2886 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1052 t2886 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l953 t2886 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2887 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1052 t2887 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1715 t2887 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1716 t2887 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1717 t2887 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1135 t2887 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1718 t2887 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2887 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1712 t2888 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1052 t2888 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1716 t2888 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1135 t2888 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l953 t2888 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1719 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1719 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1720 t2889 bgc0\">\u00a0</div>\n<div class=\"w1031 po0 h12 l1721 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2889 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1713 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1052 t2889 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1715 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1716 t2889 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1717 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1135 t2889 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1718 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1719 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1712 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1052 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1716 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1135 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l953 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1719 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1712 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1052 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1716 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1135 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l953 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l1719 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l1712 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l1052 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l1716 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l1135 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l953 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1719 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1712 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1052 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1716 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1135 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l953 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l1719 t585 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l1712 t585 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l1052 t585 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l1716 t585 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l1135 t585 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l953 t585 bgc0\">\u00a0</div>\n<div class=\"w1032 po0 h218 l1720 t2893 bgc3\">\u00a0</div>\n<div class=\"w1000 po0 h33 l463 t2894 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h218 l1713 t2893 bgc3\">\u00a0</div>\n<div class=\"w1030 po0 h33 l1714 t2894 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h218 l1715 t2893 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1722 t2894 bgc3\">\u00a0</div>\n<div class=\"w983 po0 h218 l1723 t2893 bgc3\">\u00a0</div>\n<div class=\"w989 po0 h33 l1724 t2894 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h218 l1718 t2893 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1725 t2894 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1719 t2895 bgc0\">\u00a0</div>\n<div class=\"w1032 po0 h12 l1720 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2895 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1713 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1052 t2895 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1715 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1716 t2895 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1717 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1135 t2895 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1718 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1719 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1719 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1719 t2896 bgc0\">\u00a0</div>\n<div class=\"w1032 po0 h12 l1720 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1712 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2896 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1713 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1052 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1052 t2896 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1715 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1716 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1716 t2896 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1717 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1135 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1135 t2896 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1718 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l953 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2896 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2456\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a11460\">El desglose por categor\u00edas de las inversiones<div class=\"d0 w353\">\u00a0</div>financieras del Grupo a 31 de diciembre<div class=\"d0 w532\">\u00a0</div>de 2024 y </div><div class=\"po0 fs14 cl2 l540 t757\" id=\"a11462\">2023 es el siguiente: </div><div class=\"po0 fs25 cl2 l540 t1168\" id=\"a11467\">Ejercicio 2024 \u2013 </div><div class=\"po0 fs38 cl2 l1726 t2897\" id=\"a11472\">Miles de euros </div><div class=\"po0 fs38 cl2 l1727 t2898\" id=\"a11474\">Inversiones </div><div class=\"po0 fs38 cl2 l1728 t2622\" id=\"a11475\">financieras a </div><div class=\"po0 fs38 cl2 l638 t2899\" id=\"a11476\">valor razonable </div><div class=\"po0 fs38 cl2 l1729 t2900\" id=\"a11477\">con cambios en </div><div class=\"po0 fs38 cl2 l675 t2901\" id=\"a11478\">resultado </div><div class=\"po0 fs38 cl2 l1730 t2902\" id=\"a11480\">Inversiones financieras a coste </div><div class=\"po0 fs38 cl2 l680 t2903\" id=\"a11483\">amortizado </div><div class=\"po0 fs38 cl2 l1003 t2904\" id=\"a11485\">Cr\u00e9ditos </div><div class=\"po0 fs38 cl2 l848 t2905\" id=\"a11487\">Otros activos </div><div class=\"po0 fs38 cl2 l1731 t2906\" id=\"a11488\">financieros a </div><div class=\"po0 fs38 cl2 l1732 t2907\" id=\"a11489\">coste </div><div class=\"po0 fs38 cl2 l1339 t2908\" id=\"a11491\">amortizado </div><div class=\"po0 fs39 cl2 l1733 t2909\" id=\"a11493\">Total </div><div class=\"po0 fs38 cl2 l1734 t2910\" id=\"a11495\">Otros activos financieros </div><div class=\"po0 fs38 cl2 l1735 t2910\" id=\"a11497\">- </div><div class=\"po0 fs38 cl2 l856 t2910\" id=\"a11499\">1.280 </div><div class=\"po0 fs38 cl2 l1736 t2910\" id=\"a11501\">4.526 </div><div class=\"po0 fs38 cl2 l989 t2910\" id=\"a11503\">5.806 </div><div class=\"po0 fs39 cl2 l1734 t2911\" id=\"a11505\">Inversiones financieras<div class=\"d0 w291\">\u00a0</div>no corrientes </div><div class=\"po0 fs39 cl2 l1735 t2911\" id=\"a11507\">- </div><div class=\"po0 fs39 cl2 l856 t2911\" id=\"a11509\">1.280 </div><div class=\"po0 fs39 cl2 l1736 t2911\" id=\"a11511\">4.526 </div><div class=\"po0 fs39 cl2 l989 t2911\" id=\"a11513\">5.806 </div><div class=\"po0 fs38 cl2 l1734 t2912\" id=\"a11515\">Otros activos financieros </div><div class=\"po0 fs38 cl2 l1735 t2912\" id=\"a11517\">- </div><div class=\"po0 fs38 cl2 l1737 t2912\" id=\"a11519\">38 </div><div class=\"po0 fs38 cl2 l1738 t2912\" id=\"a11521\">875 </div><div class=\"po0 fs38 cl2 l837 t2912\" id=\"a11523\">913 </div><div class=\"po0 fs39 cl2 l1734 t2913\" id=\"a11525\">Inversiones<div class=\"d0 w361\">\u00a0</div>financieras corrientes </div><div class=\"po0 fs39 cl2 l1735 t2913\" id=\"a11528\">- </div><div class=\"po0 fs39 cl2 l1737 t2913\" id=\"a11530\">38 </div><div class=\"po0 fs39 cl2 l1738 t2913\" id=\"a11532\">875 </div><div class=\"po0 fs39 cl2 l837 t2913\" id=\"a11534\">913 </div><div class=\"po0 fs39 cl2 l1734 t2914\" id=\"a11536\">Derivados corrientes </div><div class=\"po0 fs39 cl2 l547 t2914\" id=\"a11538\">908 </div><div class=\"po0 fs39 cl2 l1739 t2914\" id=\"a11540\">- </div><div class=\"po0 fs39 cl2 l663 t2914\" id=\"a11542\">- </div><div class=\"po0 fs39 cl2 l832 t2914\" id=\"a11544\">- </div><div class=\"po0 fs39 cl2 l1734 t2915\" id=\"a11546\">Total </div><div class=\"po0 fs39 cl2 l547 t2915\" id=\"a11548\">908 </div><div class=\"po0 fs39 cl2 l856 t2915\" id=\"a11550\">1.318 </div><div class=\"po0 fs39 cl2 l1736 t2915\" id=\"a11552\">5.401 </div><div class=\"po0 fs39 cl2 l989 t2915\" id=\"a11554\">6.719 </div><div class=\"po0 fs25 cl2 l540 t2916\" id=\"a11558\">Ejercicio 2023 \u2013 </div><div class=\"po0 fs38 cl2 l1740 t2917\" id=\"a11563\">Miles de euros </div><div class=\"po0 fs38 cl2 l1741 t2918\" id=\"a11565\">Inversiones </div><div class=\"po0 fs38 cl2 l648 t2919\" id=\"a11566\">financieras a valor </div><div class=\"po0 fs38 cl2 l1742 t2920\" id=\"a11567\">razonable con </div><div class=\"po0 fs38 cl2 l1743 t2921\" id=\"a11568\">cambios en </div><div class=\"po0 fs38 cl2 l1744 t2922\" id=\"a11569\">resultado </div><div class=\"po0 fs38 cl2 l1745 t2923\" id=\"a11571\">Inversiones financieras a coste </div><div class=\"po0 fs38 cl2 l587 t2924\" id=\"a11573\">amortizado </div><div class=\"po0 fs38 cl2 l1746 t2925\" id=\"a11575\">Cr\u00e9ditos </div><div class=\"po0 fs38 cl2 l1542 t2926\" id=\"a11577\">Otros activos </div><div class=\"po0 fs38 cl2 l1747 t2927\" id=\"a11578\">financieros a </div><div class=\"po0 fs38 cl2 l1248 t2928\" id=\"a11579\">coste </div><div class=\"po0 fs38 cl2 l697 t1367\" id=\"a11581\">amortizado </div><div class=\"po0 fs39 cl2 l1748 t2929\" id=\"a11583\">Total </div><div class=\"po0 fs38 cl2 l1370 t2930\" id=\"a11585\">Derivados </div><div class=\"po0 fs38 cl2 l585 t2931\" id=\"a11587\">5.145 </div><div class=\"po0 fs38 cl2 l1749 t2931\" id=\"a11589\">- </div><div class=\"po0 fs38 cl2 l1750 t2931\" id=\"a11591\">- </div><div class=\"po0 fs38 cl2 l1751 t2931\" id=\"a11593\">- </div><div class=\"po0 fs38 cl2 l1370 t1446\" id=\"a11595\">Otros activos financieros </div><div class=\"po0 fs38 cl2 l1752 t1446\" id=\"a11597\">- </div><div class=\"po0 fs38 cl2 l1753 t1446\" id=\"a11599\">1.158 </div><div class=\"po0 fs38 cl2 l830 t1446\" id=\"a11601\">4.850 </div><div class=\"po0 fs38 cl2 l1754 t1446\" id=\"a11603\">6.008 </div><div class=\"po0 fs39 cl2 l1370 t2932\" id=\"a11605\">Inversiones financieras<div class=\"d0 w291\">\u00a0</div>no corrientes </div><div class=\"po0 fs39 cl2 l585 t2932\" id=\"a11607\">5.145 </div><div class=\"po0 fs39 cl2 l1753 t2932\" id=\"a11609\">1.158 </div><div class=\"po0 fs39 cl2 l830 t2932\" id=\"a11611\">4.850 </div><div class=\"po0 fs39 cl2 l1754 t2932\" id=\"a11613\">6.008 </div><div class=\"po0 fs38 cl2 l1370 t2933\" id=\"a11615\">Otros activos financieros </div><div class=\"po0 fs38 cl2 l1752 t2933\" id=\"a11617\">- </div><div class=\"po0 fs38 cl2 l1753 t2933\" id=\"a11619\">2.540 </div><div class=\"po0 fs38 cl2 l830 t2933\" id=\"a11621\">1.625 </div><div class=\"po0 fs38 cl2 l1754 t2933\" id=\"a11623\">4.165 </div><div class=\"po0 fs39 cl2 l1370 t2934\" id=\"a11625\">Inversiones<div class=\"d0 w31\">\u00a0</div>financieras corrientes </div><div class=\"po0 fs39 cl2 l1752 t2934\" id=\"a11627\">- </div><div class=\"po0 fs39 cl2 l1753 t2934\" id=\"a11629\">2.540 </div><div class=\"po0 fs39 cl2 l830 t2934\" id=\"a11631\">1.625 </div><div class=\"po0 fs39 cl2 l1754 t2934\" id=\"a11633\">4.165 </div><div class=\"po0 fs39 cl2 l1370 t2935\" id=\"a11635\">Total </div><div class=\"po0 fs39 cl2 l585 t2935\" id=\"a11637\">5.145 </div><div class=\"po0 fs39 cl2 l1753 t2935\" id=\"a11639\">3.698 </div><div class=\"po0 fs39 cl2 l830 t2935\" id=\"a11641\">6.475 </div><div class=\"po0 fs39 cl2 l681 t2935\" id=\"a11643\">10.173 </div></div></div></div></div></div></div><div class=\"po1 w198 h230 lh0\" id=\"TextBlockContainer2469\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div 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class=\"w806 po0 h12 l1763 t2939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t2939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1758 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1759 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1761 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l194 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1762 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1764 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t2941 bgc0\">\u00a0</div>\n<div class=\"w1035 po0 h12 l530 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t2941 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t2941 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t2941 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t2941 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t2941 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l528 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1758 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1759 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1761 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l194 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1762 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1764 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1758 t2942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1759 t2942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1761 t2942 bgc0\">\u00a0</div>\n<div 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class=\"w89 po0 h226 l528 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1758 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1759 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1761 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l194 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1762 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1764 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l528 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1758 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1759 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1761 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l194 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1762 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1764 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l528 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1758 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1759 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1761 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l194 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1762 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1764 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l528 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1758 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1759 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1761 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l194 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1762 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1764 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l528 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1758 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1759 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1761 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l194 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1762 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1764 t2946 bgc0\">\u00a0</div>\n<div class=\"w1036 po0 h33 l1707 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1765 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1766 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1767 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1768 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l623 t1834 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2947 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l529 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t2947 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t2947 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t2947 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t2947 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t2947 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t2947 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2469\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a11657\">Inversiones financieras no corrientes </div><div class=\"po0 fs14 cl2 l540 t2948\" id=\"a11660\">El movimiento de este<div class=\"d0 w543\">\u00a0</div>ep\u00edgrafe del balance de situaci\u00f3n<div class=\"d0 w34\">\u00a0</div>consolidado durante el ejercicio 2024, </div><div class=\"po0 fs14 cl2 l540 t2949\" id=\"a11663\">atendiendo a la naturaleza de las operaciones es el siguiente: </div><div class=\"po0 fs38 cl2 l851 t2950\" id=\"a11667\">Miles de euros </div><div class=\"po0 fs38 cl2 l1769 t2951\" id=\"a11669\">Saldo al </div><div class=\"po0 fs38 cl2 l1770 t2952\" id=\"a11670\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1070 t2951\" id=\"a11672\">Ajustes por </div><div class=\"po0 fs38 cl2 l1744 t2952\" id=\"a11673\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l1726 t2951\" id=\"a11675\">Adiciones/ </div><div class=\"po0 fs38 cl2 l1016 t2952\" id=\"a11676\">dotaciones </div><div class=\"po0 fs38 cl2 l592 t2951\" id=\"a11678\">Bajas/<div class=\"d0 w286\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1771 t2952\" id=\"a11679\">Traspasos </div><div class=\"po0 fs38 cl2 l1750 t2951\" id=\"a11681\">Saldo al </div><div class=\"po0 fs38 cl2 l1772 t2952\" id=\"a11682\">31.12.2024 </div><div class=\"po0 fs39 cl2 l1734 t2953\" id=\"a11684\">Inversiones financieras a coste </div><div class=\"po0 fs39 cl2 l1734 t2954\" id=\"a11685\">amortizado </div><div class=\"po0 fs39 cl2 l1773 t1786\" id=\"a11687\">6.008 </div><div class=\"po0 fs39 cl2 l919 t1786\" id=\"a11689\">(134) </div><div class=\"po0 fs39 cl2 l842 t1786\" id=\"a11691\">410 </div><div class=\"po0 fs39 cl2 l1774 t1786\" id=\"a11693\">(478) </div><div class=\"po0 fs39 cl2 l837 t1786\" id=\"a11695\">5.806 </div><div class=\"po0 fs42 cl2 l1734 t2955\" id=\"a11697\">Cr\u00e9ditos </div><div class=\"po0 fs42 cl2 l1773 t2955\" id=\"a11699\">1.158 </div><div class=\"po0 fs42 cl2 l1775 t2955\" id=\"a11701\">(91) </div><div class=\"po0 fs42 cl2 l576 t2955\" id=\"a11703\">63 </div><div class=\"po0 fs42 cl2 l836 t2955\" id=\"a11705\">150 </div><div class=\"po0 fs42 cl2 l837 t2955\" id=\"a11707\">1.280 </div><div class=\"po0 fs38 cl2 l556 t2956\" id=\"a11709\">- Cr\u00e9ditos a largo plazo a terceros </div><div class=\"po0 fs38 cl2 l1773 t2956\" id=\"a11713\">1.198 </div><div class=\"po0 fs38 cl2 l1775 t2956\" id=\"a11715\">(91) </div><div class=\"po0 fs38 cl2 l576 t2956\" id=\"a11717\">63 </div><div class=\"po0 fs38 cl2 l836 t2956\" id=\"a11719\">110 </div><div class=\"po0 fs38 cl2 l837 t2956\" id=\"a11721\">1.280 </div><div class=\"po0 fs38 cl2 l556 t2957\" id=\"a11723\">- Correcci\u00f3n de valor por deterioro </div><div class=\"po0 fs38 cl2 l1188 t2957\" id=\"a11727\">(40) </div><div class=\"po0 fs38 cl2 l1776 t2957\" id=\"a11731\">40 </div><div class=\"po0 fs38 cl2 l1777 t2957\" id=\"a11733\">- </div><div class=\"po0 fs42 cl2 l1734 t2958\" id=\"a11735\">Otros activos financieros a coste </div><div class=\"po0 fs42 cl2 l1734 t2959\" id=\"a11736\">amortizado </div><div class=\"po0 fs42 cl2 l1773 t2960\" id=\"a11738\">4.850 </div><div class=\"po0 fs42 cl2 l1775 t2960\" id=\"a11740\">(43) </div><div class=\"po0 fs42 cl2 l842 t2960\" id=\"a11742\">347 </div><div class=\"po0 fs42 cl2 l1774 t2960\" id=\"a11744\">(628) </div><div class=\"po0 fs42 cl2 l837 t2960\" id=\"a11746\">4.526 </div><div class=\"po0 fs38 cl2 l556 t2961\" id=\"a11748\">- Otros activos financieros a coste </div><div class=\"po0 fs38 cl2 l556 t2962\" id=\"a11751\">amortizado </div><div class=\"po0 fs38 cl2 l1773 t2963\" id=\"a11753\">6.875 </div><div class=\"po0 fs38 cl2 l1775 t2963\" id=\"a11755\">(79) </div><div class=\"po0 fs38 cl2 l842 t2963\" id=\"a11757\">347 </div><div class=\"po0 fs38 cl2 l1774 t2963\" id=\"a11759\">(631) </div><div class=\"po0 fs38 cl2 l837 t2963\" id=\"a11761\">6.512 </div><div class=\"po0 fs38 cl2 l556 t2964\" id=\"a11763\">- Correcci\u00f3n de valor por deterioro </div><div class=\"po0 fs38 cl2 l1778 t2964\" id=\"a11767\">(2.025) </div><div class=\"po0 fs38 cl2 l1009 t2964\" id=\"a11769\">36 </div><div class=\"po0 fs38 cl2 l485 t2964\" id=\"a11771\">- </div><div class=\"po0 fs38 cl2 l1779 t2964\" id=\"a11773\">3 </div><div class=\"po0 fs38 cl2 l1780 t2964\" id=\"a11775\">(1.986) </div><div class=\"po0 fs39 cl2 l1734 t2965\" id=\"a11777\">Inversiones financieras a valor </div><div class=\"po0 fs39 cl2 l1734 t2966\" id=\"a11778\">razonable con cambios en resultado </div><div class=\"po0 fs39 cl2 l1773 t2967\" id=\"a11780\">5.145 </div><div class=\"po0 fs39 cl2 l1781 t2967\" id=\"a11782\">- </div><div class=\"po0 fs39 cl2 l485 t2967\" id=\"a11784\">- </div><div class=\"po0 fs39 cl2 l1782 t2967\" id=\"a11786\">(5.145) </div><div class=\"po0 fs39 cl2 l1777 t2967\" id=\"a11788\">- </div><div class=\"po0 fs42 cl2 l1734 t2968\" id=\"a11790\">Derivados </div><div class=\"po0 fs38 cl2 l1773 t2969\" id=\"a11792\">5.145 </div><div class=\"po0 fs42 cl2 l1781 t2968\" id=\"a11794\">- </div><div class=\"po0 fs42 cl2 l485 t2968\" id=\"a11796\">- </div><div class=\"po0 fs42 cl2 l1782 t2968\" id=\"a11798\">(5.145) </div><div class=\"po0 fs42 cl2 l1777 t2968\" id=\"a11800\">- </div><div class=\"po0 fs39 cl2 l1734 t2970\" id=\"a11802\">Total </div><div class=\"po0 fs39 cl2 l1091 t2970\" id=\"a11804\">11.153 </div><div class=\"po0 fs39 cl2 l919 t2970\" id=\"a11806\">(134) </div><div class=\"po0 fs39 cl2 l842 t2970\" id=\"a11808\">410 </div><div class=\"po0 fs39 cl2 l1782 t2970\" id=\"a11810\">(5.623) </div><div class=\"po0 fs39 cl2 l1783 t2971\" id=\"a11812\">5.806</div></div></div><div class=\"po1 w198 h231 lh0\" id=\"TextBlockContainer2482\"><div class=\"po0 l342 t756 f0\" id=\"div_2476_XBRL_TS_841bc1b002cb49599a3ac0a8806cf904\"><div class=\"po1 w198 h231 lh0\" id=\"TextBlockContainer2480\"><div class=\"po0 l342 t756 f0\" id=\"div_2477_XBRL_TS_adba57fd0b8b497c948b819255341830\"><div class=\"po1 w198 h231 lh0\" id=\"TextBlockContainer2478\"><div class=\"po1 w198 z0\" id=\"TextContainer2478\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a11816\">En el ejercicio 2024, la<div class=\"d0 w140\">\u00a0</div>disminuci\u00f3n en el saldo de las </div><div class=\"po0 fs26 cl2 l1345 t814\" id=\"a11822\">\u201cInversiones financieras a valor<div class=\"d0 w332\">\u00a0</div>razonable con </div><div class=\"po0 fs26 cl2 l340 t2972\" id=\"a11823\">cambios en resultado\u201d</div><div class=\"po0 fs14 cl2 l1784 t757\" id=\"a11825\"><div class=\"d0 w613\">\u00a0</div>se debe principalmente a las variaciones en el valor razonable producidas </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a11831\">en 2024 en las coberturas de tipos de inter\u00e9s contratadas en los ejercicios 2022 y 2023<div class=\"d0 w50\">\u00a0</div>(seg\u00fan se </div><div class=\"po0 fs14 cl2 l340 t2973\" id=\"a11841\">describen posteriormente)<div class=\"d0 w18\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l1785 t2974\" id=\"a11842\">v\u00e9ase apartado</div><div class=\"po0 fs26 cl2 l991 t2974\" id=\"a11844\">Riesgo de mercado<div class=\"d0 w200\">\u00a0</div>- tipo<div class=\"d0 w418\">\u00a0</div>de inter\u00e9s).</div><div class=\"po0 fs14 cl2 l1786 t2973\" id=\"a11849\"><div class=\"d0 w137\">\u00a0</div>A este<div class=\"d0 w39\">\u00a0</div>respecto, el </div><div class=\"po0 fs14 cl2 l340 t1093\" id=\"a11851\">gasto<div class=\"d0 w404\">\u00a0</div>registrado<div class=\"d0 w60\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w486\">\u00a0</div>ejercicio<div class=\"d0 w369\">\u00a0</div>2024<div class=\"d0 w31\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>este<div class=\"d0 w484\">\u00a0</div>concepto<div class=\"d0 w368\">\u00a0</div>asciende<div class=\"d0 w56\">\u00a0</div>a<div class=\"d0 w233\">\u00a0</div>4.237<div class=\"d0 w223\">\u00a0</div>miles<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros<div class=\"d0 w484\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l340 t2975\" id=\"a11856\">muestra<div class=\"d0 w238\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>columna<div class=\"d0 w34\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>bajas<div class=\"d0 w23\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>traspasos<div class=\"d0 w396\">\u00a0</div>del cuadro<div class=\"d0 w461\">\u00a0</div>anterior<div class=\"d0 w295\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l1023 t2976\" id=\"a11859\">v\u00e9ase<div class=\"d0 w30\">\u00a0</div>nota<div class=\"d0 w480\">\u00a0</div>15</div><div class=\"po0 fs14 cl2 l1006 t2975\" id=\"a11860\">),<div class=\"d0 w8\">\u00a0</div>junto<div class=\"d0 w59\">\u00a0</div>con<div class=\"d0 w264\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t2977\" id=\"a11864\">importe<div class=\"d0 w24\">\u00a0</div>traspasado al<div class=\"d0 w539\">\u00a0</div>activo corriente<div class=\"d0 w98\">\u00a0</div>(908 miles<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros) (</div><div class=\"po0 fs26 cl2 l1787 t2978\" id=\"a11867\">v\u00e9ase apartado<div class=\"d0 w111\">\u00a0</div>siguiente</div><div class=\"po0 fs14 cl2 l1788 t2977\" id=\"a11868\">), que<div class=\"d0 w224\">\u00a0</div>est\u00e1 </div><div class=\"po0 fs14 cl2 l340 t2979\" id=\"a11870\">pendiente de imputar a la cuenta de resultados consolidada durante la vigencia de las mismas </div><div class=\"po0 fs14 cl2 l340 t2980\" id=\"a11871\">(hasta junio de 2025</div><div class=\"po0 fs26 cl2 l1789 t2981\" id=\"a11872\">)</div><div class=\"po0 fs14 cl2 l1790 t1456\" id=\"a11873\">.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2480\"></div></div></div></div><div class=\"po1 w681 h236 lh0\" id=\"TextBlockContainer2493\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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PvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div 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h234 l1797 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1799 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1800 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1801 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1803 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1384 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1796 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1797 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1799 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1800 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1801 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1803 t2997 bgc0\">\u00a0</div>\n<div class=\"w1036 po0 h33 l1804 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1805 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1806 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1807 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1808 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1809 t2998 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2999 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l1556 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1796 t2999 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1791 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1797 t2999 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1798 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1799 t2999 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1793 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1800 t2999 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1794 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1801 t2999 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1802 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1803 t2999 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2491\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a11885\">El movimiento de este<div class=\"d0 w543\">\u00a0</div>ep\u00edgrafe del balance de situaci\u00f3n<div class=\"d0 w34\">\u00a0</div>consolidado durante el ejercicio 2023, </div><div class=\"po0 fs14 cl2 l451 t1087\" id=\"a11888\">atendiendo a la naturaleza de las operaciones es el siguiente: </div><div class=\"po0 fs14 cl2 l340 t764\" id=\"a11890\"><div class=\"d0 w1037\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1810 t3000\" id=\"a11894\">Miles de euros </div><div class=\"po0 fs38 cl2 l1811 t3001\" id=\"a11896\">Saldo al </div><div class=\"po0 fs38 cl2 l1058 t3002\" id=\"a11897\">31.12.2022 </div><div class=\"po0 fs38 cl2 l1812 t3003\" id=\"a11899\">Ajustes por </div><div class=\"po0 fs38 cl2 l676 t3001\" id=\"a11900\">conversi\u00f3n/ </div><div class=\"po0 fs38 cl2 l1813 t3002\" id=\"a11901\">Correcci\u00f3n</div><div class=\"po0 fs38 cl2 l1696 t3004\" id=\"a11903\">monetaria</div><div class=\"po0 fs38 cl2 l1814 t3001\" id=\"a11905\">Adiciones/ </div><div class=\"po0 fs38 cl2 l942 t3002\" id=\"a11906\">dotaciones </div><div class=\"po0 fs38 cl2 l663 t3001\" id=\"a11908\">Bajas/ </div><div class=\"po0 fs38 cl2 l1815 t3002\" id=\"a11909\">Traspasos </div><div class=\"po0 fs38 cl2 l1816 t3001\" id=\"a11911\">Saldo al </div><div class=\"po0 fs38 cl2 l1817 t3002\" id=\"a11912\">31.12.2023 </div><div class=\"po0 fs39 cl2 l1818 t3005\" id=\"a11914\">Inversiones financieras a coste </div><div class=\"po0 fs39 cl2 l1818 t2797\" id=\"a11915\">amortizado </div><div class=\"po0 fs39 cl2 l1819 t3006\" id=\"a11917\">8.386 </div><div class=\"po0 fs39 cl2 l1820 t3006\" id=\"a11919\">(20) </div><div class=\"po0 fs39 cl2 l1821 t3006\" id=\"a11921\">1.068 </div><div class=\"po0 fs39 cl2 l1822 t3006\" id=\"a11923\">(3.426) </div><div class=\"po0 fs39 cl2 l785 t3006\" id=\"a11925\">6.008 </div><div class=\"po0 fs42 cl2 l1818 t3007\" id=\"a11927\">Cr\u00e9ditos </div><div class=\"po0 fs42 cl2 l1819 t3007\" id=\"a11929\">3.310 </div><div class=\"po0 fs42 cl2 l1823 t3007\" id=\"a11931\">- </div><div class=\"po0 fs42 cl2 l1824 t3007\" id=\"a11933\">320 </div><div class=\"po0 fs42 cl2 l1822 t3007\" id=\"a11935\">(2.472) </div><div class=\"po0 fs42 cl2 l785 t3007\" id=\"a11937\">1.158 </div><div class=\"po0 fs38 cl2 l1825 t3008\" id=\"a11939\">- Cr\u00e9ditos a empresas asociadas </div><div class=\"po0 fs38 cl2 l1826 t3008\" id=\"a11943\">200 </div><div class=\"po0 fs38 cl2 l1823 t3008\" id=\"a11945\">- </div><div class=\"po0 fs38 cl2 l1827 t3008\" id=\"a11947\">- </div><div class=\"po0 fs38 cl2 l1278 t3008\" id=\"a11949\">(200) </div><div class=\"po0 fs38 cl2 l1828 t3008\" id=\"a11951\">- </div><div class=\"po0 fs38 cl2 l1825 t3009\" id=\"a11953\">- Cr\u00e9ditos a largo plazo a terceros </div><div class=\"po0 fs38 cl2 l1819 t3009\" id=\"a11958\">3.110 </div><div class=\"po0 fs38 cl2 l1823 t3009\" id=\"a11960\">- </div><div class=\"po0 fs38 cl2 l1824 t3009\" id=\"a11962\">360 </div><div class=\"po0 fs38 cl2 l1822 t3009\" id=\"a11964\">(2.272) </div><div class=\"po0 fs38 cl2 l785 t3009\" id=\"a11966\">1.198 </div><div class=\"po0 fs38 cl2 l1825 t1521\" id=\"a11968\">- Correcci\u00f3n de valor por deterioro </div><div class=\"po0 fs38 cl2 l1829 t1521\" id=\"a11972\">- </div><div class=\"po0 fs38 cl2 l1823 t1521\" id=\"a11974\">- </div><div class=\"po0 fs38 cl2 l1749 t1521\" id=\"a11976\">(40) </div><div class=\"po0 fs38 cl2 l1830 t1521\" id=\"a11978\">- </div><div class=\"po0 fs38 cl2 l1373 t1521\" id=\"a11980\">(40) </div><div class=\"po0 fs42 cl2 l1818 t3010\" id=\"a11982\">Otros activos financieros a coste </div><div class=\"po0 fs42 cl2 l1818 t3011\" id=\"a11983\">amortizado </div><div class=\"po0 fs42 cl2 l1819 t3012\" id=\"a11985\">5.076 </div><div class=\"po0 fs42 cl2 l1820 t3012\" id=\"a11987\">(20) </div><div class=\"po0 fs42 cl2 l1824 t3012\" id=\"a11989\">748 </div><div class=\"po0 fs42 cl2 l1278 t3012\" id=\"a11991\">(954) </div><div class=\"po0 fs42 cl2 l785 t3012\" id=\"a11993\">4.850 </div><div class=\"po0 fs38 cl2 l1825 t3013\" id=\"a11995\">- Otros activos financieros a coste </div><div class=\"po0 fs38 cl2 l1825 t3014\" id=\"a11998\">amortizado </div><div class=\"po0 fs38 cl2 l1819 t3015\" id=\"a12000\">7.087 </div><div class=\"po0 fs38 cl2 l1831 t3015\" id=\"a12002\">(6) </div><div class=\"po0 fs38 cl2 l1824 t3015\" id=\"a12004\">748 </div><div class=\"po0 fs38 cl2 l1278 t3015\" id=\"a12006\">(954) </div><div class=\"po0 fs38 cl2 l785 t3015\" id=\"a12008\">6.875 </div><div class=\"po0 fs38 cl2 l1825 t3016\" id=\"a12010\">- Correcci\u00f3n de valor por deterioro </div><div class=\"po0 fs38 cl2 l1832 t3016\" id=\"a12014\">(2.011) </div><div class=\"po0 fs38 cl2 l1820 t3016\" id=\"a12016\">(14) </div><div class=\"po0 fs38 cl2 l425 t3016\" id=\"a12020\">(2.025) </div><div class=\"po0 fs39 cl2 l1818 t3017\" id=\"a12022\">Inversiones financieras a valor </div><div class=\"po0 fs39 cl2 l1818 t3018\" id=\"a12023\">razonable con cambios en resultado </div><div class=\"po0 fs39 cl2 l1819 t3019\" id=\"a12025\">3.977 </div><div class=\"po0 fs39 cl2 l1823 t3019\" id=\"a12027\">- </div><div class=\"po0 fs39 cl2 l1821 t3019\" id=\"a12029\">3.660 </div><div class=\"po0 fs39 cl2 l1822 t3019\" id=\"a12031\">(2.492) </div><div class=\"po0 fs39 cl2 l785 t3019\" id=\"a12033\">5.145 </div><div class=\"po0 fs42 cl2 l1818 t3020\" id=\"a12035\">Derivados </div><div class=\"po0 fs38 cl2 l1819 t3021\" id=\"a12037\">3.977 </div><div class=\"po0 fs42 cl2 l1823 t3020\" id=\"a12039\">- </div><div class=\"po0 fs42 cl2 l1821 t3020\" id=\"a12041\">3.660 </div><div class=\"po0 fs42 cl2 l1822 t3020\" id=\"a12043\">(2.492) </div><div class=\"po0 fs42 cl2 l785 t3020\" id=\"a12045\">5.145 </div><div class=\"po0 fs39 cl2 l1818 t3022\" id=\"a12047\">Total </div><div class=\"po0 fs39 cl2 l1833 t3022\" id=\"a12049\">12.363 </div><div class=\"po0 fs39 cl2 l1820 t3022\" id=\"a12051\">(20) </div><div class=\"po0 fs39 cl2 l1821 t3022\" id=\"a12053\">4.728 </div><div class=\"po0 fs39 cl2 l1822 t3022\" id=\"a12055\">(5.918) </div><div class=\"po0 fs39 cl2 l98 t3023\" id=\"a12057\">11.153</div></div></div></div></div><div class=\"po1 w198 h237 lh0\" id=\"TextBlockContainer2505\"><div class=\"po0 l342 t756 f0\" id=\"div_2499_XBRL_TS_cafec82b06be4744b775b99692dea940\"><div class=\"po1 w198 h237 lh0\" id=\"TextBlockContainer2503\"><div class=\"po0 l342 t756 f0\" id=\"div_2500_XBRL_TS_6fec359282b84d2da4cd294fb78ecb7b\"><div class=\"po1 w198 h237 lh0\" id=\"TextBlockContainer2501\"><div class=\"po1 w198 z0\" id=\"TextContainer2501\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12074\">En el<div class=\"d0 w57\">\u00a0</div>ejercicio 2023, el<div class=\"d0 w395\">\u00a0</div>incremento en las </div><div class=\"po0 fs26 cl2 l1836 t814\" id=\"a12075\">\u201cInversiones financieras a valor<div class=\"d0 w223\">\u00a0</div>razonable con cambios<div class=\"d0 w20\">\u00a0</div>en </div><div class=\"po0 fs26 cl2 l340 t2972\" id=\"a12076\">resultado\u201d</div><div class=\"po0 fs14 cl2 l1837 t757\" id=\"a12077\"><div class=\"d0 w971\">\u00a0</div>se debi\u00f3 principalmente<div class=\"d0 w32\">\u00a0</div>al registro de<div class=\"d0 w55\">\u00a0</div>dos coberturas de tipo<div class=\"d0 w333\">\u00a0</div>de inter\u00e9s contratadas </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a12079\">por<div class=\"d0 w292\">\u00a0</div>PRISA,<div class=\"d0 w173\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>primera,<div class=\"d0 w3\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>enero<div class=\"d0 w287\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2023,<div class=\"d0 w98\">\u00a0</div>sobre<div class=\"d0 w166\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>nominal<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>150<div class=\"d0 w119\">\u00a0</div>millones<div class=\"d0 w404\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a12080\">limitaba el impacto de cualquier subida del Euribor<div class=\"d0 w561\">\u00a0</div>a tres meses (\u201ccap\u201d) por encima del 2,5% y </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a12083\">la<div class=\"d0 w419\">\u00a0</div>segunda,<div class=\"d0 w201\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>marzo<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2023,<div class=\"d0 w110\">\u00a0</div>sobre<div class=\"d0 w344\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>nominal<div class=\"d0 w34\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>100<div class=\"d0 w63\">\u00a0</div>millones<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>euros<div class=\"d0 w48\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>limitaba<div class=\"d0 w201\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a12084\">subidas del Euribor a tres meses<div class=\"d0 w20\">\u00a0</div>por encima del 3% y hasta<div class=\"d0 w50\">\u00a0</div>un m\u00e1ximo del 5%. Conforme a la </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a12086\">normativa contable<div class=\"d0 w23\">\u00a0</div>aplicable, y<div class=\"d0 w18\">\u00a0</div>de acuerdo<div class=\"d0 w27\">\u00a0</div>al an\u00e1lisis<div class=\"d0 w22\">\u00a0</div>realizado por la<div class=\"d0 w98\">\u00a0</div>Sociedad, se consider\u00f3 </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a12087\">que<div class=\"d0 w175\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>productos<div class=\"d0 w8\">\u00a0</div>contratados<div class=\"d0 w20\">\u00a0</div>no<div class=\"d0 w475\">\u00a0</div>cumpl\u00edan<div class=\"d0 w57\">\u00a0</div>con<div class=\"d0 w47\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>requisitos<div class=\"d0 w9\">\u00a0</div>para<div class=\"d0 w8\">\u00a0</div>ser<div class=\"d0 w543\">\u00a0</div>considerado<div class=\"d0 w19\">\u00a0</div>eficaces </div><div class=\"po0 fs14 cl2 l340 t3029\" id=\"a12088\">desde<div class=\"d0 w901\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>punto<div class=\"d0 w193\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>vista<div class=\"d0 w68\">\u00a0</div>contable,<div class=\"d0 w649\">\u00a0</div>por<div class=\"d0 w749\">\u00a0</div>lo<div class=\"d0 w191\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>variaci\u00f3n<div class=\"d0 w508\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>valor<div class=\"d0 w542\">\u00a0</div>razonable<div class=\"d0 w262\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t2411\" id=\"a12091\">mencionadas coberturas se imputa a la cuenta de resultados<div class=\"d0 w27\">\u00a0</div>consolidada en cada periodo. Por </div><div class=\"po0 fs14 cl2 l340 t2412\" id=\"a12092\">tanto, el importe registrado a 31<div class=\"d0 w418\">\u00a0</div>de diciembre de 2023 correspond\u00eda al valor razonable de<div class=\"d0 w20\">\u00a0</div>esos </div><div class=\"po0 fs14 cl2 l340 t2413\" id=\"a12093\">instrumentos en<div class=\"d0 w515\">\u00a0</div>dicha fecha,<div class=\"d0 w472\">\u00a0</div>o lo<div class=\"d0 w584\">\u00a0</div>que es lo<div class=\"d0 w51\">\u00a0</div>mismo, a<div class=\"d0 w299\">\u00a0</div>las cantidades<div class=\"d0 w386\">\u00a0</div>satisfechas en<div class=\"d0 w557\">\u00a0</div>la contrataci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t2414\" id=\"a12095\">de dichas coberturas, junto<div class=\"d0 w18\">\u00a0</div>con la contratada en el<div class=\"d0 w110\">\u00a0</div>ejercicio 2022, ajustadas por<div class=\"d0 w50\">\u00a0</div>las variaciones </div><div class=\"po0 fs14 cl2 l340 t2415\" id=\"a12096\">en el<div class=\"d0 w245\">\u00a0</div>valor razonable<div class=\"d0 w333\">\u00a0</div>de dichas<div class=\"d0 w8\">\u00a0</div>coberturas hasta el<div class=\"d0 w232\">\u00a0</div>31 de<div class=\"d0 w391\">\u00a0</div>diciembre de<div class=\"d0 w286\">\u00a0</div>2023, y<div class=\"d0 w420\">\u00a0</div>por tanto,<div class=\"d0 w8\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t2416\" id=\"a12098\">estaban pendientes de imputar<div class=\"d0 w299\">\u00a0</div>a la cuenta de resultados<div class=\"d0 w387\">\u00a0</div>consolidada durante la vigencia<div class=\"d0 w148\">\u00a0</div>de las </div><div class=\"po0 fs14 cl2 l340 t3030\" id=\"a12099\">mismas</div><div class=\"po0 fs26 cl2 l383 t3031\" id=\"a12100\">.</div><div class=\"po0 fs14 cl2 l1838 t3030\" id=\"a12101\"><div class=\"d0 w63\">\u00a0</div>A este<div class=\"d0 w224\">\u00a0</div>respecto, el<div class=\"d0 w165\">\u00a0</div>gasto<div class=\"d0 w20\">\u00a0</div>registrado en<div class=\"d0 w419\">\u00a0</div>el<div class=\"d0 w26\">\u00a0</div>ejercicio 2023<div class=\"d0 w486\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>este concepto<div class=\"d0 w233\">\u00a0</div>ascend\u00eda a </div></div></div></div></div></div></div><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2514\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2514\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12113\">2.492 miles de euros y se muestra en la columna de bajas y traspasos del cuadro anterior (</div><div class=\"po0 fs26 cl2 l1839 t814\" id=\"a12114\">v\u00e9ase </div><div class=\"po0 fs26 cl2 l340 t815\" id=\"a12115\">nota 15</div><div class=\"po0 fs14 cl2 l1840 t816\" id=\"a12116\">). </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a12119\">El valor contable de los activos financieros a coste amortizado<div class=\"d0 w38\">\u00a0</div>no difiere significativamente de </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a12122\">su valor razonable.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinancialInstrumentsAtFairValueThroughProfitOrLossExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
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el siguiente: </div><div class=\"po0 fs25 cl2 l540 t1168\" id=\"a11467\">Ejercicio 2024 \u2013 </div><div class=\"po0 fs38 cl2 l1726 t2897\" id=\"a11472\">Miles de euros </div><div class=\"po0 fs38 cl2 l1727 t2898\" id=\"a11474\">Inversiones </div><div class=\"po0 fs38 cl2 l1728 t2622\" id=\"a11475\">financieras a </div><div class=\"po0 fs38 cl2 l638 t2899\" id=\"a11476\">valor razonable </div><div class=\"po0 fs38 cl2 l1729 t2900\" id=\"a11477\">con cambios en </div><div class=\"po0 fs38 cl2 l675 t2901\" id=\"a11478\">resultado </div><div class=\"po0 fs38 cl2 l1730 t2902\" id=\"a11480\">Inversiones financieras a coste </div><div class=\"po0 fs38 cl2 l680 t2903\" id=\"a11483\">amortizado </div><div class=\"po0 fs38 cl2 l1003 t2904\" id=\"a11485\">Cr\u00e9ditos </div><div class=\"po0 fs38 cl2 l848 t2905\" id=\"a11487\">Otros activos </div><div class=\"po0 fs38 cl2 l1731 t2906\" id=\"a11488\">financieros a </div><div class=\"po0 fs38 cl2 l1732 t2907\" id=\"a11489\">coste </div><div class=\"po0 fs38 cl2 l1339 t2908\" id=\"a11491\">amortizado </div><div class=\"po0 fs39 cl2 l1733 t2909\" id=\"a11493\">Total </div><div class=\"po0 fs38 cl2 l1734 t2910\" id=\"a11495\">Otros activos financieros </div><div class=\"po0 fs38 cl2 l1735 t2910\" id=\"a11497\">- </div><div class=\"po0 fs38 cl2 l856 t2910\" id=\"a11499\">1.280 </div><div class=\"po0 fs38 cl2 l1736 t2910\" id=\"a11501\">4.526 </div><div class=\"po0 fs38 cl2 l989 t2910\" id=\"a11503\">5.806 </div><div class=\"po0 fs39 cl2 l1734 t2911\" id=\"a11505\">Inversiones financieras<div class=\"d0 w291\">\u00a0</div>no corrientes </div><div class=\"po0 fs39 cl2 l1735 t2911\" id=\"a11507\">- </div><div class=\"po0 fs39 cl2 l856 t2911\" id=\"a11509\">1.280 </div><div class=\"po0 fs39 cl2 l1736 t2911\" id=\"a11511\">4.526 </div><div class=\"po0 fs39 cl2 l989 t2911\" id=\"a11513\">5.806 </div><div class=\"po0 fs38 cl2 l1734 t2912\" id=\"a11515\">Otros activos financieros </div><div class=\"po0 fs38 cl2 l1735 t2912\" id=\"a11517\">- </div><div class=\"po0 fs38 cl2 l1737 t2912\" id=\"a11519\">38 </div><div class=\"po0 fs38 cl2 l1738 t2912\" id=\"a11521\">875 </div><div class=\"po0 fs38 cl2 l837 t2912\" id=\"a11523\">913 </div><div class=\"po0 fs39 cl2 l1734 t2913\" id=\"a11525\">Inversiones<div class=\"d0 w361\">\u00a0</div>financieras corrientes </div><div class=\"po0 fs39 cl2 l1735 t2913\" id=\"a11528\">- </div><div class=\"po0 fs39 cl2 l1737 t2913\" id=\"a11530\">38 </div><div class=\"po0 fs39 cl2 l1738 t2913\" id=\"a11532\">875 </div><div class=\"po0 fs39 cl2 l837 t2913\" id=\"a11534\">913 </div><div class=\"po0 fs39 cl2 l1734 t2914\" id=\"a11536\">Derivados corrientes </div><div class=\"po0 fs39 cl2 l547 t2914\" id=\"a11538\">908 </div><div class=\"po0 fs39 cl2 l1739 t2914\" id=\"a11540\">- </div><div class=\"po0 fs39 cl2 l663 t2914\" id=\"a11542\">- </div><div class=\"po0 fs39 cl2 l832 t2914\" id=\"a11544\">- </div><div class=\"po0 fs39 cl2 l1734 t2915\" id=\"a11546\">Total </div><div class=\"po0 fs39 cl2 l547 t2915\" id=\"a11548\">908 </div><div class=\"po0 fs39 cl2 l856 t2915\" id=\"a11550\">1.318 </div><div class=\"po0 fs39 cl2 l1736 t2915\" id=\"a11552\">5.401 </div><div class=\"po0 fs39 cl2 l989 t2915\" id=\"a11554\">6.719 </div><div class=\"po0 fs25 cl2 l540 t2916\" id=\"a11558\">Ejercicio 2023 \u2013 </div><div class=\"po0 fs38 cl2 l1740 t2917\" id=\"a11563\">Miles de euros </div><div class=\"po0 fs38 cl2 l1741 t2918\" id=\"a11565\">Inversiones </div><div class=\"po0 fs38 cl2 l648 t2919\" id=\"a11566\">financieras a valor </div><div class=\"po0 fs38 cl2 l1742 t2920\" id=\"a11567\">razonable con </div><div class=\"po0 fs38 cl2 l1743 t2921\" id=\"a11568\">cambios en </div><div class=\"po0 fs38 cl2 l1744 t2922\" id=\"a11569\">resultado </div><div class=\"po0 fs38 cl2 l1745 t2923\" id=\"a11571\">Inversiones financieras a coste </div><div class=\"po0 fs38 cl2 l587 t2924\" id=\"a11573\">amortizado </div><div class=\"po0 fs38 cl2 l1746 t2925\" id=\"a11575\">Cr\u00e9ditos </div><div class=\"po0 fs38 cl2 l1542 t2926\" id=\"a11577\">Otros activos </div><div class=\"po0 fs38 cl2 l1747 t2927\" id=\"a11578\">financieros a </div><div class=\"po0 fs38 cl2 l1248 t2928\" id=\"a11579\">coste </div><div class=\"po0 fs38 cl2 l697 t1367\" id=\"a11581\">amortizado </div><div class=\"po0 fs39 cl2 l1748 t2929\" id=\"a11583\">Total </div><div class=\"po0 fs38 cl2 l1370 t2930\" id=\"a11585\">Derivados </div><div class=\"po0 fs38 cl2 l585 t2931\" id=\"a11587\">5.145 </div><div class=\"po0 fs38 cl2 l1749 t2931\" id=\"a11589\">- </div><div class=\"po0 fs38 cl2 l1750 t2931\" id=\"a11591\">- </div><div class=\"po0 fs38 cl2 l1751 t2931\" id=\"a11593\">- </div><div class=\"po0 fs38 cl2 l1370 t1446\" id=\"a11595\">Otros activos financieros </div><div class=\"po0 fs38 cl2 l1752 t1446\" id=\"a11597\">- </div><div class=\"po0 fs38 cl2 l1753 t1446\" id=\"a11599\">1.158 </div><div class=\"po0 fs38 cl2 l830 t1446\" id=\"a11601\">4.850 </div><div class=\"po0 fs38 cl2 l1754 t1446\" id=\"a11603\">6.008 </div><div class=\"po0 fs39 cl2 l1370 t2932\" id=\"a11605\">Inversiones financieras<div class=\"d0 w291\">\u00a0</div>no corrientes </div><div class=\"po0 fs39 cl2 l585 t2932\" id=\"a11607\">5.145 </div><div class=\"po0 fs39 cl2 l1753 t2932\" id=\"a11609\">1.158 </div><div class=\"po0 fs39 cl2 l830 t2932\" id=\"a11611\">4.850 </div><div class=\"po0 fs39 cl2 l1754 t2932\" id=\"a11613\">6.008 </div><div class=\"po0 fs38 cl2 l1370 t2933\" id=\"a11615\">Otros activos financieros </div><div class=\"po0 fs38 cl2 l1752 t2933\" id=\"a11617\">- </div><div class=\"po0 fs38 cl2 l1753 t2933\" id=\"a11619\">2.540 </div><div class=\"po0 fs38 cl2 l830 t2933\" id=\"a11621\">1.625 </div><div class=\"po0 fs38 cl2 l1754 t2933\" id=\"a11623\">4.165 </div><div class=\"po0 fs39 cl2 l1370 t2934\" id=\"a11625\">Inversiones<div class=\"d0 w31\">\u00a0</div>financieras corrientes </div><div class=\"po0 fs39 cl2 l1752 t2934\" id=\"a11627\">- </div><div class=\"po0 fs39 cl2 l1753 t2934\" id=\"a11629\">2.540 </div><div class=\"po0 fs39 cl2 l830 t2934\" id=\"a11631\">1.625 </div><div class=\"po0 fs39 cl2 l1754 t2934\" id=\"a11633\">4.165 </div><div class=\"po0 fs39 cl2 l1370 t2935\" id=\"a11635\">Total </div><div class=\"po0 fs39 cl2 l585 t2935\" id=\"a11637\">5.145 </div><div class=\"po0 fs39 cl2 l1753 t2935\" id=\"a11639\">3.698 </div><div class=\"po0 fs39 cl2 l830 t2935\" id=\"a11641\">6.475 </div><div class=\"po0 fs39 cl2 l681 t2935\" id=\"a11643\">10.173 </div></div></div></div></div><div class=\"po1 w198 h230 lh0\" id=\"TextBlockContainer2471\"><div class=\"po0 l342 t756 f0\" id=\"div_2468_XBRL_TS_ede9db616acf4679859829f1e245a384_1\"><div class=\"po1 w198 h230 lh0\" id=\"TextBlockContainer2469\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div 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class=\"w806 po0 h12 l1763 t2939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t2939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1758 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1759 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1761 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l194 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1762 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1764 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t2941 bgc0\">\u00a0</div>\n<div class=\"w1035 po0 h12 l530 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t2941 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t2941 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t2941 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t2941 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t2941 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l528 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1758 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1759 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1761 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l194 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1762 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1764 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1758 t2942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1759 t2942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1761 t2942 bgc0\">\u00a0</div>\n<div 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class=\"w89 po0 h226 l528 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1758 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1759 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1761 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l194 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1762 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1764 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l528 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1758 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1759 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1761 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l194 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1762 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1764 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l528 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1758 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1759 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1761 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l194 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1762 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1764 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l528 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1758 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1759 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1761 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l194 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1762 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1764 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l528 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1758 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1759 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1761 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l194 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1762 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1764 t2946 bgc0\">\u00a0</div>\n<div class=\"w1036 po0 h33 l1707 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1765 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1766 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1767 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1768 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l623 t1834 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2947 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l529 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t2947 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t2947 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t2947 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t2947 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t2947 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t2947 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2469\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a11657\">Inversiones financieras no corrientes </div><div class=\"po0 fs14 cl2 l540 t2948\" id=\"a11660\">El movimiento de este<div class=\"d0 w543\">\u00a0</div>ep\u00edgrafe del balance de situaci\u00f3n<div class=\"d0 w34\">\u00a0</div>consolidado durante el ejercicio 2024, </div><div class=\"po0 fs14 cl2 l540 t2949\" id=\"a11663\">atendiendo a la naturaleza de las operaciones es el siguiente: </div><div class=\"po0 fs38 cl2 l851 t2950\" id=\"a11667\">Miles de euros </div><div class=\"po0 fs38 cl2 l1769 t2951\" id=\"a11669\">Saldo al </div><div class=\"po0 fs38 cl2 l1770 t2952\" id=\"a11670\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1070 t2951\" id=\"a11672\">Ajustes por </div><div class=\"po0 fs38 cl2 l1744 t2952\" id=\"a11673\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l1726 t2951\" id=\"a11675\">Adiciones/ </div><div class=\"po0 fs38 cl2 l1016 t2952\" id=\"a11676\">dotaciones </div><div class=\"po0 fs38 cl2 l592 t2951\" id=\"a11678\">Bajas/<div class=\"d0 w286\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1771 t2952\" id=\"a11679\">Traspasos </div><div class=\"po0 fs38 cl2 l1750 t2951\" id=\"a11681\">Saldo al </div><div class=\"po0 fs38 cl2 l1772 t2952\" id=\"a11682\">31.12.2024 </div><div class=\"po0 fs39 cl2 l1734 t2953\" id=\"a11684\">Inversiones financieras a coste </div><div class=\"po0 fs39 cl2 l1734 t2954\" id=\"a11685\">amortizado </div><div class=\"po0 fs39 cl2 l1773 t1786\" id=\"a11687\">6.008 </div><div class=\"po0 fs39 cl2 l919 t1786\" id=\"a11689\">(134) </div><div class=\"po0 fs39 cl2 l842 t1786\" id=\"a11691\">410 </div><div class=\"po0 fs39 cl2 l1774 t1786\" id=\"a11693\">(478) </div><div class=\"po0 fs39 cl2 l837 t1786\" id=\"a11695\">5.806 </div><div class=\"po0 fs42 cl2 l1734 t2955\" id=\"a11697\">Cr\u00e9ditos </div><div class=\"po0 fs42 cl2 l1773 t2955\" id=\"a11699\">1.158 </div><div class=\"po0 fs42 cl2 l1775 t2955\" id=\"a11701\">(91) </div><div class=\"po0 fs42 cl2 l576 t2955\" id=\"a11703\">63 </div><div class=\"po0 fs42 cl2 l836 t2955\" id=\"a11705\">150 </div><div class=\"po0 fs42 cl2 l837 t2955\" id=\"a11707\">1.280 </div><div class=\"po0 fs38 cl2 l556 t2956\" id=\"a11709\">- Cr\u00e9ditos a largo plazo a terceros </div><div class=\"po0 fs38 cl2 l1773 t2956\" id=\"a11713\">1.198 </div><div class=\"po0 fs38 cl2 l1775 t2956\" id=\"a11715\">(91) </div><div class=\"po0 fs38 cl2 l576 t2956\" id=\"a11717\">63 </div><div class=\"po0 fs38 cl2 l836 t2956\" id=\"a11719\">110 </div><div class=\"po0 fs38 cl2 l837 t2956\" id=\"a11721\">1.280 </div><div class=\"po0 fs38 cl2 l556 t2957\" id=\"a11723\">- Correcci\u00f3n de valor por deterioro </div><div class=\"po0 fs38 cl2 l1188 t2957\" id=\"a11727\">(40) </div><div class=\"po0 fs38 cl2 l1776 t2957\" id=\"a11731\">40 </div><div class=\"po0 fs38 cl2 l1777 t2957\" id=\"a11733\">- </div><div class=\"po0 fs42 cl2 l1734 t2958\" id=\"a11735\">Otros activos financieros a coste </div><div class=\"po0 fs42 cl2 l1734 t2959\" id=\"a11736\">amortizado </div><div class=\"po0 fs42 cl2 l1773 t2960\" id=\"a11738\">4.850 </div><div class=\"po0 fs42 cl2 l1775 t2960\" id=\"a11740\">(43) </div><div class=\"po0 fs42 cl2 l842 t2960\" id=\"a11742\">347 </div><div class=\"po0 fs42 cl2 l1774 t2960\" id=\"a11744\">(628) </div><div class=\"po0 fs42 cl2 l837 t2960\" id=\"a11746\">4.526 </div><div class=\"po0 fs38 cl2 l556 t2961\" id=\"a11748\">- Otros activos financieros a coste </div><div class=\"po0 fs38 cl2 l556 t2962\" id=\"a11751\">amortizado </div><div class=\"po0 fs38 cl2 l1773 t2963\" id=\"a11753\">6.875 </div><div class=\"po0 fs38 cl2 l1775 t2963\" id=\"a11755\">(79) </div><div class=\"po0 fs38 cl2 l842 t2963\" id=\"a11757\">347 </div><div class=\"po0 fs38 cl2 l1774 t2963\" id=\"a11759\">(631) </div><div class=\"po0 fs38 cl2 l837 t2963\" id=\"a11761\">6.512 </div><div class=\"po0 fs38 cl2 l556 t2964\" id=\"a11763\">- Correcci\u00f3n de valor por deterioro </div><div class=\"po0 fs38 cl2 l1778 t2964\" id=\"a11767\">(2.025) </div><div class=\"po0 fs38 cl2 l1009 t2964\" id=\"a11769\">36 </div><div class=\"po0 fs38 cl2 l485 t2964\" id=\"a11771\">- </div><div class=\"po0 fs38 cl2 l1779 t2964\" id=\"a11773\">3 </div><div class=\"po0 fs38 cl2 l1780 t2964\" id=\"a11775\">(1.986) </div><div class=\"po0 fs39 cl2 l1734 t2965\" id=\"a11777\">Inversiones financieras a valor </div><div class=\"po0 fs39 cl2 l1734 t2966\" id=\"a11778\">razonable con cambios en resultado </div><div class=\"po0 fs39 cl2 l1773 t2967\" id=\"a11780\">5.145 </div><div class=\"po0 fs39 cl2 l1781 t2967\" id=\"a11782\">- </div><div class=\"po0 fs39 cl2 l485 t2967\" id=\"a11784\">- </div><div class=\"po0 fs39 cl2 l1782 t2967\" id=\"a11786\">(5.145) </div><div class=\"po0 fs39 cl2 l1777 t2967\" id=\"a11788\">- </div><div class=\"po0 fs42 cl2 l1734 t2968\" id=\"a11790\">Derivados </div><div class=\"po0 fs38 cl2 l1773 t2969\" id=\"a11792\">5.145 </div><div class=\"po0 fs42 cl2 l1781 t2968\" id=\"a11794\">- </div><div class=\"po0 fs42 cl2 l485 t2968\" id=\"a11796\">- </div><div class=\"po0 fs42 cl2 l1782 t2968\" id=\"a11798\">(5.145) </div><div class=\"po0 fs42 cl2 l1777 t2968\" id=\"a11800\">- </div><div class=\"po0 fs39 cl2 l1734 t2970\" id=\"a11802\">Total </div><div class=\"po0 fs39 cl2 l1091 t2970\" id=\"a11804\">11.153 </div><div class=\"po0 fs39 cl2 l919 t2970\" id=\"a11806\">(134) </div><div class=\"po0 fs39 cl2 l842 t2970\" id=\"a11808\">410 </div><div class=\"po0 fs39 cl2 l1782 t2970\" id=\"a11810\">(5.623) </div><div class=\"po0 fs39 cl2 l1783 t2971\" id=\"a11812\">5.806</div></div></div></div></div><div class=\"po1 w198 h231 lh0\" id=\"TextBlockContainer2480\"><div class=\"po0 l342 t756 f0\" id=\"div_2477_XBRL_TS_adba57fd0b8b497c948b819255341830\"><div class=\"po1 w198 h231 lh0\" id=\"TextBlockContainer2478\"><div class=\"po1 w198 z0\" id=\"TextContainer2478\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a11816\">En el ejercicio 2024, la<div class=\"d0 w140\">\u00a0</div>disminuci\u00f3n en el saldo de las </div><div class=\"po0 fs26 cl2 l1345 t814\" id=\"a11822\">\u201cInversiones financieras a valor<div class=\"d0 w332\">\u00a0</div>razonable con </div><div class=\"po0 fs26 cl2 l340 t2972\" id=\"a11823\">cambios en resultado\u201d</div><div class=\"po0 fs14 cl2 l1784 t757\" id=\"a11825\"><div class=\"d0 w613\">\u00a0</div>se debe principalmente a las variaciones en el valor razonable producidas </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a11831\">en 2024 en las coberturas de tipos de inter\u00e9s contratadas en los ejercicios 2022 y 2023<div class=\"d0 w50\">\u00a0</div>(seg\u00fan se </div><div class=\"po0 fs14 cl2 l340 t2973\" id=\"a11841\">describen posteriormente)<div class=\"d0 w18\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l1785 t2974\" id=\"a11842\">v\u00e9ase apartado</div><div class=\"po0 fs26 cl2 l991 t2974\" id=\"a11844\">Riesgo de mercado<div class=\"d0 w200\">\u00a0</div>- tipo<div class=\"d0 w418\">\u00a0</div>de inter\u00e9s).</div><div class=\"po0 fs14 cl2 l1786 t2973\" id=\"a11849\"><div class=\"d0 w137\">\u00a0</div>A este<div class=\"d0 w39\">\u00a0</div>respecto, el </div><div class=\"po0 fs14 cl2 l340 t1093\" id=\"a11851\">gasto<div class=\"d0 w404\">\u00a0</div>registrado<div class=\"d0 w60\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w486\">\u00a0</div>ejercicio<div class=\"d0 w369\">\u00a0</div>2024<div class=\"d0 w31\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>este<div class=\"d0 w484\">\u00a0</div>concepto<div class=\"d0 w368\">\u00a0</div>asciende<div class=\"d0 w56\">\u00a0</div>a<div class=\"d0 w233\">\u00a0</div>4.237<div class=\"d0 w223\">\u00a0</div>miles<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros<div class=\"d0 w484\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l340 t2975\" id=\"a11856\">muestra<div class=\"d0 w238\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>columna<div class=\"d0 w34\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>bajas<div class=\"d0 w23\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>traspasos<div class=\"d0 w396\">\u00a0</div>del cuadro<div class=\"d0 w461\">\u00a0</div>anterior<div class=\"d0 w295\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l1023 t2976\" id=\"a11859\">v\u00e9ase<div class=\"d0 w30\">\u00a0</div>nota<div class=\"d0 w480\">\u00a0</div>15</div><div class=\"po0 fs14 cl2 l1006 t2975\" id=\"a11860\">),<div class=\"d0 w8\">\u00a0</div>junto<div class=\"d0 w59\">\u00a0</div>con<div class=\"d0 w264\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t2977\" id=\"a11864\">importe<div class=\"d0 w24\">\u00a0</div>traspasado al<div class=\"d0 w539\">\u00a0</div>activo corriente<div class=\"d0 w98\">\u00a0</div>(908 miles<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros) (</div><div class=\"po0 fs26 cl2 l1787 t2978\" id=\"a11867\">v\u00e9ase apartado<div class=\"d0 w111\">\u00a0</div>siguiente</div><div class=\"po0 fs14 cl2 l1788 t2977\" id=\"a11868\">), que<div class=\"d0 w224\">\u00a0</div>est\u00e1 </div><div class=\"po0 fs14 cl2 l340 t2979\" id=\"a11870\">pendiente de imputar a la cuenta de resultados consolidada durante la vigencia de las mismas </div><div class=\"po0 fs14 cl2 l340 t2980\" id=\"a11871\">(hasta junio de 2025</div><div class=\"po0 fs26 cl2 l1789 t2981\" id=\"a11872\">)</div><div class=\"po0 fs14 cl2 l1790 t1456\" id=\"a11873\">.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2480\"></div></div><div class=\"po1 w681 h236 lh0\" id=\"TextBlockContainer2496\"><div class=\"po0 l342 t756 f0\" id=\"div_2489_XBRL_TS_259150ddb63347f997894d7f554a84b9_1\"><div class=\"po1 w681 h236 lh0\" id=\"TextBlockContainer2493\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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PvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div 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h234 l1797 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1799 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1800 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1801 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1803 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1384 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1796 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1797 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1799 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1800 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1801 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1803 t2997 bgc0\">\u00a0</div>\n<div class=\"w1036 po0 h33 l1804 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1805 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1806 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1807 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1808 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1809 t2998 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2999 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l1556 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1796 t2999 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1791 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1797 t2999 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1798 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1799 t2999 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1793 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1800 t2999 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1794 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1801 t2999 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1802 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1803 t2999 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2491\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a11885\">El movimiento de este<div class=\"d0 w543\">\u00a0</div>ep\u00edgrafe del balance de situaci\u00f3n<div class=\"d0 w34\">\u00a0</div>consolidado durante el ejercicio 2023, </div><div class=\"po0 fs14 cl2 l451 t1087\" id=\"a11888\">atendiendo a la naturaleza de las operaciones es el siguiente: </div><div class=\"po0 fs14 cl2 l340 t764\" id=\"a11890\"><div class=\"d0 w1037\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1810 t3000\" id=\"a11894\">Miles de euros </div><div class=\"po0 fs38 cl2 l1811 t3001\" id=\"a11896\">Saldo al </div><div class=\"po0 fs38 cl2 l1058 t3002\" id=\"a11897\">31.12.2022 </div><div class=\"po0 fs38 cl2 l1812 t3003\" id=\"a11899\">Ajustes por </div><div class=\"po0 fs38 cl2 l676 t3001\" id=\"a11900\">conversi\u00f3n/ </div><div class=\"po0 fs38 cl2 l1813 t3002\" id=\"a11901\">Correcci\u00f3n</div><div class=\"po0 fs38 cl2 l1696 t3004\" id=\"a11903\">monetaria</div><div class=\"po0 fs38 cl2 l1814 t3001\" id=\"a11905\">Adiciones/ </div><div class=\"po0 fs38 cl2 l942 t3002\" id=\"a11906\">dotaciones </div><div class=\"po0 fs38 cl2 l663 t3001\" id=\"a11908\">Bajas/ </div><div class=\"po0 fs38 cl2 l1815 t3002\" id=\"a11909\">Traspasos </div><div class=\"po0 fs38 cl2 l1816 t3001\" id=\"a11911\">Saldo al </div><div class=\"po0 fs38 cl2 l1817 t3002\" id=\"a11912\">31.12.2023 </div><div class=\"po0 fs39 cl2 l1818 t3005\" id=\"a11914\">Inversiones financieras a coste </div><div class=\"po0 fs39 cl2 l1818 t2797\" id=\"a11915\">amortizado </div><div class=\"po0 fs39 cl2 l1819 t3006\" id=\"a11917\">8.386 </div><div class=\"po0 fs39 cl2 l1820 t3006\" id=\"a11919\">(20) </div><div class=\"po0 fs39 cl2 l1821 t3006\" id=\"a11921\">1.068 </div><div class=\"po0 fs39 cl2 l1822 t3006\" id=\"a11923\">(3.426) </div><div class=\"po0 fs39 cl2 l785 t3006\" id=\"a11925\">6.008 </div><div class=\"po0 fs42 cl2 l1818 t3007\" id=\"a11927\">Cr\u00e9ditos </div><div class=\"po0 fs42 cl2 l1819 t3007\" id=\"a11929\">3.310 </div><div class=\"po0 fs42 cl2 l1823 t3007\" id=\"a11931\">- </div><div class=\"po0 fs42 cl2 l1824 t3007\" id=\"a11933\">320 </div><div class=\"po0 fs42 cl2 l1822 t3007\" id=\"a11935\">(2.472) </div><div class=\"po0 fs42 cl2 l785 t3007\" id=\"a11937\">1.158 </div><div class=\"po0 fs38 cl2 l1825 t3008\" id=\"a11939\">- Cr\u00e9ditos a empresas asociadas </div><div class=\"po0 fs38 cl2 l1826 t3008\" id=\"a11943\">200 </div><div class=\"po0 fs38 cl2 l1823 t3008\" id=\"a11945\">- </div><div class=\"po0 fs38 cl2 l1827 t3008\" id=\"a11947\">- </div><div class=\"po0 fs38 cl2 l1278 t3008\" id=\"a11949\">(200) </div><div class=\"po0 fs38 cl2 l1828 t3008\" id=\"a11951\">- </div><div class=\"po0 fs38 cl2 l1825 t3009\" id=\"a11953\">- Cr\u00e9ditos a largo plazo a terceros </div><div class=\"po0 fs38 cl2 l1819 t3009\" id=\"a11958\">3.110 </div><div class=\"po0 fs38 cl2 l1823 t3009\" id=\"a11960\">- </div><div class=\"po0 fs38 cl2 l1824 t3009\" id=\"a11962\">360 </div><div class=\"po0 fs38 cl2 l1822 t3009\" id=\"a11964\">(2.272) </div><div class=\"po0 fs38 cl2 l785 t3009\" id=\"a11966\">1.198 </div><div class=\"po0 fs38 cl2 l1825 t1521\" id=\"a11968\">- Correcci\u00f3n de valor por deterioro </div><div class=\"po0 fs38 cl2 l1829 t1521\" id=\"a11972\">- </div><div class=\"po0 fs38 cl2 l1823 t1521\" id=\"a11974\">- </div><div class=\"po0 fs38 cl2 l1749 t1521\" id=\"a11976\">(40) </div><div class=\"po0 fs38 cl2 l1830 t1521\" id=\"a11978\">- </div><div class=\"po0 fs38 cl2 l1373 t1521\" id=\"a11980\">(40) </div><div class=\"po0 fs42 cl2 l1818 t3010\" id=\"a11982\">Otros activos financieros a coste </div><div class=\"po0 fs42 cl2 l1818 t3011\" id=\"a11983\">amortizado </div><div class=\"po0 fs42 cl2 l1819 t3012\" id=\"a11985\">5.076 </div><div class=\"po0 fs42 cl2 l1820 t3012\" id=\"a11987\">(20) </div><div class=\"po0 fs42 cl2 l1824 t3012\" id=\"a11989\">748 </div><div class=\"po0 fs42 cl2 l1278 t3012\" id=\"a11991\">(954) </div><div class=\"po0 fs42 cl2 l785 t3012\" id=\"a11993\">4.850 </div><div class=\"po0 fs38 cl2 l1825 t3013\" id=\"a11995\">- Otros activos financieros a coste </div><div class=\"po0 fs38 cl2 l1825 t3014\" id=\"a11998\">amortizado </div><div class=\"po0 fs38 cl2 l1819 t3015\" id=\"a12000\">7.087 </div><div class=\"po0 fs38 cl2 l1831 t3015\" id=\"a12002\">(6) </div><div class=\"po0 fs38 cl2 l1824 t3015\" id=\"a12004\">748 </div><div class=\"po0 fs38 cl2 l1278 t3015\" id=\"a12006\">(954) </div><div class=\"po0 fs38 cl2 l785 t3015\" id=\"a12008\">6.875 </div><div class=\"po0 fs38 cl2 l1825 t3016\" id=\"a12010\">- Correcci\u00f3n de valor por deterioro </div><div class=\"po0 fs38 cl2 l1832 t3016\" id=\"a12014\">(2.011) </div><div class=\"po0 fs38 cl2 l1820 t3016\" id=\"a12016\">(14) </div><div class=\"po0 fs38 cl2 l425 t3016\" id=\"a12020\">(2.025) </div><div class=\"po0 fs39 cl2 l1818 t3017\" id=\"a12022\">Inversiones financieras a valor </div><div class=\"po0 fs39 cl2 l1818 t3018\" id=\"a12023\">razonable con cambios en resultado </div><div class=\"po0 fs39 cl2 l1819 t3019\" id=\"a12025\">3.977 </div><div class=\"po0 fs39 cl2 l1823 t3019\" id=\"a12027\">- </div><div class=\"po0 fs39 cl2 l1821 t3019\" id=\"a12029\">3.660 </div><div class=\"po0 fs39 cl2 l1822 t3019\" id=\"a12031\">(2.492) </div><div class=\"po0 fs39 cl2 l785 t3019\" id=\"a12033\">5.145 </div><div class=\"po0 fs42 cl2 l1818 t3020\" id=\"a12035\">Derivados </div><div class=\"po0 fs38 cl2 l1819 t3021\" id=\"a12037\">3.977 </div><div class=\"po0 fs42 cl2 l1823 t3020\" id=\"a12039\">- </div><div class=\"po0 fs42 cl2 l1821 t3020\" id=\"a12041\">3.660 </div><div class=\"po0 fs42 cl2 l1822 t3020\" id=\"a12043\">(2.492) </div><div class=\"po0 fs42 cl2 l785 t3020\" id=\"a12045\">5.145 </div><div class=\"po0 fs39 cl2 l1818 t3022\" id=\"a12047\">Total </div><div class=\"po0 fs39 cl2 l1833 t3022\" id=\"a12049\">12.363 </div><div class=\"po0 fs39 cl2 l1820 t3022\" id=\"a12051\">(20) </div><div class=\"po0 fs39 cl2 l1821 t3022\" id=\"a12053\">4.728 </div><div class=\"po0 fs39 cl2 l1822 t3022\" id=\"a12055\">(5.918) </div><div class=\"po0 fs39 cl2 l98 t3023\" id=\"a12057\">11.153</div></div></div></div></div></div></div><div class=\"po1 w198 h237 lh0\" id=\"TextBlockContainer2503\"><div class=\"po0 l342 t756 f0\" id=\"div_2500_XBRL_TS_6fec359282b84d2da4cd294fb78ecb7b\"><div class=\"po1 w198 h237 lh0\" id=\"TextBlockContainer2501\"><div class=\"po1 w198 z0\" id=\"TextContainer2501\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12074\">En el<div class=\"d0 w57\">\u00a0</div>ejercicio 2023, el<div class=\"d0 w395\">\u00a0</div>incremento en las </div><div class=\"po0 fs26 cl2 l1836 t814\" id=\"a12075\">\u201cInversiones financieras a valor<div class=\"d0 w223\">\u00a0</div>razonable con cambios<div class=\"d0 w20\">\u00a0</div>en </div><div class=\"po0 fs26 cl2 l340 t2972\" id=\"a12076\">resultado\u201d</div><div class=\"po0 fs14 cl2 l1837 t757\" id=\"a12077\"><div class=\"d0 w971\">\u00a0</div>se debi\u00f3 principalmente<div class=\"d0 w32\">\u00a0</div>al registro de<div class=\"d0 w55\">\u00a0</div>dos coberturas de tipo<div class=\"d0 w333\">\u00a0</div>de inter\u00e9s contratadas </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a12079\">por<div class=\"d0 w292\">\u00a0</div>PRISA,<div class=\"d0 w173\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>primera,<div class=\"d0 w3\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>enero<div class=\"d0 w287\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2023,<div class=\"d0 w98\">\u00a0</div>sobre<div class=\"d0 w166\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>nominal<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>150<div class=\"d0 w119\">\u00a0</div>millones<div class=\"d0 w404\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a12080\">limitaba el impacto de cualquier subida del Euribor<div class=\"d0 w561\">\u00a0</div>a tres meses (\u201ccap\u201d) por encima del 2,5% y </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a12083\">la<div class=\"d0 w419\">\u00a0</div>segunda,<div class=\"d0 w201\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>marzo<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2023,<div class=\"d0 w110\">\u00a0</div>sobre<div class=\"d0 w344\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>nominal<div class=\"d0 w34\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>100<div class=\"d0 w63\">\u00a0</div>millones<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>euros<div class=\"d0 w48\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>limitaba<div class=\"d0 w201\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a12084\">subidas del Euribor a tres meses<div class=\"d0 w20\">\u00a0</div>por encima del 3% y hasta<div class=\"d0 w50\">\u00a0</div>un m\u00e1ximo del 5%. Conforme a la </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a12086\">normativa contable<div class=\"d0 w23\">\u00a0</div>aplicable, y<div class=\"d0 w18\">\u00a0</div>de acuerdo<div class=\"d0 w27\">\u00a0</div>al an\u00e1lisis<div class=\"d0 w22\">\u00a0</div>realizado por la<div class=\"d0 w98\">\u00a0</div>Sociedad, se consider\u00f3 </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a12087\">que<div class=\"d0 w175\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>productos<div class=\"d0 w8\">\u00a0</div>contratados<div class=\"d0 w20\">\u00a0</div>no<div class=\"d0 w475\">\u00a0</div>cumpl\u00edan<div class=\"d0 w57\">\u00a0</div>con<div class=\"d0 w47\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>requisitos<div class=\"d0 w9\">\u00a0</div>para<div class=\"d0 w8\">\u00a0</div>ser<div class=\"d0 w543\">\u00a0</div>considerado<div class=\"d0 w19\">\u00a0</div>eficaces </div><div class=\"po0 fs14 cl2 l340 t3029\" id=\"a12088\">desde<div class=\"d0 w901\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>punto<div class=\"d0 w193\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>vista<div class=\"d0 w68\">\u00a0</div>contable,<div class=\"d0 w649\">\u00a0</div>por<div class=\"d0 w749\">\u00a0</div>lo<div class=\"d0 w191\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>variaci\u00f3n<div class=\"d0 w508\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>valor<div class=\"d0 w542\">\u00a0</div>razonable<div class=\"d0 w262\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t2411\" id=\"a12091\">mencionadas coberturas se imputa a la cuenta de resultados<div class=\"d0 w27\">\u00a0</div>consolidada en cada periodo. Por </div><div class=\"po0 fs14 cl2 l340 t2412\" id=\"a12092\">tanto, el importe registrado a 31<div class=\"d0 w418\">\u00a0</div>de diciembre de 2023 correspond\u00eda al valor razonable de<div class=\"d0 w20\">\u00a0</div>esos </div><div class=\"po0 fs14 cl2 l340 t2413\" id=\"a12093\">instrumentos en<div class=\"d0 w515\">\u00a0</div>dicha fecha,<div class=\"d0 w472\">\u00a0</div>o lo<div class=\"d0 w584\">\u00a0</div>que es lo<div class=\"d0 w51\">\u00a0</div>mismo, a<div class=\"d0 w299\">\u00a0</div>las cantidades<div class=\"d0 w386\">\u00a0</div>satisfechas en<div class=\"d0 w557\">\u00a0</div>la contrataci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t2414\" id=\"a12095\">de dichas coberturas, junto<div class=\"d0 w18\">\u00a0</div>con la contratada en el<div class=\"d0 w110\">\u00a0</div>ejercicio 2022, ajustadas por<div class=\"d0 w50\">\u00a0</div>las variaciones </div><div class=\"po0 fs14 cl2 l340 t2415\" id=\"a12096\">en el<div class=\"d0 w245\">\u00a0</div>valor razonable<div class=\"d0 w333\">\u00a0</div>de dichas<div class=\"d0 w8\">\u00a0</div>coberturas hasta el<div class=\"d0 w232\">\u00a0</div>31 de<div class=\"d0 w391\">\u00a0</div>diciembre de<div class=\"d0 w286\">\u00a0</div>2023, y<div class=\"d0 w420\">\u00a0</div>por tanto,<div class=\"d0 w8\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t2416\" id=\"a12098\">estaban pendientes de imputar<div class=\"d0 w299\">\u00a0</div>a la cuenta de resultados<div class=\"d0 w387\">\u00a0</div>consolidada durante la vigencia<div class=\"d0 w148\">\u00a0</div>de las </div><div class=\"po0 fs14 cl2 l340 t3030\" id=\"a12099\">mismas</div><div class=\"po0 fs26 cl2 l383 t3031\" id=\"a12100\">.</div><div class=\"po0 fs14 cl2 l1838 t3030\" id=\"a12101\"><div class=\"d0 w63\">\u00a0</div>A este<div class=\"d0 w224\">\u00a0</div>respecto, el<div class=\"d0 w165\">\u00a0</div>gasto<div class=\"d0 w20\">\u00a0</div>registrado en<div class=\"d0 w419\">\u00a0</div>el<div class=\"d0 w26\">\u00a0</div>ejercicio 2023<div class=\"d0 w486\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>este concepto<div class=\"d0 w233\">\u00a0</div>ascend\u00eda a </div></div></div></div></div><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2516\"><div class=\"po0 l342 t756 f0\" id=\"div_2513_XBRL_TS_80dda146944d4034a1b106552d36408a_1\"><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2514\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZkvN8bvxFt5K/5AdCk+g4TnQ5z8ALYEBqL9c+AHM3jgBG4mdpBR/LBb+VtqSwcwUzmCTHMXjQlEXNecYRFgXnPd4JR/nCIhB7+KODG1yRKTF1oH8UDLqLze9nz3ACbCDV1cZBkgEnAJjDo71Db2fYlpCwxZYXe9rZ8YoH8+BBwH16wNCMBMqL5LDWlDF8mqz4loMUPO6i3/d5RBn1JeZj+sV7+QFp234FNPADznTe48Dw7lgFTfby4glgEy06xpIiBcNzB3Vr1viJ/+obrGSPEOeiDAHbEEwA2qwQRnHFvuEfcobhPP1lwQ2hrflurWoyXEo6mAexxfkmABtgyr89rdi7Tui1Qn49qvn8g03sk5scL8gI169UrRTR1Q/lowAncALspYLcq6mgBe7lxWxzAXhKwGyX5mRIgeZnc/AQvgzY6n1v11RvxXQhw659rUjROvI0FcPPi/dDeDIgAtga/a+0tDbaIegM4OF6YmB7U4LU++KMB7Pl6Am4ECUBzzY3PLU3omlv10J9rboCN9kZTAWw0EtoZjR1g5W2mAewjgQxTFDMUIeFuhAQEC1lYHUcVGMxoYZ96E3MNPngE1JgKE9Bce0fgLxaHNF0z+1tPHz1wgPMeNV6SCLhPjrK3sxKNRnvzZlOlABvLAM3uwFZKPdHaVCYvMBMAXFtfV5nr3hZM51m8Q8BGaxN4Y9YBYN+4IfPe30gTC2mwnELIXtP9WfdVdAQSaTugxprh+Xmm0egzZhgANfeSp8i4T2Fx1eIe+S2K+xT37L3T1fvc34QIfqO5hW1/e0lFg5Tf3brZrNrHKw37aGXFPlKnf7R20262btlK5ZaVcrdsNLltneFdO+zfs93OPXvVvmsv4M4d2+3dtePRPetOP5Cz8aHVK/dtvfGRrdQ+EKBvCdDX5O+vubYfSJAwZw7zxBmr21ge8hUX6QqIG+kmGqlr2WAIoI3liuC/Aih3Y53iGr9O11xo55QGv07k55SOJ1Z+RJGJBDOg3WeelRvX6QoXGkSisSQI1KH54oWGq7Icqu5zM5WEObwvoPjCDgSV/Foe0sA09SAS9fY2EmlnDlr6NPNT6WH8ViwAgn7MJxNUZOntAQFACT8CXuT9avu5vXjJDwU8tKdPH/gqNB79ZFksK9GYpmLqCz8ZwGF+I3R4xRIaG3+daDxWCMKVep6d8agskXWWm9Y8QMfTX7fv3LNb8t+db96Vf3/PZyWYsSC9dedD8Qc+a8H5mPAIJ4KRk9FEFgrvl8Nfx7LgJY8nLtSufkR9c/pewU0zZ8y4U8rYK6kWy+WC3WqU7GcrVfvl2pL9enPD/kGa5f7qLduq37J68bblpnesO7orrf6BbXc+sOfnH9jjs+CX3Q9tb/ChnU7u26TwkbTRx7be/JnAfc+a5ZtWK8j3yi17ZL47KcnEZ9FLznqqyEAV8ufFs8p5wr8roQyMgNTBiimNGxAPbTDwxg6AAFsCnFfCeyjR3PalusX+qG8ccEzPmet8vF3CFkAbazBGME9l0Wi/jHP5fTDe9a0BL83lbxmVkAXglUrdr+GnfXjnOau2wnxmDTfvMh9l7Utt1E1V33qbKDOVR5tn8/loQIFCeeJLs9ab97ZjOvP02+7eS3spLf7sxSMH9JPHn0vD8yTYA3+pooNb5/HMO+WXyiWf2mOaz380QBYKGpTyPVh23hafq1wJIrlitBWQYsEAXAe0z0SkB1gu1rrDBDt58wtWj1sgEiSlYkXtMmnxvgTHmSyDAwmmbY8PoNldoM3fxstf3it9r+BOFENQpHbmc1NWmPoL/W80ytLcVfsF4N5YF7hvCtw3Z+A2u2M9gfuwd8/B/aJ9z56cBb+UJt8H3OMPZdp/ZLXKRwL3xw7ulsBdL8j3ygvcMul7LGyZ5AXyvIO7rwqxYi70CoN9VsPvTAGwpIU16DMA0HiKcVCjSTVCpq7hdIgqzAYB6dyASFXzdG6/KKqtfQnUGfOdQ4DLwS1wpYg3AzM1l3oRWAPc+Jus9+YxzPSyAs4nTuDLWuVi7Gy/dP8azcvbUX2VmYNbnMUxkuaetVENBOiA29/JJnCjUVlgArgxnx3cRxm4twF3aG8enHkscPNwyPPnj+MlDQQnpblHE2luuS2sGPOXPar+gA/NSnm8Q67dDnAPhrEKkgdesFJYEJM0900Be7a2ILEAfxONrnNYZ4BVQ4yk0SDmUPE29ruAW4Lv8NCfrjuRsEprCy7u0uX79b7p+/e5vX3RSP5r+OkfphzBtXjJIDKH1WxMm7nZzqCT6d7A16uUrS5fpiVfb5kpHPmiy9WKbTWqtlmHa7Zeq9pqpWpNdfzpIG8H3ZxM+IkEwti222Ntj+2kN5KJP7FhNsgZ/ggZlrN7rRIwrogAFD8KgKk2e1ChEO/qYlChLYheY/JhUuK/MXCiCm+oxxv2c64vw5TZC/r9HWcaYJjMRLeJIMNoHparUiZlYYr70kv1JdcldyCCa7x9Rf2SveETM3dV5rrPr3v0O/xa5trxR1kl5qu0BCjOJU/yvs2S1Vt3XKvSNsxhgmrMHcfDHWNZB/FKZt6kin/rL0D0wFsE33hxoz/QoWMRlFuW8ElvTbnmmvf27dDAuBQt+cnMONAe6oRA4TfD/O2om/G65A8++JmvukNjU0+EW3pIhPoTFMNd4ccaCGLiUlBfUvoIv5qgGSY6727Db6dfiJvQt2xzXtyruF9XOKzeRd9vQG2+TYDagT1LabRA7lthqteK8FQglWav5m2tXsjeRFqwjUZBgFaqfde073ZLPrvMel41vFwu6jq0h0B9PrZHpwP79Ghgj5U+gU8GMu1HsgJkHmoQAuyCqlDhRYfacGDz+Y53Yf565nGZ/2QXIOAVxAxUwMbAn4F7YzMGfxaJvtxrIn2NfOFQuakY0giGoYULMQB1HgOQuWuAQODOV8BJoPBebwJAvDOMc3gxYOQv1oB0P1rAYL7bV4VRX4Fvk/edy6piXpwBTJ7UmcdBCbr5oBdQY7UW89Qr/hth/Agg1/KmE6wD3o0OYFhlxrkJFAAV4YGgI2qND+3R6/UIcrEiz1ngpN94igyz+c7dWIKLtiXyTd/Sx/Q3mpo6IVRuZK90ZnEQwoB+4HzWhlMfd5u8E6JfITaJKaTYAcD3XxNV+3wqbXVNdZFW92W5GzOQE9gLNywR4yrbfL90lT++/01JAzL+0jcRrWUrWC6hM6by2WAi7SvuT+xEzvGxbOgTcUcH0bpDmbX82L2/uFACgB8FqGiMyoW3kvhzgfqz44HSvnWlqQdyrgfKfEsC4t5y0T5YKtkdMT8qcKvJDxTwaCpCBmviu98FwAYzdcLqL0xYf9OKz98yxXPkg5BBhzbCTIx3lfNTsfH88DwhdBK5C/EaobkT+5rno307zh7iSL8mioYCQDA+Z2gffuM7prX8LihNPzMcgaL4PS6CXnRL0nLM6fqcuUDLKje/Jq3llmkKMzPg7RKTRqQ8tLC/+IBlqrOlqh1/CQUWTjDTevFWFWdpeFybiCkQAGS+nWh/3QUiQgO/27Us7scknpU/UB/4k2pyAQA57aUNMV1GVHzT84t4QQbG+duv/qDHqRPPiXMvmV5Lv01GBJ7+IE/MfYRQCKotz+9CIOv/94Bu3b+r/PH9v4O8o+iqS72nb2l/GmBmXYG3K0CSngvcZ0PzlH2jDNzk0pSqh2vSvvFzvvL1lAGg/kxM2tc17mfqmi1p/A+WS863BGz/kQGZCMsSEh7xVa5XBW6IQYmJnDiWn8ZrcvFnGRA1pqSkwVg3zRw3A3Se5oENRS9dJrRK8m0BDPmziopByZQNc8GAGJMVEKRy0hSb5+H/4znvmFaTP8kKL8AqwUTemK34s2jzldWY30XD89goZfnqMJULsDDvASDLRmkfwTkXDpWaa0JMf6wa/xFDAZkHOAB0MM9hD7z/ADfWiLsNAByrQgIl8pJ14WVEH3Lv/BoJOfqb59URVLSFttIHTC9i8rsrIPOf/LyXPfXNGcUm8YPIj+WoBAPb8uHjIZSu+/xodPJPQoaU/ObBDb1vgP9w4J6ji+F5AfWZ9hD74haBcaB0IFeyp21Z1L6fKDNghfDJYbS1nyvua+A8lgn+5KTvpjj5ctswwfmR/FutsrR1/M52aH6WxoY5T+dfxQ0IbFPPWBQSPPBB5sDRAGagoaXhmRYVs3Dk7yWA5/0nngFE5eBvukZ3X5FIcWgZygptFX52IqpNXfnxA1Iiv77eWgOaRvn56u/wNwNQDGpA6m1EkFA2gBXz2uJYiFNxEGACu6Xg9xEQBhCdVVd/ZXJKxfSfCy1x3JcATAJq6kNfD6A2cQrnpn5nfp65fh78oL2xViD7zTMJBjjyDX7brY9pvHjrigtL3Uf/wUK1O/pRrHyjf7EoYp6bNwVBaUyl9H3RjwLcbyKHNgNU2/66WPbpH5oYLAvf/j0GsV+iTk2aNmdtmd2JX50NbPtcLJVfzE/910HgNTn0m3V+mbPsvyDCPt5BXhLT8d75V3ADUv2irqFR4TRYiSL7/LCbmQGwBLZvNwAu+iTKyJ6wUsf5RwfJlwUwqRwfzH5FVl6WRD3jGvIBgKQpD07k+tD8sQw2tS2uydqr9GIqMNqZpuqinCgjsf7pT/lk6Wx/Vv+oYFwbJnrUI+XtqT46O8srBEjqC8pNnPqANKoT+b6Noi6pXcqPetInDExd6j2pjJLvHtYQ4I7rU5tT+r5I9fwxgztLRclchy62oDgvKDqVPm7L/E7gPuwM7ag7VDoyueP+65vwkhxzfo6XHwEk+OaRcrH/5rbYO/+KbkC6sUGXW/A2uqqbf7nsNzcpztG/dO43KppBTkpfRXpBF4VeasfF7vnNr1C6It3/oMtXJE0IXW7TpS/fKK/Xr/l64vqUR6TU4fW+jnwj7/lj9MlV3d+3EeC+sMN+RJSafdE1b6Kv9KTv4vySfG5Z2NaUy7pezdtNbXy4UrJ7/B4YvwUmbc1vf7WksSvS1IBawt8vljz2nN+Q+0+CGGSv84yyPvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2514\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12113\">2.492 miles de euros y se muestra en la columna de bajas y traspasos del cuadro anterior (</div><div class=\"po0 fs26 cl2 l1839 t814\" id=\"a12114\">v\u00e9ase </div><div class=\"po0 fs26 cl2 l340 t815\" id=\"a12115\">nota 15</div><div class=\"po0 fs14 cl2 l1840 t816\" id=\"a12116\">). </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a12119\">El valor contable de los activos financieros a coste amortizado<div class=\"d0 w38\">\u00a0</div>no difiere significativamente de </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a12122\">su valor razonable.</div></div></div></div></div><div class=\"po1 w198 h238 lh0\" id=\"TextBlockContainer2524\"><div class=\"po0 l342 t756 f0\" id=\"div_2521_XBRL_TS_64e93f44dc1849d29c0f179745a399de\"><div class=\"po1 w198 h238 lh0\" id=\"TextBlockContainer2522\"><div class=\"w89 po0 h12 l1758 t3032 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t3032 bgc0\">\u00a0</div>\n<div class=\"w1034 po0 h12 l1755 t3032 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t3032 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t3032 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1758 t3033 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1764 t3033 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t3034 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t3034 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t3034 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t3034 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t3034 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1758 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1759 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1761 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l194 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1762 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1764 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t556 bgc0\">\u00a0</div>\n<div class=\"w1035 po0 h12 l530 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t556 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t556 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t556 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t556 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t556 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l528 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1758 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1759 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1761 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l194 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1762 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1764 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1758 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1759 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1761 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l194 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1762 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1764 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l528 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1758 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1759 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1761 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l194 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1762 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1764 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l528 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1758 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1759 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1761 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l194 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1762 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1764 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l528 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1758 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1759 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1761 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l194 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1762 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1764 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l528 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1758 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1759 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1761 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l194 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1762 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1764 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l528 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1758 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1759 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1761 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l194 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1762 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1764 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1758 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1759 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1761 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l194 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1762 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1764 t3042 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h41 l529 t3043 bgc3\">\u00a0</div>\n<div class=\"w1036 po0 h33 l1707 t3044 bgc3\">\u00a0</div>\n<div class=\"w806 po0 h41 l1755 t3043 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1765 t3044 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h41 l1174 t3043 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1766 t3044 bgc3\">\u00a0</div>\n<div class=\"w806 po0 h41 l731 t3043 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1767 t3044 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h41 l1756 t3043 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1768 t3044 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h41 l1757 t3043 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l623 t3044 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2969 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l529 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t2969 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t2969 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t2969 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t2969 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t2969 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t475 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l529 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1758 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t475 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1759 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t475 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1761 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t475 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l194 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t475 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1762 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t475 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1764 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t475 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2522\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a12125\">Inversiones financieras y derivados corrientes </div><div class=\"po0 fs14 cl2 l540 t3045\" id=\"a12128\">El movimiento de este<div class=\"d0 w543\">\u00a0</div>ep\u00edgrafe del balance de situaci\u00f3n<div class=\"d0 w34\">\u00a0</div>consolidado durante el ejercicio 2024, </div><div class=\"po0 fs14 cl2 l540 t3046\" id=\"a12129\">atendiendo a la naturaleza de las operaciones es el siguiente: </div><div class=\"po0 fs38 cl2 l851 t3047\" id=\"a12134\">Miles de euros </div><div class=\"po0 fs38 cl2 l1769 t3048\" id=\"a12136\">Saldo al </div><div class=\"po0 fs38 cl2 l1770 t3049\" id=\"a12137\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1070 t3048\" id=\"a12139\">Ajustes por </div><div class=\"po0 fs38 cl2 l1744 t3049\" id=\"a12140\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l1726 t3048\" id=\"a12142\">Adiciones/ </div><div class=\"po0 fs38 cl2 l1016 t3049\" id=\"a12143\">dotaciones </div><div class=\"po0 fs38 cl2 l592 t3048\" id=\"a12145\">Bajas/ </div><div class=\"po0 fs38 cl2 l1771 t3049\" id=\"a12146\">Traspasos </div><div class=\"po0 fs38 cl2 l1750 t3048\" id=\"a12148\">Saldo al </div><div class=\"po0 fs38 cl2 l1772 t3049\" id=\"a12149\">31.12.2024 </div><div class=\"po0 fs39 cl2 l1734 t3050\" id=\"a12151\">Inversiones financieras a coste </div><div class=\"po0 fs39 cl2 l1734 t3051\" id=\"a12152\">amortizado </div><div class=\"po0 fs39 cl2 l1773 t3052\" id=\"a12154\">4.165 </div><div class=\"po0 fs39 cl2 l1775 t3052\" id=\"a12156\">(72) </div><div class=\"po0 fs39 cl2 l842 t3052\" id=\"a12158\">665 </div><div class=\"po0 fs39 cl2 l1782 t3052\" id=\"a12160\">(3.845) </div><div class=\"po0 fs39 cl2 l1841 t3052\" id=\"a12162\">913 </div><div class=\"po0 fs42 cl2 l1734 t3053\" id=\"a12164\">Cr\u00e9ditos </div><div class=\"po0 fs42 cl2 l1773 t3053\" id=\"a12166\">2.540 </div><div class=\"po0 fs42 cl2 l1775 t3053\" id=\"a12168\">(73) </div><div class=\"po0 fs42 cl2 l485 t3053\" id=\"a12170\">- </div><div class=\"po0 fs42 cl2 l1782 t3053\" id=\"a12172\">(2.429) </div><div class=\"po0 fs42 cl2 l1842 t3053\" id=\"a12174\">38 </div><div class=\"po0 fs38 cl2 l556 t3054\" id=\"a12176\">- Cr\u00e9ditos a corto plazo a terceros </div><div class=\"po0 fs38 cl2 l1773 t3054\" id=\"a12180\">2.540 </div><div class=\"po0 fs38 cl2 l1775 t3054\" id=\"a12182\">(73) </div><div class=\"po0 fs38 cl2 l485 t3054\" id=\"a12184\">- </div><div class=\"po0 fs38 cl2 l1782 t3054\" id=\"a12186\">(2.429) </div><div class=\"po0 fs38 cl2 l1842 t3054\" id=\"a12188\">38 </div><div class=\"po0 fs42 cl2 l1734 t3055\" id=\"a12190\">Otros activos financieros a coste </div><div class=\"po0 fs42 cl2 l1734 t3056\" id=\"a12191\">amortizado </div><div class=\"po0 fs42 cl2 l1773 t3057\" id=\"a12193\">1.625 </div><div class=\"po0 fs42 cl2 l1843 t3057\" id=\"a12195\">1 </div><div class=\"po0 fs42 cl2 l842 t3057\" id=\"a12197\">665 </div><div class=\"po0 fs42 cl2 l1782 t3057\" id=\"a12199\">(1.416) </div><div class=\"po0 fs42 cl2 l1841 t3057\" id=\"a12201\">875 </div><div class=\"po0 fs38 cl2 l556 t3058\" id=\"a12203\">- Inversiones en capital </div><div class=\"po0 fs38 cl2 l556 t612\" id=\"a12206\">minoritarias </div><div class=\"po0 fs38 cl2 l1844 t3059\" id=\"a12208\">39 </div><div class=\"po0 fs38 cl2 l1781 t3059\" id=\"a12210\">- </div><div class=\"po0 fs38 cl2 l576 t3059\" id=\"a12212\">20 </div><div class=\"po0 fs38 cl2 l1023 t3059\" id=\"a12214\">(32) </div><div class=\"po0 fs38 cl2 l1842 t3059\" id=\"a12216\">27 </div><div class=\"po0 fs38 cl2 l556 t3060\" id=\"a12218\">- Otros activos financieros a coste </div><div class=\"po0 fs38 cl2 l556 t3061\" id=\"a12221\">amortizado </div><div class=\"po0 fs38 cl2 l1773 t3062\" id=\"a12223\">1.586 </div><div class=\"po0 fs38 cl2 l1843 t3062\" id=\"a12225\">1 </div><div class=\"po0 fs38 cl2 l842 t3062\" id=\"a12227\">645 </div><div class=\"po0 fs38 cl2 l1782 t3062\" id=\"a12229\">(1.384) </div><div class=\"po0 fs38 cl2 l1841 t3062\" id=\"a12231\">848 </div><div class=\"po0 fs39 cl2 l1734 t3063\" id=\"a12233\">Inversiones financieras a valor </div><div class=\"po0 fs39 cl2 l1734 t3064\" id=\"a12234\">razonable con cambios en </div><div class=\"po0 fs39 cl2 l1734 t3065\" id=\"a12235\">resultados </div><div class=\"po0 fs39 cl2 l1845 t3064\" id=\"a12237\">- </div><div class=\"po0 fs39 cl2 l1781 t3064\" id=\"a12239\">- </div><div class=\"po0 fs39 cl2 l485 t3064\" id=\"a12241\">- </div><div class=\"po0 fs39 cl2 l836 t3064\" id=\"a12243\">908 </div><div class=\"po0 fs39 cl2 l1841 t3064\" id=\"a12245\">908 </div><div class=\"po0 fs42 cl2 l1734 t3066\" id=\"a12247\">Derivados </div><div class=\"po0 fs42 cl2 l1845 t3066\" id=\"a12249\">- </div><div class=\"po0 fs42 cl2 l1781 t3066\" id=\"a12251\">- </div><div class=\"po0 fs42 cl2 l485 t3066\" id=\"a12253\">- </div><div class=\"po0 fs42 cl2 l836 t3066\" id=\"a12255\">908 </div><div class=\"po0 fs42 cl2 l1841 t3066\" id=\"a12257\">908 </div><div class=\"po0 fs39 cl2 l1734 t3067\" id=\"a12259\">Total </div><div class=\"po0 fs39 cl2 l1773 t3067\" id=\"a12261\">4.165 </div><div class=\"po0 fs39 cl2 l1775 t3067\" id=\"a12263\">(72) </div><div class=\"po0 fs39 cl2 l842 t3067\" id=\"a12265\">665 </div><div class=\"po0 fs39 cl2 l1782 t3067\" id=\"a12267\">(2.937) </div><div class=\"po0 fs39 cl2 l837 t3067\" id=\"a12269\">1.821 </div><div class=\"po0 fs14 cl2 l540 t3068\" id=\"a12273\">En el ejercicio 2024, la disminuci\u00f3n de los </div><div class=\"po0 fs26 cl2 l1846 t3069\" id=\"a12275\">\u201cCr\u00e9ditos\u201d</div><div class=\"po0 fs14 cl2 l1847 t3070\" id=\"a12276\"><div class=\"d0 w613\">\u00a0</div>se debe al cobro de los mismos.</div></div></div></div></div><div class=\"po1 w1007 h246 lh0\" id=\"TextBlockContainer2545\"><div class=\"po0 l342 t756 f0\" id=\"div_2535_XBRL_TS_3e3f29fb494f4038944d7348d0638ac9\"><div class=\"po1 w1007 h246 lh0\" id=\"TextBlockContainer2542\"><div class=\"po0 l342 t756 f0\" id=\"div_2536_XBRL_TS_f9f1866a667f4785b217521b30e7d635\"><div class=\"po1 w1007 h244 lh0\" id=\"TextBlockContainer2537\"><div class=\"w89 po0 h12 l1084 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3130 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3130 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3130 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3130 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1084 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1872 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1874 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l802 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1875 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t3131 bgc0\">\u00a0</div>\n<div class=\"w1046 po0 h12 l530 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3131 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3131 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3131 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3131 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l528 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1084 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1872 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1874 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l802 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1875 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1084 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1872 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1874 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l802 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1875 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1084 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1872 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1874 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l802 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1875 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l528 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1084 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1872 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1874 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l802 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1875 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1084 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1872 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1874 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l802 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1875 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1084 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1872 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1874 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l802 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1875 t3137 bgc0\">\u00a0</div>\n<div class=\"w1047 po0 h243 l529 t3138 bgc3\">\u00a0</div>\n<div class=\"w1048 po0 h33 l531 t3139 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h243 l1876 t3138 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h74 l1876 t3140 bgc3\">\u00a0</div>\n<div class=\"w1049 po0 h243 l1873 t3138 bgc3\">\u00a0</div>\n<div class=\"w1050 po0 h33 l1877 t3139 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h243 l1878 t3138 bgc3\">\u00a0</div>\n<div class=\"w1051 po0 h33 l1879 t3139 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h243 l720 t3138 bgc3\">\u00a0</div>\n<div class=\"w1051 po0 h33 l1880 t3139 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3141 bgc0\">\u00a0</div>\n<div class=\"w1047 po0 h12 l529 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3141 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3141 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3141 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3141 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l528 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w1047 po0 h12 l529 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1084 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3142 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1872 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3142 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1874 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3142 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l802 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3142 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1875 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3142 bgc0\">\u00a0</div>\n<div class=\"po1 w1007 z0\" id=\"TextContainer2537\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a12537\">Los saldos de deudas con entidades de cr\u00e9dito a 31 de diciembre de<div class=\"d0 w341\">\u00a0</div>2024, en miles de euros, </div><div class=\"po0 fs14 cl2 l540 t757\" id=\"a12540\">as\u00ed como los l\u00edmites y vencimientos previstos son los siguientes: </div><div class=\"po0 fs38 cl2 l1094 t3143\" id=\"a12544\">Vencimiento </div><div class=\"po0 fs38 cl2 l924 t3144\" id=\"a12546\">L\u00edmite </div><div class=\"po0 fs38 cl2 l1881 t2839\" id=\"a12547\">concedido </div><div class=\"po0 fs38 cl2 l1539 t3145\" id=\"a12549\">Dispuesto con </div><div class=\"po0 fs38 cl2 l1882 t3143\" id=\"a12550\">vencimiento a </div><div class=\"po0 fs38 cl2 l1273 t3146\" id=\"a12551\">corto plazo </div><div class=\"po0 fs38 cl2 l926 t3145\" id=\"a12553\">Dispuesto con </div><div class=\"po0 fs38 cl2 l756 t3143\" id=\"a12554\">vencimiento a </div><div class=\"po0 fs38 cl2 l1883 t3146\" id=\"a12555\">largo plazo </div><div class=\"po0 fs38 cl2 l556 t3147\" id=\"a12557\">Pr\u00e9stamo sindicado Junior (*) </div><div class=\"po0 fs38 cl2 l1884 t3147\" id=\"a12559\">2027 </div><div class=\"po0 fs38 cl2 l1885 t3147\" id=\"a12561\">39.667 </div><div class=\"po0 fs38 cl2 l1886 t3147\" id=\"a12563\">- </div><div class=\"po0 fs38 cl2 l1887 t3147\" id=\"a12565\">39.667 </div><div class=\"po0 fs38 cl2 l556 t3148\" id=\"a12567\">Pr\u00e9stamo sindicado Senior </div><div class=\"po0 fs38 cl2 l1884 t3148\" id=\"a12569\">2026 </div><div class=\"po0 fs38 cl2 l1888 t3148\" id=\"a12571\">575.105 </div><div class=\"po0 fs38 cl2 l1886 t3148\" id=\"a12573\">- </div><div class=\"po0 fs38 cl2 l1889 t3148\" id=\"a12575\">575.105 </div><div class=\"po0 fs38 cl2 l556 t3149\" id=\"a12577\">Deuda Super Senior </div><div class=\"po0 fs38 cl2 l1884 t3149\" id=\"a12579\">2026 </div><div class=\"po0 fs38 cl2 l1888 t3149\" id=\"a12581\">240.000 </div><div class=\"po0 fs38 cl2 l1886 t3149\" id=\"a12583\">- </div><div class=\"po0 fs38 cl2 l1889 t3149\" id=\"a12585\">200.000 </div><div class=\"po0 fs38 cl2 l556 t3150\" id=\"a12587\">Pr\u00e9stamos, p\u00f3lizas de cr\u00e9dito, leasing<div class=\"d0 w828\">\u00a0</div>y otros </div><div class=\"po0 fs38 cl2 l919 t3150\" id=\"a12589\">2025-2027 </div><div class=\"po0 fs38 cl2 l1885 t3150\" id=\"a12593\">40.784 </div><div class=\"po0 fs38 cl2 l1890 t3150\" id=\"a12595\">12.436 </div><div class=\"po0 fs38 cl2 l1686 t3150\" id=\"a12597\">1.622 </div><div class=\"po0 fs38 cl2 l556 t3151\" id=\"a12599\">Intereses<div class=\"d0 w1052\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1884 t3151\" id=\"a12601\">2025 </div><div class=\"po0 fs38 cl2 l1891 t3151\" id=\"a12603\">- </div><div class=\"po0 fs38 cl2 l1890 t3151\" id=\"a12605\">14.134 </div><div class=\"po0 fs38 cl2 l1892 t3151\" id=\"a12607\">- </div><div class=\"po0 fs38 cl2 l556 t3152\" id=\"a12609\">Valor razonable/ Gastos de formalizaci\u00f3n </div><div class=\"po0 fs38 cl2 l1884 t3152\" id=\"a12611\">2027 </div><div class=\"po0 fs38 cl2 l1891 t3152\" id=\"a12613\">- </div><div class=\"po0 fs38 cl2 l1886 t3152\" id=\"a12615\">- </div><div class=\"po0 fs38 cl2 l1893 t3152\" id=\"a12617\">(15.231) </div><div class=\"po0 fs39 cl2 l556 t3153\" id=\"a12619\">Total </div><div class=\"po0 fs39 cl2 l1888 t3153\" id=\"a12622\">895.556 </div><div class=\"po0 fs39 cl2 l1890 t3153\" id=\"a12624\">26.570 </div><div class=\"po0 fs39 cl2 l1889 t3153\" id=\"a12626\">801.163 </div><div class=\"po0 fs32 cl2 l540 t3154\" id=\"a12629\">(*) El importe dispuesto<div class=\"d0 w559\">\u00a0</div>a largo plazo incluye<div class=\"d0 w713\">\u00a0</div>intereses capitalizados<div class=\"d0 w490\">\u00a0</div>por importe 13.907<div class=\"d0 w631\">\u00a0</div>miles de euros a 31 de </div><div class=\"po0 fs32 cl2 l341 t3155\" id=\"a12639\">diciembre de 2024.</div></div></div></div><div class=\"po1 w1007 z0\" id=\"TextContainer2542\"></div><div class=\"po0 l342 t3182 f0\" id=\"div_2539_XBRL_TS_a2af3c14f65446da930cb883ff923cf0\"><div class=\"po1 w1007 h94 lh0\" id=\"TextBlockContainer2540\"><div class=\"w89 po0 h12 l1040 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3156 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3156 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3156 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3156 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1040 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1894 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l436 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l625 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l499 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t3157 bgc0\">\u00a0</div>\n<div class=\"w1053 po0 h12 l530 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3157 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3157 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3157 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3157 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l528 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1040 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1894 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l436 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l625 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l499 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1040 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1894 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l436 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l625 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l499 t2009 bgc0\">\u00a0</div>\n<div class=\"w1054 po0 h243 l529 t3163 bgc3\">\u00a0</div>\n<div class=\"w1055 po0 h33 l531 t3164 bgc3\">\u00a0</div>\n<div class=\"w1056 po0 h243 l1041 t3163 bgc3\">\u00a0</div>\n<div class=\"w1056 po0 h194 l1041 t3165 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h243 l1897 t3163 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1799 t3164 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h243 l1896 t3163 bgc3\">\u00a0</div>\n<div class=\"w1028 po0 h33 l1898 t3164 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h243 l626 t3163 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h33 l634 t3164 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3166 bgc0\">\u00a0</div>\n<div class=\"w1054 po0 h12 l529 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3166 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3166 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3166 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3166 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l528 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w1054 po0 h12 l529 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1040 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3142 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1894 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3142 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l436 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3142 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l625 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3142 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l499 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3142 bgc0\">\u00a0</div>\n<div class=\"w996 po0 h12 l1361 t3155 bgc1\">\u00a0</div>\n<div class=\"po1 w1007 z0\" id=\"TextContainer2540\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a12642\">Los saldos de deudas con entidades de cr\u00e9dito a 31 de diciembre de<div class=\"d0 w341\">\u00a0</div>2023, en miles de euros, </div><div class=\"po0 fs14 cl2 l540 t1152\" id=\"a12645\">as\u00ed como los l\u00edmites y vencimientos previstos fueron los siguientes: </div><div class=\"po0 fs38 cl2 l659 t3167\" id=\"a12650\">Vencimiento </div><div class=\"po0 fs38 cl2 l952 t3168\" id=\"a12652\">L\u00edmite </div><div class=\"po0 fs38 cl2 l1899 t3169\" id=\"a12653\">concedido </div><div class=\"po0 fs38 cl2 l1900 t3170\" id=\"a12655\">Dispuesto con </div><div class=\"po0 fs38 cl2 l1901 t3167\" id=\"a12656\">vencimiento a </div><div class=\"po0 fs38 cl2 l1902 t3171\" id=\"a12657\">corto plazo </div><div class=\"po0 fs38 cl2 l985 t3170\" id=\"a12659\">Dispuesto con </div><div class=\"po0 fs38 cl2 l1903 t3167\" id=\"a12660\">vencimiento a </div><div class=\"po0 fs38 cl2 l1904 t3171\" id=\"a12661\">largo plazo </div><div class=\"po0 fs38 cl2 l556 t3172\" id=\"a12663\">Pr\u00e9stamo sindicado Junior (*) </div><div class=\"po0 fs38 cl2 l1905 t3172\" id=\"a12665\">2027 </div><div class=\"po0 fs38 cl2 l670 t3172\" id=\"a12667\">86.967 </div><div class=\"po0 fs38 cl2 l1748 t3172\" id=\"a12669\">- </div><div class=\"po0 fs38 cl2 l1906 t3172\" id=\"a12671\">86.967 </div><div class=\"po0 fs38 cl2 l556 t3173\" id=\"a12673\">Pr\u00e9stamo sindicado Senior </div><div class=\"po0 fs38 cl2 l1905 t3173\" id=\"a12675\">2026 </div><div class=\"po0 fs38 cl2 l1096 t3173\" id=\"a12677\">575.105 </div><div class=\"po0 fs38 cl2 l1748 t3173\" id=\"a12679\">- </div><div class=\"po0 fs38 cl2 l1907 t3173\" id=\"a12681\">575.105 </div><div class=\"po0 fs38 cl2 l556 t3174\" id=\"a12683\">Deuda Super Senior </div><div class=\"po0 fs38 cl2 l1905 t3174\" id=\"a12685\">2026 </div><div class=\"po0 fs38 cl2 l1096 t3174\" id=\"a12687\">240.000 </div><div class=\"po0 fs38 cl2 l1748 t3174\" id=\"a12689\">- </div><div class=\"po0 fs38 cl2 l1907 t3174\" id=\"a12691\">240.000 </div><div class=\"po0 fs38 cl2 l556 t3175\" id=\"a12693\">Pr\u00e9stamos, p\u00f3lizas de cr\u00e9dito, leasing<div class=\"d0 w828\">\u00a0</div>y otros </div><div class=\"po0 fs38 cl2 l1775 t3175\" id=\"a12695\">2024-2027 </div><div class=\"po0 fs38 cl2 l670 t3175\" id=\"a12699\">47.287 </div><div class=\"po0 fs38 cl2 l1347 t3175\" id=\"a12701\">21.072 </div><div class=\"po0 fs38 cl2 l1908 t3175\" id=\"a12703\">7.096 </div><div class=\"po0 fs38 cl2 l556 t3176\" id=\"a12705\">Intereses </div><div class=\"po0 fs38 cl2 l1905 t3176\" id=\"a12707\">2024 </div><div class=\"po0 fs38 cl2 l1537 t3176\" id=\"a12709\">- </div><div class=\"po0 fs38 cl2 l1347 t3176\" id=\"a12711\">16.506 </div><div class=\"po0 fs38 cl2 l1909 t3176\" id=\"a12713\">- </div><div class=\"po0 fs38 cl2 l556 t3177\" id=\"a12715\">Valor razonable/ Gastos de formalizaci\u00f3n </div><div class=\"po0 fs38 cl2 l1905 t3177\" id=\"a12717\">2027 </div><div class=\"po0 fs38 cl2 l1537 t3177\" id=\"a12719\">- </div><div class=\"po0 fs38 cl2 l1748 t3177\" id=\"a12721\">- </div><div class=\"po0 fs38 cl2 l1910 t3177\" id=\"a12723\">(23.817) </div><div class=\"po0 fs39 cl2 l556 t3178\" id=\"a12725\">Total </div><div class=\"po0 fs39 cl2 l1096 t3178\" id=\"a12728\">949.359 </div><div class=\"po0 fs39 cl2 l1347 t3178\" id=\"a12730\">37.578 </div><div class=\"po0 fs39 cl2 l1907 t3178\" id=\"a12732\">885.351 </div><div class=\"po0 fs37 cl4 l340 t3179\" id=\"a12734\">.</div><div class=\"po0 fs32 cl2 l1911 t3180\" id=\"a12735\"><div class=\"d0 w708\">\u00a0</div>(*) El importe dispuesto<div class=\"d0 w555\">\u00a0</div>a largo plazo incluye<div class=\"d0 w713\">\u00a0</div>intereses capitalizados<div class=\"d0 w830\">\u00a0</div>por importe 11.207 miles<div class=\"d0 w631\">\u00a0</div>de euros a 31 de </div><div class=\"po0 fs32 cl2 l341 t3181\" id=\"a12742\">diciembre de 2023.</div></div></div></div></div></div></div><div class=\"po1 w198 h247 lh0\" id=\"TextBlockContainer2551\"><div class=\"w89 po0 h12 l1206 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t2205 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t2205 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1206 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1499 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1913 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1915 t2986 bgc0\">\u00a0</div>\n<div class=\"w1057 po0 h12 l1916 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t2986 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t2986 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3184 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3184 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3184 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1914 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1206 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1499 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1913 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t3189 bgc0\">\u00a0</div>\n<div class=\"w1059 po0 h245 l1915 t3190 bgc3\">\u00a0</div>\n<div class=\"w1060 po0 h33 l1917 t3191 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h245 l1918 t3190 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l1919 t3191 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h245 l1763 t3190 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l623 t3191 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3192 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3192 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3192 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1914 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3193 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1206 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3193 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1499 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3193 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1913 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3193 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2551\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12746\">A continuaci\u00f3n<div class=\"d0 w230\">\u00a0</div>se presenta<div class=\"d0 w518\">\u00a0</div>el movimiento<div class=\"d0 w366\">\u00a0</div>de la<div class=\"d0 w295\">\u00a0</div>deuda con<div class=\"d0 w290\">\u00a0</div>entidades de<div class=\"d0 w484\">\u00a0</div>cr\u00e9dito, en<div class=\"d0 w368\">\u00a0</div>miles de </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a12750\">euros, en los ejercicios 2024 y 2023: </div><div class=\"po0 fs38 cl2 l690 t3194\" id=\"a12758\">31.12.2024 </div><div class=\"po0 fs38 cl2 l1920 t3194\" id=\"a12760\">31.12.2023 </div><div class=\"po0 fs39 cl2 l1921 t3195\" id=\"a12762\">Deudas con entidades de cr\u00e9dito<div class=\"d0 w1061\">\u00a0</div>al inicio del per\u00edodo </div><div class=\"po0 fs39 cl2 l1922 t3195\" id=\"a12764\">922.929 </div><div class=\"po0 fs39 cl2 l1841 t3195\" id=\"a12766\">1.011.672 </div><div class=\"po0 fs38 cl2 l1921 t3196\" id=\"a12768\">Amortizaci\u00f3n/ Disposici\u00f3n de deuda<div class=\"d0 w970\">\u00a0</div>(*) </div><div class=\"po0 fs38 cl2 l1923 t3196\" id=\"a12770\">(101.607) </div><div class=\"po0 fs38 cl2 l1924 t3196\" id=\"a12772\">(111.401) </div><div class=\"po0 fs38 cl2 l1921 t3197\" id=\"a12774\">Valor razonable/actual<div class=\"d0 w1062\">\u00a0</div>en instrumentos financieros </div><div class=\"po0 fs38 cl2 l1248 t3197\" id=\"a12776\">8.586<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1925 t3197\" id=\"a12778\">11.982<div class=\"d0 w880\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3198\" id=\"a12780\">Variaci\u00f3n de intereses devengados<div class=\"d0 w1063\">\u00a0</div>no pagados </div><div class=\"po0 fs38 cl2 l1926 t3198\" id=\"a12782\">(3.241) </div><div class=\"po0 fs38 cl2 l1000 t3198\" id=\"a12784\">4.564<div class=\"d0 w1064\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3199\" id=\"a12786\">Coste fijo capitalizable<div class=\"d0 w1065\">\u00a0</div>(PIK) </div><div class=\"po0 fs38 cl2 l652 t3199\" id=\"a12788\">2.700 </div><div class=\"po0 fs38 cl2 l572 t3199\" id=\"a12790\">4.954 </div><div class=\"po0 fs38 cl2 l1921 t3200\" id=\"a12792\">Efecto del tipo de cambio en la deuda </div><div class=\"po0 fs38 cl2 l1926 t3200\" id=\"a12794\">(1.837) </div><div class=\"po0 fs38 cl2 ls9 l1927 t3200\" id=\"a12796\">909<div class=\"d0 w251\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3201\" id=\"a12798\">Otros </div><div class=\"po0 fs38 cl2 ls9 l1928 t3201\" id=\"a12800\">203<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs38 cl2 ls9 l1927 t3201\" id=\"a12802\">249<div class=\"d0 w251\">\u00a0</div></div><div class=\"po0 fs39 cl2 l1921 t3202\" id=\"a12804\">Deuda con entidades de cr\u00e9dito al<div class=\"d0 w1066\">\u00a0</div>final del per\u00edodo </div><div class=\"po0 fs39 cl2 l1922 t3202\" id=\"a12806\">827.733 </div><div class=\"po0 fs39 cl2 l1929 t3202\" id=\"a12808\">922.929 </div><div class=\"po0 fs43 cl2 l1445 t2393\" id=\"a12811\">(*) Movimiento que genera flujo<div class=\"d0 w1067\">\u00a0</div>de efectivo.</div></div></div><div class=\"po1 w198 h55 lh0\" id=\"TextBlockContainer2572\"><div class=\"po1 w198 z0\" id=\"TextContainer2572\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12938\">De<div class=\"d0 w249\">\u00a0</div>acuerdo<div class=\"d0 w484\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>NIIF<div class=\"d0 w229\">\u00a0</div>13<div class=\"d0 w293\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>realizado<div class=\"d0 w518\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>c\u00e1lculo<div class=\"d0 w169\">\u00a0</div>te\u00f3rico<div class=\"d0 w344\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>valor<div class=\"d0 w390\">\u00a0</div>razonable<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>deuda </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a12939\">financiera. Para ello<div class=\"d0 w424\">\u00a0</div>se ha utilizado<div class=\"d0 w410\">\u00a0</div>el valor de<div class=\"d0 w472\">\u00a0</div>cotizaci\u00f3n de<div class=\"d0 w126\">\u00a0</div>la deuda en<div class=\"d0 w148\">\u00a0</div>el mercado secundario, </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a12940\">seg\u00fan<div class=\"d0 w659\">\u00a0</div>informaci\u00f3n<div class=\"d0 w214\">\u00a0</div>proporcionada<div class=\"d0 w702\">\u00a0</div>por<div class=\"d0 w452\">\u00a0</div>un<div class=\"d0 w318\">\u00a0</div>tercero<div class=\"d0 w704\">\u00a0</div>independiente<div class=\"d0 w678\">\u00a0</div>(variables<div class=\"d0 w301\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>nivel<div class=\"d0 w1085\">\u00a0</div>1, </div><div class=\"po0 fs14 cl2 l340 t765\" id=\"a12942\">estimaciones<div class=\"d0 w225\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>utilizando<div class=\"d0 w475\">\u00a0</div>precios<div class=\"d0 w232\">\u00a0</div>cotizados<div class=\"d0 w391\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>mercados<div class=\"d0 w284\">\u00a0</div>activos).<div class=\"d0 w338\">\u00a0</div>El<div class=\"d0 w98\">\u00a0</div>valor<div class=\"d0 w390\">\u00a0</div>razonable<div class=\"d0 w284\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t760\" id=\"a12943\">pr\u00e9stamo<div class=\"d0 w437\">\u00a0</div>Senior<div class=\"d0 w249\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>Junior,<div class=\"d0 w337\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>deuda<div class=\"d0 w285\">\u00a0</div>Super<div class=\"d0 w297\">\u00a0</div>Senior<div class=\"d0 w5\">\u00a0</div>dispuesta<div class=\"d0 w340\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>intereses<div class=\"d0 w469\">\u00a0</div>devengados </div><div class=\"po0 fs14 cl2 l340 t3225\" id=\"a12948\">pendientes de pago<div class=\"d0 w265\">\u00a0</div>a 31 de diciembre<div class=\"d0 w147\">\u00a0</div>de 2024, seg\u00fan este<div class=\"d0 w403\">\u00a0</div>c\u00e1lculo, ascender\u00eda a<div class=\"d0 w561\">\u00a0</div>816.135 miles de </div><div class=\"po0 fs14 cl2 l340 t2245\" id=\"a12960\">euros resultante de aplicar un<div class=\"d0 w383\">\u00a0</div>descuento medio del 1,45% sobre la<div class=\"d0 w56\">\u00a0</div>obligaci\u00f3n real de pago<div class=\"d0 w39\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l341 t666\" id=\"a12967\">principal e intereses devengados con las entidades acreedoras.</div></div></div><div class=\"po1 w198 h55 lh0\" id=\"TextBlockContainer2613\"><div class=\"po1 w198 z0\" id=\"TextContainer2613\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13210\">Aspectos contables de la Refinanciaci\u00f3n en 2022 </div></div><div class=\"po0 l342 t762 f0\" id=\"div_2610_XBRL_TS_31df1fe18c3a4b2d997eb7e0582351d2\"><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer2611\"><div class=\"po1 w198 z0\" id=\"TextContainer2611\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13215\">La Sociedad realiz\u00f3<div class=\"d0 w20\">\u00a0</div>un an\u00e1lisis de<div class=\"d0 w48\">\u00a0</div>las condiciones acordadas en<div class=\"d0 w9\">\u00a0</div>el marco de<div class=\"d0 w32\">\u00a0</div>la Refinanciaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13221\">concluy\u00e9ndose<div class=\"d0 w273\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>mismas<div class=\"d0 w4\">\u00a0</div>constitu\u00edan<div class=\"d0 w339\">\u00a0</div>una<div class=\"d0 w339\">\u00a0</div>modificaci\u00f3n<div class=\"d0 w468\">\u00a0</div>sustancial<div class=\"d0 w900\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>condiciones </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13225\">anteriores desde un punto<div class=\"d0 w299\">\u00a0</div>de vista cualitativo.<div class=\"d0 w515\">\u00a0</div>Esto supuso la cancelaci\u00f3n<div class=\"d0 w126\">\u00a0</div>del pasivo financiero </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a13237\">original y<div class=\"d0 w620\">\u00a0</div>se reconoci\u00f3<div class=\"d0 w532\">\u00a0</div>un nuevo<div class=\"d0 w326\">\u00a0</div>pasivo derivado<div class=\"d0 w387\">\u00a0</div>de la<div class=\"d0 w387\">\u00a0</div>Refinanciaci\u00f3n. El<div class=\"d0 w330\">\u00a0</div>reconocimiento inicial </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a13241\">del pasivo<div class=\"d0 w326\">\u00a0</div>financiero se<div class=\"d0 w560\">\u00a0</div>realiz\u00f3<div class=\"d0 w15\">\u00a0</div>a valor<div class=\"d0 w148\">\u00a0</div>razonable, lo<div class=\"d0 w713\">\u00a0</div>que supuso<div class=\"d0 w329\">\u00a0</div>el reconocimiento<div class=\"d0 w559\">\u00a0</div>de un<div class=\"d0 w148\">\u00a0</div>ingreso </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a13252\">financiero<div class=\"d0 w334\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>2022<div class=\"d0 w476\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>importe<div class=\"d0 w227\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>38.285<div class=\"d0 w98\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l1958 t1741\" id=\"a13255\">\u201cValor<div class=\"d0 w282\">\u00a0</div>razonable<div class=\"d0 w287\">\u00a0</div>en </div></div></div></div></div><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2629\"><img alt=\"doc2p9i1\" class=\"po0 l349 t1473 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t1474 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2629\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13265\">instrumentos financieros\u201d</div><div class=\"po0 fs14 cl2 l1959 t756\" id=\"a13266\"><div class=\"d0 w613\">\u00a0</div>de la cuenta de resultados consolidada,<div class=\"d0 w1102\">\u00a0</div>por la diferencia entre el valor </div><div class=\"po0 fs14 cl2 l340 t3286\" id=\"a13271\">nominal de<div class=\"d0 w19\">\u00a0</div>la deuda refinanciada<div class=\"d0 w231\">\u00a0</div>que ostentaba el<div class=\"d0 w22\">\u00a0</div>Grupo y<div class=\"d0 w32\">\u00a0</div>su valor razonable<div class=\"d0 w8\">\u00a0</div>en la<div class=\"d0 w19\">\u00a0</div>fecha de </div><div class=\"po0 fs14 cl2 l340 t859\" id=\"a13274\">registro inicial. A partir<div class=\"d0 w49\">\u00a0</div>de ese momento, tal diferencia de<div class=\"d0 w32\">\u00a0</div>valor ha sido<div class=\"d0 w47\">\u00a0</div>imputada como gasto </div><div class=\"po0 fs14 cl2 l340 t860\" id=\"a13284\">en<div class=\"d0 w281\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>cuenta<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>resultados<div class=\"d0 w368\">\u00a0</div>consolidada<div class=\"d0 w361\">\u00a0</div>utilizando<div class=\"d0 w361\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>m\u00e9todo<div class=\"d0 w230\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>inter\u00e9s<div class=\"d0 w296\">\u00a0</div>efectivo<div class=\"d0 w233\">\u00a0</div>durante<div class=\"d0 w229\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l341 t1311\" id=\"a13287\">vigencia de la Refinanciaci\u00f3n.</div></div></div><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2705\"><div class=\"po1 w198 z0\" id=\"TextContainer2705\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a13871\">Instrumentos financieros derivados </div><div class=\"po0 fs14 cl2 l340 t2948\" id=\"a13874\">El<div class=\"d0 w218\">\u00a0</div>Grupo<div class=\"d0 w182\">\u00a0</div>PRISA<div class=\"d0 w546\">\u00a0</div>contrata<div class=\"d0 w529\">\u00a0</div>instrumentos<div class=\"d0 w154\">\u00a0</div>financieros<div class=\"d0 w622\">\u00a0</div>derivados<div class=\"d0 w641\">\u00a0</div>con<div class=\"d0 w676\">\u00a0</div>entidades<div class=\"d0 w546\">\u00a0</div>financieras </div><div class=\"po0 fs14 cl2 l340 t2949\" id=\"a13875\">nacionales e internacionales de elevado </div><div class=\"po0 fs26 cl2 l2009 t1153\" id=\"a13876\">rating </div><div class=\"po0 fs14 cl2 l2010 t2949\" id=\"a13877\">crediticio. </div><div class=\"po0 fs14 cl2 l340 t3397\" id=\"a13880\">Los derivados que el Grupo PRISA posee se clasifican en el nivel 2. </div></div></div><div class=\"po1 w198 h266 lh0\" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2721\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13892\">Derivados de tipos de inter\u00e9s </div><div class=\"po0 fs14 cl2 l340 t3399\" id=\"a13895\">El<div class=\"d0 w110\">\u00a0</div>Grupo mantiene<div class=\"d0 w382\">\u00a0</div>formalizados seguros<div class=\"d0 w281\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>tipos<div class=\"d0 w49\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>inter\u00e9s sobre<div class=\"d0 w615\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>deuda<div class=\"d0 w24\">\u00a0</div>financiera de<div class=\"d0 w476\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3400\" id=\"a13896\">Sociedad, conforme a lo descrito en el apartado a) anterior. </div><div class=\"po0 fs26 cl2 l340 t3401\" id=\"a13898\"><div class=\"d0 w1141\">\u00a0</div></div><div class=\"po0 fs26 cl2 l340 t1334\" id=\"a13900\">Derivados de tipo de cambio- </div><div class=\"po0 fs14 cl2 l340 t1294\" id=\"a13904\">Durante el<div class=\"d0 w246\">\u00a0</div>ejercicio 2024 el<div class=\"d0 w60\">\u00a0</div>Grupo ha formalizado<div class=\"d0 w236\">\u00a0</div>seguros de<div class=\"d0 w50\">\u00a0</div>cambio con objeto<div class=\"d0 w236\">\u00a0</div>de mitigar el </div><div class=\"po0 fs14 cl2 l341 t3402\" id=\"a13908\">riesgo ante variaciones del tipo de cambio.</div></div></div></div></div><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer2727\"><div class=\"po1 w198 z0\" id=\"TextContainer2727\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13911\">Para<div class=\"d0 w227\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>determinaci\u00f3n<div class=\"d0 w229\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>valor<div class=\"d0 w390\">\u00a0</div>razonable<div class=\"d0 w366\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>seguros<div class=\"d0 w391\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cambio<div class=\"d0 w228\">\u00a0</div>contratados,<div class=\"d0 w248\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13912\">PRISA utiliza metodolog\u00edas<div class=\"d0 w9\">\u00a0</div>de valoraci\u00f3n en<div class=\"d0 w18\">\u00a0</div>las que las<div class=\"d0 w264\">\u00a0</div>variables significativas est\u00e1n basadas </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13913\">en datos proporcionados<div class=\"d0 w726\">\u00a0</div>por un experto independiente.</div></div></div><div class=\"po1 w198 h270 lh0\" id=\"TextBlockContainer2738\"><div class=\"po0 l342 t756 f0\" id=\"div_2732_XBRL_TS_a63df5a7c7294e0fafedb790654b56d1\"><div class=\"po1 w1149 h268 lh0\" id=\"TextBlockContainer2733\"><div class=\"w89 po0 h12 l1361 t3403 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3403 bgc0\">\u00a0</div>\n<div class=\"w1142 po0 h12 l1124 t3403 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2011 t3403 bgc0\">\u00a0</div>\n<div class=\"w1143 po0 h12 l1035 t3403 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2012 t3403 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2013 t3403 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2014 t3403 bgc0\">\u00a0</div>\n<div class=\"w1144 po0 h12 l2015 t3403 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2016 t3403 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l2017 t3403 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3403 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l2019 t3403 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2020 t3403 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2021 t3403 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3403 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3403 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h193 l1361 t3404 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h193 l2011 t3404 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h193 l2012 t3404 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h193 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t3409 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2021 t3409 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3409 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1361 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2011 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2012 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2014 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2016 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2018 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2020 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2022 t3405 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h143 l806 t3410 bgc1\">\u00a0</div>\n<div class=\"w792 po0 h37 l806 t3411 bgc1\">\u00a0</div>\n<div class=\"w999 po0 h143 l2030 t3410 bgc1\">\u00a0</div>\n<div class=\"w999 po0 h37 l2030 t3411 bgc1\">\u00a0</div>\n<div class=\"w814 po0 h143 l2019 t3410 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h37 l2027 t3411 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h143 l2028 t3410 bgc3\">\u00a0</div>\n<div class=\"w1003 po0 h37 l2029 t3411 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1124 t3412 bgc0\">\u00a0</div>\n<div class=\"w1147 po0 h12 l2031 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2011 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t3412 bgc0\">\u00a0</div>\n<div class=\"w1148 po0 h12 l1036 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2012 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2013 t3412 bgc0\">\u00a0</div>\n<div class=\"w934 po0 h12 l2032 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2014 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2015 t3412 bgc0\">\u00a0</div>\n<div class=\"w787 po0 h12 l2033 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2016 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2017 t3412 bgc0\">\u00a0</div>\n<div class=\"w815 po0 h12 l2034 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3412 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l2019 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2020 t3412 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2021 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2018 t3410 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3413 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l2019 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2020 t3410 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2020 t3413 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2021 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2022 t3410 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3413 bgc0\">\u00a0</div>\n<div class=\"po1 w1149 z0\" id=\"TextContainer2733\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a13919\">El detalle de los seguros de cambio a 31 de diciembre de 2024 es el<div class=\"d0 w268\">\u00a0</div>siguiente: </div><div class=\"po0 fs32 cl2 l1371 t3414\" id=\"a13922\">Sociedad </div><div class=\"po0 fs32 cl2 l2035 t3414\" id=\"a13924\">Instrumento </div><div class=\"po0 fs32 cl2 l2036 t3414\" id=\"a13926\">Vencimiento </div><div class=\"po0 fs32 cl2 l2037 t3415\" id=\"a13928\">Moneda </div><div class=\"po0 fs32 cl2 l670 t3416\" id=\"a13929\">local </div><div class=\"po0 fs32 cl2 l2038 t3415\" id=\"a13931\">Moneda </div><div class=\"po0 fs32 cl2 l1774 t3416\" id=\"a13932\">cobertura </div><div class=\"po0 fs32 cl2 l427 t3417\" id=\"a13934\">Nominal </div><div class=\"po0 fs32 cl2 l989 t3414\" id=\"a13935\">(miles de </div><div class=\"po0 fs32 cl2 l2039 t3418\" id=\"a13936\">euros) </div><div class=\"po0 fs32 cl2 l2040 t3419\" id=\"a13938\">Valor </div><div class=\"po0 fs32 cl2 l1828 t3415\" id=\"a13939\">Razonable </div><div class=\"po0 fs32 cl2 l2041 t3416\" id=\"a13940\">(miles de </div><div class=\"po0 fs32 cl2 l2042 t3420\" id=\"a13941\">euros) </div><div class=\"po0 fs32 cl2 l1371 t3421\" id=\"a13943\">Editora Moderna, LTDA. </div><div class=\"po0 fs32 cl2 l1371 t3422\" id=\"a13944\">(Brasil) </div><div class=\"po0 fs32 cl2 l1778 t3423\" id=\"a13946\">NDF </div><div class=\"po0 fs32 cl2 l2043 t3421\" id=\"a13948\">Abr 25 - May </div><div class=\"po0 fs32 cl2 l1060 t3422\" id=\"a13952\">25 </div><div class=\"po0 fs32 cl2 l2044 t3423\" id=\"a13954\">BRL </div><div class=\"po0 fs32 cl2 l2045 t3423\" id=\"a13956\">USD </div><div class=\"po0 fs32 cl2 l1000 t3423\" id=\"a13958\">752 </div><div class=\"po0 fs32 cl2 l2046 t3423\" id=\"a13960\">84 </div><div class=\"po0 fs40 cl2 l2047 t3424\" id=\"a13962\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1000 t3425\" id=\"a13968\">752 </div><div class=\"po0 fs15 cl2 l2048 t3425\" id=\"a13970\">84 </div><div class=\"po0 fs14 cl4 l540 t3426\" id=\"a13973\">..</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2738\"></div><div class=\"po0 l342 t2686 f0\" id=\"div_2735_XBRL_TS_247c63e09bdc471d9889fc27332d5cc5\"><div class=\"po1 w198 h269 lh0\" id=\"TextBlockContainer2736\"><div class=\"w89 po0 h12 l2049 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t2293 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t2293 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2049 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2051 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2052 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3413 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t3413 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2049 t3427 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2051 t3427 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2052 t3427 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3428 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t3428 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t3428 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t3428 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3428 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2049 t3429 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3430 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2051 t3429 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t3430 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2052 t3429 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3430 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2736\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13975\">An\u00e1lisis de sensibilidad al tipo de cambio </div><div class=\"po0 fs14 cl2 l340 t3325\" id=\"a13978\">Las variaciones de valor razonable de<div class=\"d0 w23\">\u00a0</div>los seguros de tipo de cambio contratados<div class=\"d0 w20\">\u00a0</div>por el Grupo </div><div class=\"po0 fs14 cl2 l340 t3326\" id=\"a13979\">PRISA dependen de la variaci\u00f3n entre el tipo de cambio del d\u00f3lar vs.<div class=\"d0 w479\">\u00a0</div>el real brasile\u00f1o.</div><div class=\"po0 fs14 cl2 l340 t3328\" id=\"a13983\">Se<div class=\"d0 w404\">\u00a0</div>muestra<div class=\"d0 w474\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>continuaci\u00f3n<div class=\"d0 w539\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>detalle<div class=\"d0 w284\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>an\u00e1lisis<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>sensibilidad,<div class=\"d0 w98\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros,<div class=\"d0 w474\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t1352\" id=\"a13984\">derivados de tipo de cambio: </div><div class=\"po0 fs15 cl2 l2053 t3431\" id=\"a13987\">Sensibilidad (antes de<div class=\"d0 w555\">\u00a0</div>impuestos) </div><div class=\"po0 fs15 cl2 l2054 t3431\" id=\"a13989\">31.12.2024 </div><div class=\"po0 fs32 cl2 l2053 t3432\" id=\"a13991\">+10% (incremento en el<div class=\"d0 w626\">\u00a0</div>tipo de cambio del d\u00f3lar) </div><div class=\"po0 fs32 cl2 l2055 t3432\" id=\"a13994\">8<div class=\"d0 w1151\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2053 t3433\" id=\"a13996\">-10% (disminuci\u00f3n en el<div class=\"d0 w757\">\u00a0</div>tipo de cambio del d\u00f3lar) </div><div class=\"po0 fs32 cl2 l2056 t3433\" id=\"a13999\">(9) </div><div class=\"po0 fs14 cl2 l340 t3434\" id=\"a14003\">El an\u00e1lisis de sensibilidad muestra que los derivados de tipo de cambio registran descensos de </div><div class=\"po0 fs14 cl2 l340 t3435\" id=\"a14004\">su<div class=\"d0 w256\">\u00a0</div>valor<div class=\"d0 w542\">\u00a0</div>razonable,<div class=\"d0 w565\">\u00a0</div>ante<div class=\"d0 w211\">\u00a0</div>movimientos<div class=\"d0 w191\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>tipo<div class=\"d0 w564\">\u00a0</div>de<div class=\"d0 w542\">\u00a0</div>cambio<div class=\"d0 w187\">\u00a0</div>al<div class=\"d0 w189\">\u00a0</div>alza,<div class=\"d0 w541\">\u00a0</div>mientras<div class=\"d0 w602\">\u00a0</div>que,<div class=\"d0 w511\">\u00a0</div>ante </div><div class=\"po0 fs14 cl2 l341 t564\" id=\"a14006\">movimientos de tipos a la baja, el valor razonable de dichos derivados<div class=\"d0 w423\">\u00a0</div>se ver\u00eda aumentado.</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFairValueOfFinancialInstrumentsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1704 t2872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l631 t2872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1334 t2872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h194 l1703 t2872 bgc0\">\u00a0</div>\n<div class=\"w1001 po0 h219 l529 t2873 bgc3\">\u00a0</div>\n<div class=\"w985 po0 h33 l1707 t2874 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h219 l1702 t2873 bgc3\">\u00a0</div>\n<div class=\"w1028 po0 h33 l613 t2874 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h219 l338 t2873 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1708 t2874 bgc3\">\u00a0</div>\n<div class=\"w983 po0 h219 l1705 t2873 bgc3\">\u00a0</div>\n<div class=\"w989 po0 h33 l1709 t2874 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h219 l1710 t2873 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1711 t2874 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2875 bgc0\">\u00a0</div>\n<div class=\"w1001 po0 h12 l529 t2875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1701 t2875 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1702 t2875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1704 t2875 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l338 t2875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l631 t2875 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1705 t2875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1334 t2875 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1706 t2875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1703 t2875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l528 t2873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2876 bgc0\">\u00a0</div>\n<div class=\"w1001 po0 h12 l529 t2876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1701 t2873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1701 t2876 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1702 t2876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1704 t2873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1704 t2876 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l338 t2876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l631 t2873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l631 t2876 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1705 t2876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1334 t2873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1334 t2876 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1706 t2876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1703 t2873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1703 t2876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1703 t2876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2877 bgc0\">\u00a0</div>\n<div class=\"w1029 po0 h12 l1713 t2877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h214 l1712 t2878 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h214 l953 t2878 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h220 l1713 t2879 bgc1\">\u00a0</div>\n<div class=\"w1030 po0 h175 l1714 t2880 bgc1\">\u00a0</div>\n<div class=\"w1030 po0 h175 l1714 t2881 bgc1\">\u00a0</div>\n<div class=\"w1030 po0 h178 l1714 t2882 bgc1\">\u00a0</div>\n<div class=\"w1030 po0 h175 l1714 t2883 bgc1\">\u00a0</div>\n<div class=\"w1030 po0 h178 l1714 t2884 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2885 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1713 t2885 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1052 t2885 bgc0\">\u00a0</div>\n<div class=\"w1027 po0 h12 l1715 t2885 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2885 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1712 t2886 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1052 t2886 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l953 t2886 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2887 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1052 t2887 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1715 t2887 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1716 t2887 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1717 t2887 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1135 t2887 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1718 t2887 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2887 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1712 t2888 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1052 t2888 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1716 t2888 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1135 t2888 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l953 t2888 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1719 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1719 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1720 t2889 bgc0\">\u00a0</div>\n<div class=\"w1031 po0 h12 l1721 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2889 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1713 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1052 t2889 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1715 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1716 t2889 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1717 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1135 t2889 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1718 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2889 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1719 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1712 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1052 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1716 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1135 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l953 t2890 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1719 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1712 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1052 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1716 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1135 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l953 t2891 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l1719 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l1712 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l1052 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l1716 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l1135 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h74 l953 t2892 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1719 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1712 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1052 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1716 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l1135 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h217 l953 t729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l1719 t585 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l1712 t585 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l1052 t585 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l1716 t585 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l1135 t585 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l953 t585 bgc0\">\u00a0</div>\n<div class=\"w1032 po0 h218 l1720 t2893 bgc3\">\u00a0</div>\n<div class=\"w1000 po0 h33 l463 t2894 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h218 l1713 t2893 bgc3\">\u00a0</div>\n<div class=\"w1030 po0 h33 l1714 t2894 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h218 l1715 t2893 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1722 t2894 bgc3\">\u00a0</div>\n<div class=\"w983 po0 h218 l1723 t2893 bgc3\">\u00a0</div>\n<div class=\"w989 po0 h33 l1724 t2894 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h218 l1718 t2893 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1725 t2894 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1719 t2895 bgc0\">\u00a0</div>\n<div class=\"w1032 po0 h12 l1720 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2895 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1713 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1052 t2895 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1715 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1716 t2895 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1717 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1135 t2895 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1718 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2895 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1719 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1719 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1719 t2896 bgc0\">\u00a0</div>\n<div class=\"w1032 po0 h12 l1720 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1712 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1712 t2896 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1713 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1052 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1052 t2896 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1715 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1716 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1716 t2896 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1717 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l1135 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1135 t2896 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1718 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h218 l953 t2893 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2896 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l953 t2896 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2456\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a11460\">El desglose por categor\u00edas de las inversiones<div class=\"d0 w353\">\u00a0</div>financieras del Grupo a 31 de diciembre<div class=\"d0 w532\">\u00a0</div>de 2024 y </div><div class=\"po0 fs14 cl2 l540 t757\" id=\"a11462\">2023 es el siguiente: </div><div class=\"po0 fs25 cl2 l540 t1168\" id=\"a11467\">Ejercicio 2024 \u2013 </div><div class=\"po0 fs38 cl2 l1726 t2897\" id=\"a11472\">Miles de euros </div><div class=\"po0 fs38 cl2 l1727 t2898\" id=\"a11474\">Inversiones </div><div class=\"po0 fs38 cl2 l1728 t2622\" id=\"a11475\">financieras a </div><div class=\"po0 fs38 cl2 l638 t2899\" id=\"a11476\">valor razonable </div><div class=\"po0 fs38 cl2 l1729 t2900\" id=\"a11477\">con cambios en </div><div class=\"po0 fs38 cl2 l675 t2901\" id=\"a11478\">resultado </div><div class=\"po0 fs38 cl2 l1730 t2902\" id=\"a11480\">Inversiones financieras a coste </div><div class=\"po0 fs38 cl2 l680 t2903\" id=\"a11483\">amortizado </div><div class=\"po0 fs38 cl2 l1003 t2904\" id=\"a11485\">Cr\u00e9ditos </div><div class=\"po0 fs38 cl2 l848 t2905\" id=\"a11487\">Otros activos </div><div class=\"po0 fs38 cl2 l1731 t2906\" id=\"a11488\">financieros a </div><div class=\"po0 fs38 cl2 l1732 t2907\" id=\"a11489\">coste </div><div class=\"po0 fs38 cl2 l1339 t2908\" id=\"a11491\">amortizado </div><div class=\"po0 fs39 cl2 l1733 t2909\" id=\"a11493\">Total </div><div class=\"po0 fs38 cl2 l1734 t2910\" id=\"a11495\">Otros activos financieros </div><div class=\"po0 fs38 cl2 l1735 t2910\" id=\"a11497\">- </div><div class=\"po0 fs38 cl2 l856 t2910\" id=\"a11499\">1.280 </div><div class=\"po0 fs38 cl2 l1736 t2910\" id=\"a11501\">4.526 </div><div class=\"po0 fs38 cl2 l989 t2910\" id=\"a11503\">5.806 </div><div class=\"po0 fs39 cl2 l1734 t2911\" id=\"a11505\">Inversiones financieras<div class=\"d0 w291\">\u00a0</div>no corrientes </div><div class=\"po0 fs39 cl2 l1735 t2911\" id=\"a11507\">- </div><div class=\"po0 fs39 cl2 l856 t2911\" id=\"a11509\">1.280 </div><div class=\"po0 fs39 cl2 l1736 t2911\" id=\"a11511\">4.526 </div><div class=\"po0 fs39 cl2 l989 t2911\" id=\"a11513\">5.806 </div><div class=\"po0 fs38 cl2 l1734 t2912\" id=\"a11515\">Otros activos financieros </div><div class=\"po0 fs38 cl2 l1735 t2912\" id=\"a11517\">- </div><div class=\"po0 fs38 cl2 l1737 t2912\" id=\"a11519\">38 </div><div class=\"po0 fs38 cl2 l1738 t2912\" id=\"a11521\">875 </div><div class=\"po0 fs38 cl2 l837 t2912\" id=\"a11523\">913 </div><div class=\"po0 fs39 cl2 l1734 t2913\" id=\"a11525\">Inversiones<div class=\"d0 w361\">\u00a0</div>financieras corrientes </div><div class=\"po0 fs39 cl2 l1735 t2913\" id=\"a11528\">- </div><div class=\"po0 fs39 cl2 l1737 t2913\" id=\"a11530\">38 </div><div class=\"po0 fs39 cl2 l1738 t2913\" id=\"a11532\">875 </div><div class=\"po0 fs39 cl2 l837 t2913\" id=\"a11534\">913 </div><div class=\"po0 fs39 cl2 l1734 t2914\" id=\"a11536\">Derivados corrientes </div><div class=\"po0 fs39 cl2 l547 t2914\" id=\"a11538\">908 </div><div class=\"po0 fs39 cl2 l1739 t2914\" id=\"a11540\">- </div><div class=\"po0 fs39 cl2 l663 t2914\" id=\"a11542\">- </div><div class=\"po0 fs39 cl2 l832 t2914\" id=\"a11544\">- </div><div class=\"po0 fs39 cl2 l1734 t2915\" id=\"a11546\">Total </div><div class=\"po0 fs39 cl2 l547 t2915\" id=\"a11548\">908 </div><div class=\"po0 fs39 cl2 l856 t2915\" id=\"a11550\">1.318 </div><div class=\"po0 fs39 cl2 l1736 t2915\" id=\"a11552\">5.401 </div><div class=\"po0 fs39 cl2 l989 t2915\" id=\"a11554\">6.719 </div><div class=\"po0 fs25 cl2 l540 t2916\" id=\"a11558\">Ejercicio 2023 \u2013 </div><div class=\"po0 fs38 cl2 l1740 t2917\" id=\"a11563\">Miles de euros </div><div class=\"po0 fs38 cl2 l1741 t2918\" id=\"a11565\">Inversiones </div><div class=\"po0 fs38 cl2 l648 t2919\" id=\"a11566\">financieras a valor </div><div class=\"po0 fs38 cl2 l1742 t2920\" id=\"a11567\">razonable con </div><div class=\"po0 fs38 cl2 l1743 t2921\" id=\"a11568\">cambios en </div><div class=\"po0 fs38 cl2 l1744 t2922\" id=\"a11569\">resultado </div><div class=\"po0 fs38 cl2 l1745 t2923\" id=\"a11571\">Inversiones financieras a coste </div><div class=\"po0 fs38 cl2 l587 t2924\" id=\"a11573\">amortizado </div><div class=\"po0 fs38 cl2 l1746 t2925\" id=\"a11575\">Cr\u00e9ditos </div><div class=\"po0 fs38 cl2 l1542 t2926\" id=\"a11577\">Otros activos </div><div class=\"po0 fs38 cl2 l1747 t2927\" id=\"a11578\">financieros a </div><div class=\"po0 fs38 cl2 l1248 t2928\" id=\"a11579\">coste </div><div class=\"po0 fs38 cl2 l697 t1367\" id=\"a11581\">amortizado </div><div class=\"po0 fs39 cl2 l1748 t2929\" id=\"a11583\">Total </div><div class=\"po0 fs38 cl2 l1370 t2930\" id=\"a11585\">Derivados </div><div class=\"po0 fs38 cl2 l585 t2931\" id=\"a11587\">5.145 </div><div class=\"po0 fs38 cl2 l1749 t2931\" id=\"a11589\">- </div><div class=\"po0 fs38 cl2 l1750 t2931\" id=\"a11591\">- </div><div class=\"po0 fs38 cl2 l1751 t2931\" id=\"a11593\">- </div><div class=\"po0 fs38 cl2 l1370 t1446\" id=\"a11595\">Otros activos financieros </div><div class=\"po0 fs38 cl2 l1752 t1446\" id=\"a11597\">- </div><div class=\"po0 fs38 cl2 l1753 t1446\" id=\"a11599\">1.158 </div><div class=\"po0 fs38 cl2 l830 t1446\" id=\"a11601\">4.850 </div><div class=\"po0 fs38 cl2 l1754 t1446\" id=\"a11603\">6.008 </div><div class=\"po0 fs39 cl2 l1370 t2932\" id=\"a11605\">Inversiones financieras<div class=\"d0 w291\">\u00a0</div>no corrientes </div><div class=\"po0 fs39 cl2 l585 t2932\" id=\"a11607\">5.145 </div><div class=\"po0 fs39 cl2 l1753 t2932\" id=\"a11609\">1.158 </div><div class=\"po0 fs39 cl2 l830 t2932\" id=\"a11611\">4.850 </div><div class=\"po0 fs39 cl2 l1754 t2932\" id=\"a11613\">6.008 </div><div class=\"po0 fs38 cl2 l1370 t2933\" id=\"a11615\">Otros activos financieros </div><div class=\"po0 fs38 cl2 l1752 t2933\" id=\"a11617\">- </div><div class=\"po0 fs38 cl2 l1753 t2933\" id=\"a11619\">2.540 </div><div class=\"po0 fs38 cl2 l830 t2933\" id=\"a11621\">1.625 </div><div class=\"po0 fs38 cl2 l1754 t2933\" id=\"a11623\">4.165 </div><div class=\"po0 fs39 cl2 l1370 t2934\" id=\"a11625\">Inversiones<div class=\"d0 w31\">\u00a0</div>financieras corrientes </div><div class=\"po0 fs39 cl2 l1752 t2934\" id=\"a11627\">- </div><div class=\"po0 fs39 cl2 l1753 t2934\" id=\"a11629\">2.540 </div><div class=\"po0 fs39 cl2 l830 t2934\" id=\"a11631\">1.625 </div><div class=\"po0 fs39 cl2 l1754 t2934\" id=\"a11633\">4.165 </div><div class=\"po0 fs39 cl2 l1370 t2935\" id=\"a11635\">Total </div><div class=\"po0 fs39 cl2 l585 t2935\" id=\"a11637\">5.145 </div><div class=\"po0 fs39 cl2 l1753 t2935\" id=\"a11639\">3.698 </div><div class=\"po0 fs39 cl2 l830 t2935\" id=\"a11641\">6.475 </div><div class=\"po0 fs39 cl2 l681 t2935\" id=\"a11643\">10.173 </div></div></div><div class=\"po1 w198 h230 lh0\" id=\"TextBlockContainer2473\"><div class=\"po0 l342 t756 f0\" id=\"div_2467_XBRL_TS_1124f4ec241c443c8edc2cbd0ae64622_1\"><div class=\"po1 w198 h230 lh0\" id=\"TextBlockContainer2471\"><div class=\"po0 l342 t756 f0\" id=\"div_2468_XBRL_TS_ede9db616acf4679859829f1e245a384_1\"><div class=\"po1 w198 h230 lh0\" id=\"TextBlockContainer2469\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div 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class=\"w806 po0 h12 l1763 t2939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t2939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1758 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1759 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1761 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l194 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1762 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1764 t2940 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t2941 bgc0\">\u00a0</div>\n<div class=\"w1035 po0 h12 l530 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t2941 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t2941 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t2941 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t2941 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t2941 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t2941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l528 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1758 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1759 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1761 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l194 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1762 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1764 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1758 t2942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1759 t2942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1761 t2942 bgc0\">\u00a0</div>\n<div 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class=\"w89 po0 h226 l528 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1758 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1759 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1761 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l194 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1762 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1764 t2944 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l528 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1758 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1759 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1761 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l194 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1762 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1764 t2107 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l528 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1758 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1759 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1761 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l194 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1762 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1764 t2945 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l528 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1758 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1759 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1761 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l194 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1762 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h229 l1764 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l528 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1758 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1759 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1761 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l194 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1762 t2946 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1764 t2946 bgc0\">\u00a0</div>\n<div class=\"w1036 po0 h33 l1707 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1765 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1766 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1767 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1768 t1834 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l623 t1834 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2947 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l529 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t2947 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t2947 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t2947 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t2947 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t2947 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t2947 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2469\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a11657\">Inversiones financieras no corrientes </div><div class=\"po0 fs14 cl2 l540 t2948\" id=\"a11660\">El movimiento de este<div class=\"d0 w543\">\u00a0</div>ep\u00edgrafe del balance de situaci\u00f3n<div class=\"d0 w34\">\u00a0</div>consolidado durante el ejercicio 2024, </div><div class=\"po0 fs14 cl2 l540 t2949\" id=\"a11663\">atendiendo a la naturaleza de las operaciones es el siguiente: </div><div class=\"po0 fs38 cl2 l851 t2950\" id=\"a11667\">Miles de euros </div><div class=\"po0 fs38 cl2 l1769 t2951\" id=\"a11669\">Saldo al </div><div class=\"po0 fs38 cl2 l1770 t2952\" id=\"a11670\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1070 t2951\" id=\"a11672\">Ajustes por </div><div class=\"po0 fs38 cl2 l1744 t2952\" id=\"a11673\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l1726 t2951\" id=\"a11675\">Adiciones/ </div><div class=\"po0 fs38 cl2 l1016 t2952\" id=\"a11676\">dotaciones </div><div class=\"po0 fs38 cl2 l592 t2951\" id=\"a11678\">Bajas/<div class=\"d0 w286\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1771 t2952\" id=\"a11679\">Traspasos </div><div class=\"po0 fs38 cl2 l1750 t2951\" id=\"a11681\">Saldo al </div><div class=\"po0 fs38 cl2 l1772 t2952\" id=\"a11682\">31.12.2024 </div><div class=\"po0 fs39 cl2 l1734 t2953\" id=\"a11684\">Inversiones financieras a coste </div><div class=\"po0 fs39 cl2 l1734 t2954\" id=\"a11685\">amortizado </div><div class=\"po0 fs39 cl2 l1773 t1786\" id=\"a11687\">6.008 </div><div class=\"po0 fs39 cl2 l919 t1786\" id=\"a11689\">(134) </div><div class=\"po0 fs39 cl2 l842 t1786\" id=\"a11691\">410 </div><div class=\"po0 fs39 cl2 l1774 t1786\" id=\"a11693\">(478) </div><div class=\"po0 fs39 cl2 l837 t1786\" id=\"a11695\">5.806 </div><div class=\"po0 fs42 cl2 l1734 t2955\" id=\"a11697\">Cr\u00e9ditos </div><div class=\"po0 fs42 cl2 l1773 t2955\" id=\"a11699\">1.158 </div><div class=\"po0 fs42 cl2 l1775 t2955\" id=\"a11701\">(91) </div><div class=\"po0 fs42 cl2 l576 t2955\" id=\"a11703\">63 </div><div class=\"po0 fs42 cl2 l836 t2955\" id=\"a11705\">150 </div><div class=\"po0 fs42 cl2 l837 t2955\" id=\"a11707\">1.280 </div><div class=\"po0 fs38 cl2 l556 t2956\" id=\"a11709\">- Cr\u00e9ditos a largo plazo a terceros </div><div class=\"po0 fs38 cl2 l1773 t2956\" id=\"a11713\">1.198 </div><div class=\"po0 fs38 cl2 l1775 t2956\" id=\"a11715\">(91) </div><div class=\"po0 fs38 cl2 l576 t2956\" id=\"a11717\">63 </div><div class=\"po0 fs38 cl2 l836 t2956\" id=\"a11719\">110 </div><div class=\"po0 fs38 cl2 l837 t2956\" id=\"a11721\">1.280 </div><div class=\"po0 fs38 cl2 l556 t2957\" id=\"a11723\">- Correcci\u00f3n de valor por deterioro </div><div class=\"po0 fs38 cl2 l1188 t2957\" id=\"a11727\">(40) </div><div class=\"po0 fs38 cl2 l1776 t2957\" id=\"a11731\">40 </div><div class=\"po0 fs38 cl2 l1777 t2957\" id=\"a11733\">- </div><div class=\"po0 fs42 cl2 l1734 t2958\" id=\"a11735\">Otros activos financieros a coste </div><div class=\"po0 fs42 cl2 l1734 t2959\" id=\"a11736\">amortizado </div><div class=\"po0 fs42 cl2 l1773 t2960\" id=\"a11738\">4.850 </div><div class=\"po0 fs42 cl2 l1775 t2960\" id=\"a11740\">(43) </div><div class=\"po0 fs42 cl2 l842 t2960\" id=\"a11742\">347 </div><div class=\"po0 fs42 cl2 l1774 t2960\" id=\"a11744\">(628) </div><div class=\"po0 fs42 cl2 l837 t2960\" id=\"a11746\">4.526 </div><div class=\"po0 fs38 cl2 l556 t2961\" id=\"a11748\">- Otros activos financieros a coste </div><div class=\"po0 fs38 cl2 l556 t2962\" id=\"a11751\">amortizado </div><div class=\"po0 fs38 cl2 l1773 t2963\" id=\"a11753\">6.875 </div><div class=\"po0 fs38 cl2 l1775 t2963\" id=\"a11755\">(79) </div><div class=\"po0 fs38 cl2 l842 t2963\" id=\"a11757\">347 </div><div class=\"po0 fs38 cl2 l1774 t2963\" id=\"a11759\">(631) </div><div class=\"po0 fs38 cl2 l837 t2963\" id=\"a11761\">6.512 </div><div class=\"po0 fs38 cl2 l556 t2964\" id=\"a11763\">- Correcci\u00f3n de valor por deterioro </div><div class=\"po0 fs38 cl2 l1778 t2964\" id=\"a11767\">(2.025) </div><div class=\"po0 fs38 cl2 l1009 t2964\" id=\"a11769\">36 </div><div class=\"po0 fs38 cl2 l485 t2964\" id=\"a11771\">- </div><div class=\"po0 fs38 cl2 l1779 t2964\" id=\"a11773\">3 </div><div class=\"po0 fs38 cl2 l1780 t2964\" id=\"a11775\">(1.986) </div><div class=\"po0 fs39 cl2 l1734 t2965\" id=\"a11777\">Inversiones financieras a valor </div><div class=\"po0 fs39 cl2 l1734 t2966\" id=\"a11778\">razonable con cambios en resultado </div><div class=\"po0 fs39 cl2 l1773 t2967\" id=\"a11780\">5.145 </div><div class=\"po0 fs39 cl2 l1781 t2967\" id=\"a11782\">- </div><div class=\"po0 fs39 cl2 l485 t2967\" id=\"a11784\">- </div><div class=\"po0 fs39 cl2 l1782 t2967\" id=\"a11786\">(5.145) </div><div class=\"po0 fs39 cl2 l1777 t2967\" id=\"a11788\">- </div><div class=\"po0 fs42 cl2 l1734 t2968\" id=\"a11790\">Derivados </div><div class=\"po0 fs38 cl2 l1773 t2969\" id=\"a11792\">5.145 </div><div class=\"po0 fs42 cl2 l1781 t2968\" id=\"a11794\">- </div><div class=\"po0 fs42 cl2 l485 t2968\" id=\"a11796\">- </div><div class=\"po0 fs42 cl2 l1782 t2968\" id=\"a11798\">(5.145) </div><div class=\"po0 fs42 cl2 l1777 t2968\" id=\"a11800\">- </div><div class=\"po0 fs39 cl2 l1734 t2970\" id=\"a11802\">Total </div><div class=\"po0 fs39 cl2 l1091 t2970\" id=\"a11804\">11.153 </div><div class=\"po0 fs39 cl2 l919 t2970\" id=\"a11806\">(134) </div><div class=\"po0 fs39 cl2 l842 t2970\" id=\"a11808\">410 </div><div class=\"po0 fs39 cl2 l1782 t2970\" id=\"a11810\">(5.623) </div><div class=\"po0 fs39 cl2 l1783 t2971\" id=\"a11812\">5.806</div></div></div></div></div></div></div><div class=\"po1 w198 h231 lh0\" id=\"TextBlockContainer2478\"><div class=\"po1 w198 z0\" id=\"TextContainer2478\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a11816\">En el ejercicio 2024, la<div class=\"d0 w140\">\u00a0</div>disminuci\u00f3n en el saldo de las </div><div class=\"po0 fs26 cl2 l1345 t814\" id=\"a11822\">\u201cInversiones financieras a valor<div class=\"d0 w332\">\u00a0</div>razonable con </div><div class=\"po0 fs26 cl2 l340 t2972\" id=\"a11823\">cambios en resultado\u201d</div><div class=\"po0 fs14 cl2 l1784 t757\" id=\"a11825\"><div class=\"d0 w613\">\u00a0</div>se debe principalmente a las variaciones en el valor razonable producidas </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a11831\">en 2024 en las coberturas de tipos de inter\u00e9s contratadas en los ejercicios 2022 y 2023<div class=\"d0 w50\">\u00a0</div>(seg\u00fan se </div><div class=\"po0 fs14 cl2 l340 t2973\" id=\"a11841\">describen posteriormente)<div class=\"d0 w18\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l1785 t2974\" id=\"a11842\">v\u00e9ase apartado</div><div class=\"po0 fs26 cl2 l991 t2974\" id=\"a11844\">Riesgo de mercado<div class=\"d0 w200\">\u00a0</div>- tipo<div class=\"d0 w418\">\u00a0</div>de inter\u00e9s).</div><div class=\"po0 fs14 cl2 l1786 t2973\" id=\"a11849\"><div class=\"d0 w137\">\u00a0</div>A este<div class=\"d0 w39\">\u00a0</div>respecto, el </div><div class=\"po0 fs14 cl2 l340 t1093\" id=\"a11851\">gasto<div class=\"d0 w404\">\u00a0</div>registrado<div class=\"d0 w60\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w486\">\u00a0</div>ejercicio<div class=\"d0 w369\">\u00a0</div>2024<div class=\"d0 w31\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>este<div class=\"d0 w484\">\u00a0</div>concepto<div class=\"d0 w368\">\u00a0</div>asciende<div class=\"d0 w56\">\u00a0</div>a<div class=\"d0 w233\">\u00a0</div>4.237<div class=\"d0 w223\">\u00a0</div>miles<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros<div class=\"d0 w484\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l340 t2975\" id=\"a11856\">muestra<div class=\"d0 w238\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>columna<div class=\"d0 w34\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>bajas<div class=\"d0 w23\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>traspasos<div class=\"d0 w396\">\u00a0</div>del cuadro<div class=\"d0 w461\">\u00a0</div>anterior<div class=\"d0 w295\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l1023 t2976\" id=\"a11859\">v\u00e9ase<div class=\"d0 w30\">\u00a0</div>nota<div class=\"d0 w480\">\u00a0</div>15</div><div class=\"po0 fs14 cl2 l1006 t2975\" id=\"a11860\">),<div class=\"d0 w8\">\u00a0</div>junto<div class=\"d0 w59\">\u00a0</div>con<div class=\"d0 w264\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t2977\" id=\"a11864\">importe<div class=\"d0 w24\">\u00a0</div>traspasado al<div class=\"d0 w539\">\u00a0</div>activo corriente<div class=\"d0 w98\">\u00a0</div>(908 miles<div class=\"d0 w165\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros) (</div><div class=\"po0 fs26 cl2 l1787 t2978\" id=\"a11867\">v\u00e9ase apartado<div class=\"d0 w111\">\u00a0</div>siguiente</div><div class=\"po0 fs14 cl2 l1788 t2977\" id=\"a11868\">), que<div class=\"d0 w224\">\u00a0</div>est\u00e1 </div><div class=\"po0 fs14 cl2 l340 t2979\" id=\"a11870\">pendiente de imputar a la cuenta de resultados consolidada durante la vigencia de las mismas </div><div class=\"po0 fs14 cl2 l340 t2980\" id=\"a11871\">(hasta junio de 2025</div><div class=\"po0 fs26 cl2 l1789 t2981\" id=\"a11872\">)</div><div class=\"po0 fs14 cl2 l1790 t1456\" id=\"a11873\">.</div></div></div><div class=\"po1 w681 h235 lh0\" id=\"TextBlockContainer2491\"><div class=\"w89 po0 h12 l1796 t2000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1796 t2000 bgc0\">\u00a0</div>\n<div class=\"w1034 po0 h12 l1791 t2000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1803 t2000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1803 t2000 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1796 t2985 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1803 t2985 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1796 t2986 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1791 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1797 t2986 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1798 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1799 t2986 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1793 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1800 t2986 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1794 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1801 t2986 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1802 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1803 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1796 t2987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1797 t2987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1799 t2987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1800 t2987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1801 t2987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h221 l1803 t2987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1556 t2988 bgc0\">\u00a0</div>\n<div class=\"w1035 po0 h12 l1557 t2988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1796 t2988 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1791 t2988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1797 t2988 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1798 t2988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1799 t2988 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1793 t2988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1800 t2988 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1794 t2988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1801 t2988 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1802 t2988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1803 t2988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1384 t2989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1796 t2989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1797 t2989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1799 t2989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1800 t2989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1801 t2989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1803 t2989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1384 t2990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1796 t2990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1797 t2990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1799 t2990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1800 t2990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1801 t2990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1803 t2990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1384 t2991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1796 t2991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1797 t2991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1799 t2991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1800 t2991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1801 t2991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1803 t2991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h233 l1384 t2992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h233 l1796 t2992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h233 l1797 t2992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h233 l1799 t2992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h233 l1800 t2992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h233 l1801 t2992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h233 l1803 t2992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1384 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1796 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1797 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1799 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1800 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1801 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1803 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1384 t2993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1796 t2993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1797 t2993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1799 t2993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1800 t2993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1801 t2993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1803 t2993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1384 t2994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1796 t2994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1797 t2994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1799 t2994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1800 t2994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1801 t2994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1803 t2994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1384 t2995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1796 t2995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1797 t2995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1799 t2995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1800 t2995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1801 t2995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1803 t2995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1384 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1796 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1797 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1799 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1800 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1801 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1803 t2996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1384 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1796 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1797 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1799 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1800 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1801 t2997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1803 t2997 bgc0\">\u00a0</div>\n<div class=\"w1036 po0 h33 l1804 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1805 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1806 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1807 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1808 t2998 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1809 t2998 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2999 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l1556 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1796 t2999 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1791 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1797 t2999 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1798 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1799 t2999 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1793 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1800 t2999 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1794 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1801 t2999 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1802 t2999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1803 t2999 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2491\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a11885\">El movimiento de este<div class=\"d0 w543\">\u00a0</div>ep\u00edgrafe del balance de situaci\u00f3n<div class=\"d0 w34\">\u00a0</div>consolidado durante el ejercicio 2023, </div><div class=\"po0 fs14 cl2 l451 t1087\" id=\"a11888\">atendiendo a la naturaleza de las operaciones es el siguiente: </div><div class=\"po0 fs14 cl2 l340 t764\" id=\"a11890\"><div class=\"d0 w1037\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1810 t3000\" id=\"a11894\">Miles de euros </div><div class=\"po0 fs38 cl2 l1811 t3001\" id=\"a11896\">Saldo al </div><div class=\"po0 fs38 cl2 l1058 t3002\" id=\"a11897\">31.12.2022 </div><div class=\"po0 fs38 cl2 l1812 t3003\" id=\"a11899\">Ajustes por </div><div class=\"po0 fs38 cl2 l676 t3001\" id=\"a11900\">conversi\u00f3n/ </div><div class=\"po0 fs38 cl2 l1813 t3002\" id=\"a11901\">Correcci\u00f3n</div><div class=\"po0 fs38 cl2 l1696 t3004\" id=\"a11903\">monetaria</div><div class=\"po0 fs38 cl2 l1814 t3001\" id=\"a11905\">Adiciones/ </div><div class=\"po0 fs38 cl2 l942 t3002\" id=\"a11906\">dotaciones </div><div class=\"po0 fs38 cl2 l663 t3001\" id=\"a11908\">Bajas/ </div><div class=\"po0 fs38 cl2 l1815 t3002\" id=\"a11909\">Traspasos </div><div class=\"po0 fs38 cl2 l1816 t3001\" id=\"a11911\">Saldo al </div><div class=\"po0 fs38 cl2 l1817 t3002\" id=\"a11912\">31.12.2023 </div><div class=\"po0 fs39 cl2 l1818 t3005\" id=\"a11914\">Inversiones financieras a coste </div><div class=\"po0 fs39 cl2 l1818 t2797\" id=\"a11915\">amortizado </div><div class=\"po0 fs39 cl2 l1819 t3006\" id=\"a11917\">8.386 </div><div class=\"po0 fs39 cl2 l1820 t3006\" id=\"a11919\">(20) </div><div class=\"po0 fs39 cl2 l1821 t3006\" id=\"a11921\">1.068 </div><div class=\"po0 fs39 cl2 l1822 t3006\" id=\"a11923\">(3.426) </div><div class=\"po0 fs39 cl2 l785 t3006\" id=\"a11925\">6.008 </div><div class=\"po0 fs42 cl2 l1818 t3007\" id=\"a11927\">Cr\u00e9ditos </div><div class=\"po0 fs42 cl2 l1819 t3007\" id=\"a11929\">3.310 </div><div class=\"po0 fs42 cl2 l1823 t3007\" id=\"a11931\">- </div><div class=\"po0 fs42 cl2 l1824 t3007\" id=\"a11933\">320 </div><div class=\"po0 fs42 cl2 l1822 t3007\" id=\"a11935\">(2.472) </div><div class=\"po0 fs42 cl2 l785 t3007\" id=\"a11937\">1.158 </div><div class=\"po0 fs38 cl2 l1825 t3008\" id=\"a11939\">- Cr\u00e9ditos a empresas asociadas </div><div class=\"po0 fs38 cl2 l1826 t3008\" id=\"a11943\">200 </div><div class=\"po0 fs38 cl2 l1823 t3008\" id=\"a11945\">- </div><div class=\"po0 fs38 cl2 l1827 t3008\" id=\"a11947\">- </div><div class=\"po0 fs38 cl2 l1278 t3008\" id=\"a11949\">(200) </div><div class=\"po0 fs38 cl2 l1828 t3008\" id=\"a11951\">- </div><div class=\"po0 fs38 cl2 l1825 t3009\" id=\"a11953\">- Cr\u00e9ditos a largo plazo a terceros </div><div class=\"po0 fs38 cl2 l1819 t3009\" id=\"a11958\">3.110 </div><div class=\"po0 fs38 cl2 l1823 t3009\" id=\"a11960\">- </div><div class=\"po0 fs38 cl2 l1824 t3009\" id=\"a11962\">360 </div><div class=\"po0 fs38 cl2 l1822 t3009\" id=\"a11964\">(2.272) </div><div class=\"po0 fs38 cl2 l785 t3009\" id=\"a11966\">1.198 </div><div class=\"po0 fs38 cl2 l1825 t1521\" id=\"a11968\">- Correcci\u00f3n de valor por deterioro </div><div class=\"po0 fs38 cl2 l1829 t1521\" id=\"a11972\">- </div><div class=\"po0 fs38 cl2 l1823 t1521\" id=\"a11974\">- </div><div class=\"po0 fs38 cl2 l1749 t1521\" id=\"a11976\">(40) </div><div class=\"po0 fs38 cl2 l1830 t1521\" id=\"a11978\">- </div><div class=\"po0 fs38 cl2 l1373 t1521\" id=\"a11980\">(40) </div><div class=\"po0 fs42 cl2 l1818 t3010\" id=\"a11982\">Otros activos financieros a coste </div><div class=\"po0 fs42 cl2 l1818 t3011\" id=\"a11983\">amortizado </div><div class=\"po0 fs42 cl2 l1819 t3012\" id=\"a11985\">5.076 </div><div class=\"po0 fs42 cl2 l1820 t3012\" id=\"a11987\">(20) </div><div class=\"po0 fs42 cl2 l1824 t3012\" id=\"a11989\">748 </div><div class=\"po0 fs42 cl2 l1278 t3012\" id=\"a11991\">(954) </div><div class=\"po0 fs42 cl2 l785 t3012\" id=\"a11993\">4.850 </div><div class=\"po0 fs38 cl2 l1825 t3013\" id=\"a11995\">- Otros activos financieros a coste </div><div class=\"po0 fs38 cl2 l1825 t3014\" id=\"a11998\">amortizado </div><div class=\"po0 fs38 cl2 l1819 t3015\" id=\"a12000\">7.087 </div><div class=\"po0 fs38 cl2 l1831 t3015\" id=\"a12002\">(6) </div><div class=\"po0 fs38 cl2 l1824 t3015\" id=\"a12004\">748 </div><div class=\"po0 fs38 cl2 l1278 t3015\" id=\"a12006\">(954) </div><div class=\"po0 fs38 cl2 l785 t3015\" id=\"a12008\">6.875 </div><div class=\"po0 fs38 cl2 l1825 t3016\" id=\"a12010\">- Correcci\u00f3n de valor por deterioro </div><div class=\"po0 fs38 cl2 l1832 t3016\" id=\"a12014\">(2.011) </div><div class=\"po0 fs38 cl2 l1820 t3016\" id=\"a12016\">(14) </div><div class=\"po0 fs38 cl2 l425 t3016\" id=\"a12020\">(2.025) </div><div class=\"po0 fs39 cl2 l1818 t3017\" id=\"a12022\">Inversiones financieras a valor </div><div class=\"po0 fs39 cl2 l1818 t3018\" id=\"a12023\">razonable con cambios en resultado </div><div class=\"po0 fs39 cl2 l1819 t3019\" id=\"a12025\">3.977 </div><div class=\"po0 fs39 cl2 l1823 t3019\" id=\"a12027\">- </div><div class=\"po0 fs39 cl2 l1821 t3019\" id=\"a12029\">3.660 </div><div class=\"po0 fs39 cl2 l1822 t3019\" id=\"a12031\">(2.492) </div><div class=\"po0 fs39 cl2 l785 t3019\" id=\"a12033\">5.145 </div><div class=\"po0 fs42 cl2 l1818 t3020\" id=\"a12035\">Derivados </div><div class=\"po0 fs38 cl2 l1819 t3021\" id=\"a12037\">3.977 </div><div class=\"po0 fs42 cl2 l1823 t3020\" id=\"a12039\">- </div><div class=\"po0 fs42 cl2 l1821 t3020\" id=\"a12041\">3.660 </div><div class=\"po0 fs42 cl2 l1822 t3020\" id=\"a12043\">(2.492) </div><div class=\"po0 fs42 cl2 l785 t3020\" id=\"a12045\">5.145 </div><div class=\"po0 fs39 cl2 l1818 t3022\" id=\"a12047\">Total </div><div class=\"po0 fs39 cl2 l1833 t3022\" id=\"a12049\">12.363 </div><div class=\"po0 fs39 cl2 l1820 t3022\" id=\"a12051\">(20) </div><div class=\"po0 fs39 cl2 l1821 t3022\" id=\"a12053\">4.728 </div><div class=\"po0 fs39 cl2 l1822 t3022\" id=\"a12055\">(5.918) </div><div class=\"po0 fs39 cl2 l98 t3023\" id=\"a12057\">11.153</div></div></div><div class=\"po1 w198 h237 lh0\" id=\"TextBlockContainer2501\"><div class=\"po1 w198 z0\" id=\"TextContainer2501\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12074\">En el<div class=\"d0 w57\">\u00a0</div>ejercicio 2023, el<div class=\"d0 w395\">\u00a0</div>incremento en las </div><div class=\"po0 fs26 cl2 l1836 t814\" id=\"a12075\">\u201cInversiones financieras a valor<div class=\"d0 w223\">\u00a0</div>razonable con cambios<div class=\"d0 w20\">\u00a0</div>en </div><div class=\"po0 fs26 cl2 l340 t2972\" id=\"a12076\">resultado\u201d</div><div class=\"po0 fs14 cl2 l1837 t757\" id=\"a12077\"><div class=\"d0 w971\">\u00a0</div>se debi\u00f3 principalmente<div class=\"d0 w32\">\u00a0</div>al registro de<div class=\"d0 w55\">\u00a0</div>dos coberturas de tipo<div class=\"d0 w333\">\u00a0</div>de inter\u00e9s contratadas </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a12079\">por<div class=\"d0 w292\">\u00a0</div>PRISA,<div class=\"d0 w173\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>primera,<div class=\"d0 w3\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>enero<div class=\"d0 w287\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2023,<div class=\"d0 w98\">\u00a0</div>sobre<div class=\"d0 w166\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>nominal<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>150<div class=\"d0 w119\">\u00a0</div>millones<div class=\"d0 w404\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a12080\">limitaba el impacto de cualquier subida del Euribor<div class=\"d0 w561\">\u00a0</div>a tres meses (\u201ccap\u201d) por encima del 2,5% y </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a12083\">la<div class=\"d0 w419\">\u00a0</div>segunda,<div class=\"d0 w201\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>marzo<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2023,<div class=\"d0 w110\">\u00a0</div>sobre<div class=\"d0 w344\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>nominal<div class=\"d0 w34\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>100<div class=\"d0 w63\">\u00a0</div>millones<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>euros<div class=\"d0 w48\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>limitaba<div class=\"d0 w201\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a12084\">subidas del Euribor a tres meses<div class=\"d0 w20\">\u00a0</div>por encima del 3% y hasta<div class=\"d0 w50\">\u00a0</div>un m\u00e1ximo del 5%. Conforme a la </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a12086\">normativa contable<div class=\"d0 w23\">\u00a0</div>aplicable, y<div class=\"d0 w18\">\u00a0</div>de acuerdo<div class=\"d0 w27\">\u00a0</div>al an\u00e1lisis<div class=\"d0 w22\">\u00a0</div>realizado por la<div class=\"d0 w98\">\u00a0</div>Sociedad, se consider\u00f3 </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a12087\">que<div class=\"d0 w175\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>productos<div class=\"d0 w8\">\u00a0</div>contratados<div class=\"d0 w20\">\u00a0</div>no<div class=\"d0 w475\">\u00a0</div>cumpl\u00edan<div class=\"d0 w57\">\u00a0</div>con<div class=\"d0 w47\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>requisitos<div class=\"d0 w9\">\u00a0</div>para<div class=\"d0 w8\">\u00a0</div>ser<div class=\"d0 w543\">\u00a0</div>considerado<div class=\"d0 w19\">\u00a0</div>eficaces </div><div class=\"po0 fs14 cl2 l340 t3029\" id=\"a12088\">desde<div class=\"d0 w901\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>punto<div class=\"d0 w193\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>vista<div class=\"d0 w68\">\u00a0</div>contable,<div class=\"d0 w649\">\u00a0</div>por<div class=\"d0 w749\">\u00a0</div>lo<div class=\"d0 w191\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>variaci\u00f3n<div class=\"d0 w508\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>valor<div class=\"d0 w542\">\u00a0</div>razonable<div class=\"d0 w262\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t2411\" id=\"a12091\">mencionadas coberturas se imputa a la cuenta de resultados<div class=\"d0 w27\">\u00a0</div>consolidada en cada periodo. Por </div><div class=\"po0 fs14 cl2 l340 t2412\" id=\"a12092\">tanto, el importe registrado a 31<div class=\"d0 w418\">\u00a0</div>de diciembre de 2023 correspond\u00eda al valor razonable de<div class=\"d0 w20\">\u00a0</div>esos </div><div class=\"po0 fs14 cl2 l340 t2413\" id=\"a12093\">instrumentos en<div class=\"d0 w515\">\u00a0</div>dicha fecha,<div class=\"d0 w472\">\u00a0</div>o lo<div class=\"d0 w584\">\u00a0</div>que es lo<div class=\"d0 w51\">\u00a0</div>mismo, a<div class=\"d0 w299\">\u00a0</div>las cantidades<div class=\"d0 w386\">\u00a0</div>satisfechas en<div class=\"d0 w557\">\u00a0</div>la contrataci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t2414\" id=\"a12095\">de dichas coberturas, junto<div class=\"d0 w18\">\u00a0</div>con la contratada en el<div class=\"d0 w110\">\u00a0</div>ejercicio 2022, ajustadas por<div class=\"d0 w50\">\u00a0</div>las variaciones </div><div class=\"po0 fs14 cl2 l340 t2415\" id=\"a12096\">en el<div class=\"d0 w245\">\u00a0</div>valor razonable<div class=\"d0 w333\">\u00a0</div>de dichas<div class=\"d0 w8\">\u00a0</div>coberturas hasta el<div class=\"d0 w232\">\u00a0</div>31 de<div class=\"d0 w391\">\u00a0</div>diciembre de<div class=\"d0 w286\">\u00a0</div>2023, y<div class=\"d0 w420\">\u00a0</div>por tanto,<div class=\"d0 w8\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t2416\" id=\"a12098\">estaban pendientes de imputar<div class=\"d0 w299\">\u00a0</div>a la cuenta de resultados<div class=\"d0 w387\">\u00a0</div>consolidada durante la vigencia<div class=\"d0 w148\">\u00a0</div>de las </div><div class=\"po0 fs14 cl2 l340 t3030\" id=\"a12099\">mismas</div><div class=\"po0 fs26 cl2 l383 t3031\" id=\"a12100\">.</div><div class=\"po0 fs14 cl2 l1838 t3030\" id=\"a12101\"><div class=\"d0 w63\">\u00a0</div>A este<div class=\"d0 w224\">\u00a0</div>respecto, el<div class=\"d0 w165\">\u00a0</div>gasto<div class=\"d0 w20\">\u00a0</div>registrado en<div class=\"d0 w419\">\u00a0</div>el<div class=\"d0 w26\">\u00a0</div>ejercicio 2023<div class=\"d0 w486\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>este concepto<div class=\"d0 w233\">\u00a0</div>ascend\u00eda a </div></div></div><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2518\"><div class=\"po0 l342 t756 f0\" id=\"div_2512_XBRL_TS_cafec82b06be4744b775b99692dea940_1\"><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2516\"><div class=\"po0 l342 t756 f0\" id=\"div_2513_XBRL_TS_80dda146944d4034a1b106552d36408a_1\"><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2514\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2514\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12113\">2.492 miles de euros y se muestra en la columna de bajas y traspasos del cuadro anterior (</div><div class=\"po0 fs26 cl2 l1839 t814\" id=\"a12114\">v\u00e9ase </div><div class=\"po0 fs26 cl2 l340 t815\" id=\"a12115\">nota 15</div><div class=\"po0 fs14 cl2 l1840 t816\" id=\"a12116\">). </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a12119\">El valor contable de los activos financieros a coste amortizado<div class=\"d0 w38\">\u00a0</div>no difiere significativamente de </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a12122\">su valor razonable.</div></div></div></div></div></div></div><div class=\"po1 w198 h238 lh0\" id=\"TextBlockContainer2522\"><div class=\"w89 po0 h12 l1758 t3032 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t3032 bgc0\">\u00a0</div>\n<div class=\"w1034 po0 h12 l1755 t3032 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t3032 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t3032 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1758 t3033 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1764 t3033 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t3034 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t3034 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t3034 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t3034 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t3034 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t3034 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1758 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1759 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1761 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l194 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1762 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l1764 t3035 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t556 bgc0\">\u00a0</div>\n<div class=\"w1035 po0 h12 l530 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t556 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t556 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t556 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t556 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t556 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l528 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1758 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1759 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1761 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l194 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1762 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1764 t3036 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1758 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1759 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1761 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l194 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1762 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1764 t3037 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l528 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1758 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1759 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1761 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l194 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1762 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1764 t3038 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l528 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1758 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1759 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1761 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l194 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1762 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1764 t1716 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l528 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1758 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1759 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1761 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l194 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1762 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h228 l1764 t3039 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l528 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1758 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1759 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1761 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l194 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1762 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h227 l1764 t3040 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l528 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1758 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1759 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1761 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l194 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1762 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h234 l1764 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1758 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1759 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1761 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l194 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1762 t3042 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1764 t3042 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h41 l529 t3043 bgc3\">\u00a0</div>\n<div class=\"w1036 po0 h33 l1707 t3044 bgc3\">\u00a0</div>\n<div class=\"w806 po0 h41 l1755 t3043 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1765 t3044 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h41 l1174 t3043 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1766 t3044 bgc3\">\u00a0</div>\n<div class=\"w806 po0 h41 l731 t3043 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1767 t3044 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h41 l1756 t3043 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l1768 t3044 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h41 l1757 t3043 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l623 t3044 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t2969 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l529 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t2969 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t2969 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t2969 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t2969 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t2969 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t2969 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t475 bgc0\">\u00a0</div>\n<div class=\"w1033 po0 h12 l529 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1758 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1758 t475 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1755 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1759 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1759 t475 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1760 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1761 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1761 t475 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l731 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l194 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l194 t475 bgc0\">\u00a0</div>\n<div class=\"w812 po0 h12 l1756 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1762 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1762 t475 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1763 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1764 t3043 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t475 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1764 t475 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2522\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a12125\">Inversiones financieras y derivados corrientes </div><div class=\"po0 fs14 cl2 l540 t3045\" id=\"a12128\">El movimiento de este<div class=\"d0 w543\">\u00a0</div>ep\u00edgrafe del balance de situaci\u00f3n<div class=\"d0 w34\">\u00a0</div>consolidado durante el ejercicio 2024, </div><div class=\"po0 fs14 cl2 l540 t3046\" id=\"a12129\">atendiendo a la naturaleza de las operaciones es el siguiente: </div><div class=\"po0 fs38 cl2 l851 t3047\" id=\"a12134\">Miles de euros </div><div class=\"po0 fs38 cl2 l1769 t3048\" id=\"a12136\">Saldo al </div><div class=\"po0 fs38 cl2 l1770 t3049\" id=\"a12137\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1070 t3048\" id=\"a12139\">Ajustes por </div><div class=\"po0 fs38 cl2 l1744 t3049\" id=\"a12140\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l1726 t3048\" id=\"a12142\">Adiciones/ </div><div class=\"po0 fs38 cl2 l1016 t3049\" id=\"a12143\">dotaciones </div><div class=\"po0 fs38 cl2 l592 t3048\" id=\"a12145\">Bajas/ </div><div class=\"po0 fs38 cl2 l1771 t3049\" id=\"a12146\">Traspasos </div><div class=\"po0 fs38 cl2 l1750 t3048\" id=\"a12148\">Saldo al </div><div class=\"po0 fs38 cl2 l1772 t3049\" id=\"a12149\">31.12.2024 </div><div class=\"po0 fs39 cl2 l1734 t3050\" id=\"a12151\">Inversiones financieras a coste </div><div class=\"po0 fs39 cl2 l1734 t3051\" id=\"a12152\">amortizado </div><div class=\"po0 fs39 cl2 l1773 t3052\" id=\"a12154\">4.165 </div><div class=\"po0 fs39 cl2 l1775 t3052\" id=\"a12156\">(72) </div><div class=\"po0 fs39 cl2 l842 t3052\" id=\"a12158\">665 </div><div class=\"po0 fs39 cl2 l1782 t3052\" id=\"a12160\">(3.845) </div><div class=\"po0 fs39 cl2 l1841 t3052\" id=\"a12162\">913 </div><div class=\"po0 fs42 cl2 l1734 t3053\" id=\"a12164\">Cr\u00e9ditos </div><div class=\"po0 fs42 cl2 l1773 t3053\" id=\"a12166\">2.540 </div><div class=\"po0 fs42 cl2 l1775 t3053\" id=\"a12168\">(73) </div><div class=\"po0 fs42 cl2 l485 t3053\" id=\"a12170\">- </div><div class=\"po0 fs42 cl2 l1782 t3053\" id=\"a12172\">(2.429) </div><div class=\"po0 fs42 cl2 l1842 t3053\" id=\"a12174\">38 </div><div class=\"po0 fs38 cl2 l556 t3054\" id=\"a12176\">- Cr\u00e9ditos a corto plazo a terceros </div><div class=\"po0 fs38 cl2 l1773 t3054\" id=\"a12180\">2.540 </div><div class=\"po0 fs38 cl2 l1775 t3054\" id=\"a12182\">(73) </div><div class=\"po0 fs38 cl2 l485 t3054\" id=\"a12184\">- </div><div class=\"po0 fs38 cl2 l1782 t3054\" id=\"a12186\">(2.429) </div><div class=\"po0 fs38 cl2 l1842 t3054\" id=\"a12188\">38 </div><div class=\"po0 fs42 cl2 l1734 t3055\" id=\"a12190\">Otros activos financieros a coste </div><div class=\"po0 fs42 cl2 l1734 t3056\" id=\"a12191\">amortizado </div><div class=\"po0 fs42 cl2 l1773 t3057\" id=\"a12193\">1.625 </div><div class=\"po0 fs42 cl2 l1843 t3057\" id=\"a12195\">1 </div><div class=\"po0 fs42 cl2 l842 t3057\" id=\"a12197\">665 </div><div class=\"po0 fs42 cl2 l1782 t3057\" id=\"a12199\">(1.416) </div><div class=\"po0 fs42 cl2 l1841 t3057\" id=\"a12201\">875 </div><div class=\"po0 fs38 cl2 l556 t3058\" id=\"a12203\">- Inversiones en capital </div><div class=\"po0 fs38 cl2 l556 t612\" id=\"a12206\">minoritarias </div><div class=\"po0 fs38 cl2 l1844 t3059\" id=\"a12208\">39 </div><div class=\"po0 fs38 cl2 l1781 t3059\" id=\"a12210\">- </div><div class=\"po0 fs38 cl2 l576 t3059\" id=\"a12212\">20 </div><div class=\"po0 fs38 cl2 l1023 t3059\" id=\"a12214\">(32) </div><div class=\"po0 fs38 cl2 l1842 t3059\" id=\"a12216\">27 </div><div class=\"po0 fs38 cl2 l556 t3060\" id=\"a12218\">- Otros activos financieros a coste </div><div class=\"po0 fs38 cl2 l556 t3061\" id=\"a12221\">amortizado </div><div class=\"po0 fs38 cl2 l1773 t3062\" id=\"a12223\">1.586 </div><div class=\"po0 fs38 cl2 l1843 t3062\" id=\"a12225\">1 </div><div class=\"po0 fs38 cl2 l842 t3062\" id=\"a12227\">645 </div><div class=\"po0 fs38 cl2 l1782 t3062\" id=\"a12229\">(1.384) </div><div class=\"po0 fs38 cl2 l1841 t3062\" id=\"a12231\">848 </div><div class=\"po0 fs39 cl2 l1734 t3063\" id=\"a12233\">Inversiones financieras a valor </div><div class=\"po0 fs39 cl2 l1734 t3064\" id=\"a12234\">razonable con cambios en </div><div class=\"po0 fs39 cl2 l1734 t3065\" id=\"a12235\">resultados </div><div class=\"po0 fs39 cl2 l1845 t3064\" id=\"a12237\">- </div><div class=\"po0 fs39 cl2 l1781 t3064\" id=\"a12239\">- </div><div class=\"po0 fs39 cl2 l485 t3064\" id=\"a12241\">- </div><div class=\"po0 fs39 cl2 l836 t3064\" id=\"a12243\">908 </div><div class=\"po0 fs39 cl2 l1841 t3064\" id=\"a12245\">908 </div><div class=\"po0 fs42 cl2 l1734 t3066\" id=\"a12247\">Derivados </div><div class=\"po0 fs42 cl2 l1845 t3066\" id=\"a12249\">- </div><div class=\"po0 fs42 cl2 l1781 t3066\" id=\"a12251\">- </div><div class=\"po0 fs42 cl2 l485 t3066\" id=\"a12253\">- </div><div class=\"po0 fs42 cl2 l836 t3066\" id=\"a12255\">908 </div><div class=\"po0 fs42 cl2 l1841 t3066\" id=\"a12257\">908 </div><div class=\"po0 fs39 cl2 l1734 t3067\" id=\"a12259\">Total </div><div class=\"po0 fs39 cl2 l1773 t3067\" id=\"a12261\">4.165 </div><div class=\"po0 fs39 cl2 l1775 t3067\" id=\"a12263\">(72) </div><div class=\"po0 fs39 cl2 l842 t3067\" id=\"a12265\">665 </div><div class=\"po0 fs39 cl2 l1782 t3067\" id=\"a12267\">(2.937) </div><div class=\"po0 fs39 cl2 l837 t3067\" id=\"a12269\">1.821 </div><div class=\"po0 fs14 cl2 l540 t3068\" id=\"a12273\">En el ejercicio 2024, la disminuci\u00f3n de los </div><div class=\"po0 fs26 cl2 l1846 t3069\" id=\"a12275\">\u201cCr\u00e9ditos\u201d</div><div class=\"po0 fs14 cl2 l1847 t3070\" id=\"a12276\"><div class=\"d0 w613\">\u00a0</div>se debe al cobro de los mismos.</div></div></div><div class=\"po1 w1007 h246 lh0\" id=\"TextBlockContainer2542\"><div class=\"po0 l342 t756 f0\" id=\"div_2536_XBRL_TS_f9f1866a667f4785b217521b30e7d635\"><div class=\"po1 w1007 h244 lh0\" id=\"TextBlockContainer2537\"><div class=\"w89 po0 h12 l1084 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3130 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3130 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3130 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3130 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1084 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1872 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1874 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l802 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1875 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t3131 bgc0\">\u00a0</div>\n<div class=\"w1046 po0 h12 l530 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3131 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3131 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3131 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3131 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l528 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1084 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1872 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1874 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l802 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1875 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1084 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1872 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1874 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l802 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1875 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1084 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1872 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1874 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l802 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1875 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l528 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1084 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1872 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1874 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l802 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1875 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1084 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1872 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1874 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l802 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1875 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1084 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1872 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1874 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l802 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1875 t3137 bgc0\">\u00a0</div>\n<div class=\"w1047 po0 h243 l529 t3138 bgc3\">\u00a0</div>\n<div class=\"w1048 po0 h33 l531 t3139 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h243 l1876 t3138 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h74 l1876 t3140 bgc3\">\u00a0</div>\n<div class=\"w1049 po0 h243 l1873 t3138 bgc3\">\u00a0</div>\n<div class=\"w1050 po0 h33 l1877 t3139 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h243 l1878 t3138 bgc3\">\u00a0</div>\n<div class=\"w1051 po0 h33 l1879 t3139 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h243 l720 t3138 bgc3\">\u00a0</div>\n<div class=\"w1051 po0 h33 l1880 t3139 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3141 bgc0\">\u00a0</div>\n<div class=\"w1047 po0 h12 l529 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3141 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3141 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3141 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3141 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l528 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w1047 po0 h12 l529 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1084 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3142 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1872 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3142 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1874 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3142 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l802 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3142 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1875 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3142 bgc0\">\u00a0</div>\n<div class=\"po1 w1007 z0\" id=\"TextContainer2537\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a12537\">Los saldos de deudas con entidades de cr\u00e9dito a 31 de diciembre de<div class=\"d0 w341\">\u00a0</div>2024, en miles de euros, </div><div class=\"po0 fs14 cl2 l540 t757\" id=\"a12540\">as\u00ed como los l\u00edmites y vencimientos previstos son los siguientes: </div><div class=\"po0 fs38 cl2 l1094 t3143\" id=\"a12544\">Vencimiento </div><div class=\"po0 fs38 cl2 l924 t3144\" id=\"a12546\">L\u00edmite </div><div class=\"po0 fs38 cl2 l1881 t2839\" id=\"a12547\">concedido </div><div class=\"po0 fs38 cl2 l1539 t3145\" id=\"a12549\">Dispuesto con </div><div class=\"po0 fs38 cl2 l1882 t3143\" id=\"a12550\">vencimiento a </div><div class=\"po0 fs38 cl2 l1273 t3146\" id=\"a12551\">corto plazo </div><div class=\"po0 fs38 cl2 l926 t3145\" id=\"a12553\">Dispuesto con </div><div class=\"po0 fs38 cl2 l756 t3143\" id=\"a12554\">vencimiento a </div><div class=\"po0 fs38 cl2 l1883 t3146\" id=\"a12555\">largo plazo </div><div class=\"po0 fs38 cl2 l556 t3147\" id=\"a12557\">Pr\u00e9stamo sindicado Junior (*) </div><div class=\"po0 fs38 cl2 l1884 t3147\" id=\"a12559\">2027 </div><div class=\"po0 fs38 cl2 l1885 t3147\" id=\"a12561\">39.667 </div><div class=\"po0 fs38 cl2 l1886 t3147\" id=\"a12563\">- </div><div class=\"po0 fs38 cl2 l1887 t3147\" id=\"a12565\">39.667 </div><div class=\"po0 fs38 cl2 l556 t3148\" id=\"a12567\">Pr\u00e9stamo sindicado Senior </div><div class=\"po0 fs38 cl2 l1884 t3148\" id=\"a12569\">2026 </div><div class=\"po0 fs38 cl2 l1888 t3148\" id=\"a12571\">575.105 </div><div class=\"po0 fs38 cl2 l1886 t3148\" id=\"a12573\">- </div><div class=\"po0 fs38 cl2 l1889 t3148\" id=\"a12575\">575.105 </div><div class=\"po0 fs38 cl2 l556 t3149\" id=\"a12577\">Deuda Super Senior </div><div class=\"po0 fs38 cl2 l1884 t3149\" id=\"a12579\">2026 </div><div class=\"po0 fs38 cl2 l1888 t3149\" id=\"a12581\">240.000 </div><div class=\"po0 fs38 cl2 l1886 t3149\" id=\"a12583\">- </div><div class=\"po0 fs38 cl2 l1889 t3149\" id=\"a12585\">200.000 </div><div class=\"po0 fs38 cl2 l556 t3150\" id=\"a12587\">Pr\u00e9stamos, p\u00f3lizas de cr\u00e9dito, leasing<div class=\"d0 w828\">\u00a0</div>y otros </div><div class=\"po0 fs38 cl2 l919 t3150\" id=\"a12589\">2025-2027 </div><div class=\"po0 fs38 cl2 l1885 t3150\" id=\"a12593\">40.784 </div><div class=\"po0 fs38 cl2 l1890 t3150\" id=\"a12595\">12.436 </div><div class=\"po0 fs38 cl2 l1686 t3150\" id=\"a12597\">1.622 </div><div class=\"po0 fs38 cl2 l556 t3151\" id=\"a12599\">Intereses<div class=\"d0 w1052\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1884 t3151\" id=\"a12601\">2025 </div><div class=\"po0 fs38 cl2 l1891 t3151\" id=\"a12603\">- </div><div class=\"po0 fs38 cl2 l1890 t3151\" id=\"a12605\">14.134 </div><div class=\"po0 fs38 cl2 l1892 t3151\" id=\"a12607\">- </div><div class=\"po0 fs38 cl2 l556 t3152\" id=\"a12609\">Valor razonable/ Gastos de formalizaci\u00f3n </div><div class=\"po0 fs38 cl2 l1884 t3152\" id=\"a12611\">2027 </div><div class=\"po0 fs38 cl2 l1891 t3152\" id=\"a12613\">- </div><div class=\"po0 fs38 cl2 l1886 t3152\" id=\"a12615\">- </div><div class=\"po0 fs38 cl2 l1893 t3152\" id=\"a12617\">(15.231) </div><div class=\"po0 fs39 cl2 l556 t3153\" id=\"a12619\">Total </div><div class=\"po0 fs39 cl2 l1888 t3153\" id=\"a12622\">895.556 </div><div class=\"po0 fs39 cl2 l1890 t3153\" id=\"a12624\">26.570 </div><div class=\"po0 fs39 cl2 l1889 t3153\" id=\"a12626\">801.163 </div><div class=\"po0 fs32 cl2 l540 t3154\" id=\"a12629\">(*) El importe dispuesto<div class=\"d0 w559\">\u00a0</div>a largo plazo incluye<div class=\"d0 w713\">\u00a0</div>intereses capitalizados<div class=\"d0 w490\">\u00a0</div>por importe 13.907<div class=\"d0 w631\">\u00a0</div>miles de euros a 31 de </div><div class=\"po0 fs32 cl2 l341 t3155\" id=\"a12639\">diciembre de 2024.</div></div></div></div><div class=\"po1 w1007 z0\" id=\"TextContainer2542\"></div><div class=\"po0 l342 t3182 f0\" id=\"div_2539_XBRL_TS_a2af3c14f65446da930cb883ff923cf0\"><div class=\"po1 w1007 h94 lh0\" id=\"TextBlockContainer2540\"><div class=\"w89 po0 h12 l1040 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3156 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3156 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3156 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3156 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1040 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1894 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l436 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l625 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l499 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t3157 bgc0\">\u00a0</div>\n<div class=\"w1053 po0 h12 l530 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3157 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3157 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3157 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3157 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l528 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1040 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1894 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l436 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l625 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l499 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1040 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1894 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l436 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l625 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l499 t2009 bgc0\">\u00a0</div>\n<div class=\"w1054 po0 h243 l529 t3163 bgc3\">\u00a0</div>\n<div class=\"w1055 po0 h33 l531 t3164 bgc3\">\u00a0</div>\n<div class=\"w1056 po0 h243 l1041 t3163 bgc3\">\u00a0</div>\n<div class=\"w1056 po0 h194 l1041 t3165 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h243 l1897 t3163 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1799 t3164 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h243 l1896 t3163 bgc3\">\u00a0</div>\n<div class=\"w1028 po0 h33 l1898 t3164 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h243 l626 t3163 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h33 l634 t3164 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3166 bgc0\">\u00a0</div>\n<div class=\"w1054 po0 h12 l529 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3166 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3166 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3166 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3166 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l528 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w1054 po0 h12 l529 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1040 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3142 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1894 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3142 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l436 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3142 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l625 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3142 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l499 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3142 bgc0\">\u00a0</div>\n<div class=\"w996 po0 h12 l1361 t3155 bgc1\">\u00a0</div>\n<div class=\"po1 w1007 z0\" id=\"TextContainer2540\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a12642\">Los saldos de deudas con entidades de cr\u00e9dito a 31 de diciembre de<div class=\"d0 w341\">\u00a0</div>2023, en miles de euros, </div><div class=\"po0 fs14 cl2 l540 t1152\" id=\"a12645\">as\u00ed como los l\u00edmites y vencimientos previstos fueron los siguientes: </div><div class=\"po0 fs38 cl2 l659 t3167\" id=\"a12650\">Vencimiento </div><div class=\"po0 fs38 cl2 l952 t3168\" id=\"a12652\">L\u00edmite </div><div class=\"po0 fs38 cl2 l1899 t3169\" id=\"a12653\">concedido </div><div class=\"po0 fs38 cl2 l1900 t3170\" id=\"a12655\">Dispuesto con </div><div class=\"po0 fs38 cl2 l1901 t3167\" id=\"a12656\">vencimiento a </div><div class=\"po0 fs38 cl2 l1902 t3171\" id=\"a12657\">corto plazo </div><div class=\"po0 fs38 cl2 l985 t3170\" id=\"a12659\">Dispuesto con </div><div class=\"po0 fs38 cl2 l1903 t3167\" id=\"a12660\">vencimiento a </div><div class=\"po0 fs38 cl2 l1904 t3171\" id=\"a12661\">largo plazo </div><div class=\"po0 fs38 cl2 l556 t3172\" id=\"a12663\">Pr\u00e9stamo sindicado Junior (*) </div><div class=\"po0 fs38 cl2 l1905 t3172\" id=\"a12665\">2027 </div><div class=\"po0 fs38 cl2 l670 t3172\" id=\"a12667\">86.967 </div><div class=\"po0 fs38 cl2 l1748 t3172\" id=\"a12669\">- </div><div class=\"po0 fs38 cl2 l1906 t3172\" id=\"a12671\">86.967 </div><div class=\"po0 fs38 cl2 l556 t3173\" id=\"a12673\">Pr\u00e9stamo sindicado Senior </div><div class=\"po0 fs38 cl2 l1905 t3173\" id=\"a12675\">2026 </div><div class=\"po0 fs38 cl2 l1096 t3173\" id=\"a12677\">575.105 </div><div class=\"po0 fs38 cl2 l1748 t3173\" id=\"a12679\">- </div><div class=\"po0 fs38 cl2 l1907 t3173\" id=\"a12681\">575.105 </div><div class=\"po0 fs38 cl2 l556 t3174\" id=\"a12683\">Deuda Super Senior </div><div class=\"po0 fs38 cl2 l1905 t3174\" id=\"a12685\">2026 </div><div class=\"po0 fs38 cl2 l1096 t3174\" id=\"a12687\">240.000 </div><div class=\"po0 fs38 cl2 l1748 t3174\" id=\"a12689\">- </div><div class=\"po0 fs38 cl2 l1907 t3174\" id=\"a12691\">240.000 </div><div class=\"po0 fs38 cl2 l556 t3175\" id=\"a12693\">Pr\u00e9stamos, p\u00f3lizas de cr\u00e9dito, leasing<div class=\"d0 w828\">\u00a0</div>y otros </div><div class=\"po0 fs38 cl2 l1775 t3175\" id=\"a12695\">2024-2027 </div><div class=\"po0 fs38 cl2 l670 t3175\" id=\"a12699\">47.287 </div><div class=\"po0 fs38 cl2 l1347 t3175\" id=\"a12701\">21.072 </div><div class=\"po0 fs38 cl2 l1908 t3175\" id=\"a12703\">7.096 </div><div class=\"po0 fs38 cl2 l556 t3176\" id=\"a12705\">Intereses </div><div class=\"po0 fs38 cl2 l1905 t3176\" id=\"a12707\">2024 </div><div class=\"po0 fs38 cl2 l1537 t3176\" id=\"a12709\">- </div><div class=\"po0 fs38 cl2 l1347 t3176\" id=\"a12711\">16.506 </div><div class=\"po0 fs38 cl2 l1909 t3176\" id=\"a12713\">- </div><div class=\"po0 fs38 cl2 l556 t3177\" id=\"a12715\">Valor razonable/ Gastos de formalizaci\u00f3n </div><div class=\"po0 fs38 cl2 l1905 t3177\" id=\"a12717\">2027 </div><div class=\"po0 fs38 cl2 l1537 t3177\" id=\"a12719\">- </div><div class=\"po0 fs38 cl2 l1748 t3177\" id=\"a12721\">- </div><div class=\"po0 fs38 cl2 l1910 t3177\" id=\"a12723\">(23.817) </div><div class=\"po0 fs39 cl2 l556 t3178\" id=\"a12725\">Total </div><div class=\"po0 fs39 cl2 l1096 t3178\" id=\"a12728\">949.359 </div><div class=\"po0 fs39 cl2 l1347 t3178\" id=\"a12730\">37.578 </div><div class=\"po0 fs39 cl2 l1907 t3178\" id=\"a12732\">885.351 </div><div class=\"po0 fs37 cl4 l340 t3179\" id=\"a12734\">.</div><div class=\"po0 fs32 cl2 l1911 t3180\" id=\"a12735\"><div class=\"d0 w708\">\u00a0</div>(*) El importe dispuesto<div class=\"d0 w555\">\u00a0</div>a largo plazo incluye<div class=\"d0 w713\">\u00a0</div>intereses capitalizados<div class=\"d0 w830\">\u00a0</div>por importe 11.207 miles<div class=\"d0 w631\">\u00a0</div>de euros a 31 de </div><div class=\"po0 fs32 cl2 l341 t3181\" id=\"a12742\">diciembre de 2023.</div></div></div></div></div><div class=\"po1 w198 h247 lh0\" id=\"TextBlockContainer2553\"><div class=\"po0 l342 t756 f0\" id=\"div_2550_XBRL_TS_ef3927c7ca284275b8917b8688a54504\"><div class=\"po1 w198 h247 lh0\" id=\"TextBlockContainer2551\"><div class=\"w89 po0 h12 l1206 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t2205 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t2205 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1206 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1499 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1913 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1915 t2986 bgc0\">\u00a0</div>\n<div class=\"w1057 po0 h12 l1916 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t2986 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t2986 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3184 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3184 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3184 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1914 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1206 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1499 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1913 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t3189 bgc0\">\u00a0</div>\n<div class=\"w1059 po0 h245 l1915 t3190 bgc3\">\u00a0</div>\n<div class=\"w1060 po0 h33 l1917 t3191 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h245 l1918 t3190 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l1919 t3191 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h245 l1763 t3190 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l623 t3191 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3192 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3192 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3192 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1914 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3193 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1206 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3193 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1499 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3193 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1913 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3193 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2551\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12746\">A continuaci\u00f3n<div class=\"d0 w230\">\u00a0</div>se presenta<div class=\"d0 w518\">\u00a0</div>el movimiento<div class=\"d0 w366\">\u00a0</div>de la<div class=\"d0 w295\">\u00a0</div>deuda con<div class=\"d0 w290\">\u00a0</div>entidades de<div class=\"d0 w484\">\u00a0</div>cr\u00e9dito, en<div class=\"d0 w368\">\u00a0</div>miles de </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a12750\">euros, en los ejercicios 2024 y 2023: </div><div class=\"po0 fs38 cl2 l690 t3194\" id=\"a12758\">31.12.2024 </div><div class=\"po0 fs38 cl2 l1920 t3194\" id=\"a12760\">31.12.2023 </div><div class=\"po0 fs39 cl2 l1921 t3195\" id=\"a12762\">Deudas con entidades de cr\u00e9dito<div class=\"d0 w1061\">\u00a0</div>al inicio del per\u00edodo </div><div class=\"po0 fs39 cl2 l1922 t3195\" id=\"a12764\">922.929 </div><div class=\"po0 fs39 cl2 l1841 t3195\" id=\"a12766\">1.011.672 </div><div class=\"po0 fs38 cl2 l1921 t3196\" id=\"a12768\">Amortizaci\u00f3n/ Disposici\u00f3n de deuda<div class=\"d0 w970\">\u00a0</div>(*) </div><div class=\"po0 fs38 cl2 l1923 t3196\" id=\"a12770\">(101.607) </div><div class=\"po0 fs38 cl2 l1924 t3196\" id=\"a12772\">(111.401) </div><div class=\"po0 fs38 cl2 l1921 t3197\" id=\"a12774\">Valor razonable/actual<div class=\"d0 w1062\">\u00a0</div>en instrumentos financieros </div><div class=\"po0 fs38 cl2 l1248 t3197\" id=\"a12776\">8.586<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1925 t3197\" id=\"a12778\">11.982<div class=\"d0 w880\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3198\" id=\"a12780\">Variaci\u00f3n de intereses devengados<div class=\"d0 w1063\">\u00a0</div>no pagados </div><div class=\"po0 fs38 cl2 l1926 t3198\" id=\"a12782\">(3.241) </div><div class=\"po0 fs38 cl2 l1000 t3198\" id=\"a12784\">4.564<div class=\"d0 w1064\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3199\" id=\"a12786\">Coste fijo capitalizable<div class=\"d0 w1065\">\u00a0</div>(PIK) </div><div class=\"po0 fs38 cl2 l652 t3199\" id=\"a12788\">2.700 </div><div class=\"po0 fs38 cl2 l572 t3199\" id=\"a12790\">4.954 </div><div class=\"po0 fs38 cl2 l1921 t3200\" id=\"a12792\">Efecto del tipo de cambio en la deuda </div><div class=\"po0 fs38 cl2 l1926 t3200\" id=\"a12794\">(1.837) </div><div class=\"po0 fs38 cl2 ls9 l1927 t3200\" id=\"a12796\">909<div class=\"d0 w251\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3201\" id=\"a12798\">Otros </div><div class=\"po0 fs38 cl2 ls9 l1928 t3201\" id=\"a12800\">203<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs38 cl2 ls9 l1927 t3201\" id=\"a12802\">249<div class=\"d0 w251\">\u00a0</div></div><div class=\"po0 fs39 cl2 l1921 t3202\" id=\"a12804\">Deuda con entidades de cr\u00e9dito al<div class=\"d0 w1066\">\u00a0</div>final del per\u00edodo </div><div class=\"po0 fs39 cl2 l1922 t3202\" id=\"a12806\">827.733 </div><div class=\"po0 fs39 cl2 l1929 t3202\" id=\"a12808\">922.929 </div><div class=\"po0 fs43 cl2 l1445 t2393\" id=\"a12811\">(*) Movimiento que genera flujo<div class=\"d0 w1067\">\u00a0</div>de efectivo.</div></div></div></div></div><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer2611\"><div class=\"po1 w198 z0\" id=\"TextContainer2611\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13215\">La Sociedad realiz\u00f3<div class=\"d0 w20\">\u00a0</div>un an\u00e1lisis de<div class=\"d0 w48\">\u00a0</div>las condiciones acordadas en<div class=\"d0 w9\">\u00a0</div>el marco de<div class=\"d0 w32\">\u00a0</div>la Refinanciaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13221\">concluy\u00e9ndose<div class=\"d0 w273\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>mismas<div class=\"d0 w4\">\u00a0</div>constitu\u00edan<div class=\"d0 w339\">\u00a0</div>una<div class=\"d0 w339\">\u00a0</div>modificaci\u00f3n<div class=\"d0 w468\">\u00a0</div>sustancial<div class=\"d0 w900\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>condiciones </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13225\">anteriores desde un punto<div class=\"d0 w299\">\u00a0</div>de vista cualitativo.<div class=\"d0 w515\">\u00a0</div>Esto supuso la cancelaci\u00f3n<div class=\"d0 w126\">\u00a0</div>del pasivo financiero </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a13237\">original y<div class=\"d0 w620\">\u00a0</div>se reconoci\u00f3<div class=\"d0 w532\">\u00a0</div>un nuevo<div class=\"d0 w326\">\u00a0</div>pasivo derivado<div class=\"d0 w387\">\u00a0</div>de la<div class=\"d0 w387\">\u00a0</div>Refinanciaci\u00f3n. El<div class=\"d0 w330\">\u00a0</div>reconocimiento inicial </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a13241\">del pasivo<div class=\"d0 w326\">\u00a0</div>financiero se<div class=\"d0 w560\">\u00a0</div>realiz\u00f3<div class=\"d0 w15\">\u00a0</div>a valor<div class=\"d0 w148\">\u00a0</div>razonable, lo<div class=\"d0 w713\">\u00a0</div>que supuso<div class=\"d0 w329\">\u00a0</div>el reconocimiento<div class=\"d0 w559\">\u00a0</div>de un<div class=\"d0 w148\">\u00a0</div>ingreso </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a13252\">financiero<div class=\"d0 w334\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>2022<div class=\"d0 w476\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>importe<div class=\"d0 w227\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>38.285<div class=\"d0 w98\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 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\"/>\n<div class=\"w134 po0 h53 l350 t1474 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2629\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13265\">instrumentos financieros\u201d</div><div class=\"po0 fs14 cl2 l1959 t756\" id=\"a13266\"><div class=\"d0 w613\">\u00a0</div>de la cuenta de resultados consolidada,<div class=\"d0 w1102\">\u00a0</div>por la diferencia entre el valor </div><div class=\"po0 fs14 cl2 l340 t3286\" id=\"a13271\">nominal de<div class=\"d0 w19\">\u00a0</div>la deuda refinanciada<div class=\"d0 w231\">\u00a0</div>que ostentaba el<div class=\"d0 w22\">\u00a0</div>Grupo y<div class=\"d0 w32\">\u00a0</div>su valor razonable<div class=\"d0 w8\">\u00a0</div>en la<div class=\"d0 w19\">\u00a0</div>fecha de </div><div class=\"po0 fs14 cl2 l340 t859\" id=\"a13274\">registro inicial. A partir<div class=\"d0 w49\">\u00a0</div>de ese momento, tal diferencia de<div class=\"d0 w32\">\u00a0</div>valor ha sido<div class=\"d0 w47\">\u00a0</div>imputada como gasto </div><div class=\"po0 fs14 cl2 l340 t860\" id=\"a13284\">en<div class=\"d0 w281\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>cuenta<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>resultados<div class=\"d0 w368\">\u00a0</div>consolidada<div class=\"d0 w361\">\u00a0</div>utilizando<div class=\"d0 w361\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>m\u00e9todo<div class=\"d0 w230\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>inter\u00e9s<div class=\"d0 w296\">\u00a0</div>efectivo<div class=\"d0 w233\">\u00a0</div>durante<div class=\"d0 w229\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l341 t1311\" id=\"a13287\">vigencia de la Refinanciaci\u00f3n.</div></div></div></div></div><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2707\"><div class=\"po0 l342 t756 f0\" id=\"div_2704_XBRL_TS_08df6eab26db4fee904e890ed37fbf57\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2705\"><div class=\"po1 w198 z0\" id=\"TextContainer2705\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a13871\">Instrumentos financieros derivados </div><div class=\"po0 fs14 cl2 l340 t2948\" id=\"a13874\">El<div class=\"d0 w218\">\u00a0</div>Grupo<div class=\"d0 w182\">\u00a0</div>PRISA<div class=\"d0 w546\">\u00a0</div>contrata<div class=\"d0 w529\">\u00a0</div>instrumentos<div class=\"d0 w154\">\u00a0</div>financieros<div class=\"d0 w622\">\u00a0</div>derivados<div class=\"d0 w641\">\u00a0</div>con<div class=\"d0 w676\">\u00a0</div>entidades<div class=\"d0 w546\">\u00a0</div>financieras </div><div class=\"po0 fs14 cl2 l340 t2949\" id=\"a13875\">nacionales e internacionales de elevado </div><div class=\"po0 fs26 cl2 l2009 t1153\" id=\"a13876\">rating </div><div class=\"po0 fs14 cl2 l2010 t2949\" id=\"a13877\">crediticio. </div><div class=\"po0 fs14 cl2 l340 t3397\" id=\"a13880\">Los derivados que el Grupo PRISA posee se clasifican en el nivel 2. </div></div></div></div></div><div class=\"po1 w198 h266 lh0\" id=\"TextBlockContainer2721\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2721\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13892\">Derivados de tipos de inter\u00e9s </div><div class=\"po0 fs14 cl2 l340 t3399\" id=\"a13895\">El<div class=\"d0 w110\">\u00a0</div>Grupo mantiene<div class=\"d0 w382\">\u00a0</div>formalizados seguros<div class=\"d0 w281\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>tipos<div class=\"d0 w49\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>inter\u00e9s sobre<div class=\"d0 w615\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>deuda<div class=\"d0 w24\">\u00a0</div>financiera de<div class=\"d0 w476\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3400\" id=\"a13896\">Sociedad, conforme a lo descrito en el apartado a) anterior. </div><div class=\"po0 fs26 cl2 l340 t3401\" id=\"a13898\"><div class=\"d0 w1141\">\u00a0</div></div><div class=\"po0 fs26 cl2 l340 t1334\" id=\"a13900\">Derivados de tipo de cambio- </div><div class=\"po0 fs14 cl2 l340 t1294\" id=\"a13904\">Durante el<div class=\"d0 w246\">\u00a0</div>ejercicio 2024 el<div class=\"d0 w60\">\u00a0</div>Grupo ha formalizado<div class=\"d0 w236\">\u00a0</div>seguros de<div class=\"d0 w50\">\u00a0</div>cambio con objeto<div class=\"d0 w236\">\u00a0</div>de mitigar el </div><div class=\"po0 fs14 cl2 l341 t3402\" id=\"a13908\">riesgo ante variaciones del tipo de cambio.</div></div></div><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer2729\"><div class=\"po0 l342 t756 f0\" id=\"div_2726_XBRL_TS_2154cb3d943f4c309043cda20fd9d6db\"><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer2727\"><div class=\"po1 w198 z0\" id=\"TextContainer2727\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13911\">Para<div class=\"d0 w227\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>determinaci\u00f3n<div class=\"d0 w229\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>valor<div class=\"d0 w390\">\u00a0</div>razonable<div class=\"d0 w366\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>seguros<div class=\"d0 w391\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cambio<div class=\"d0 w228\">\u00a0</div>contratados,<div class=\"d0 w248\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13912\">PRISA utiliza metodolog\u00edas<div class=\"d0 w9\">\u00a0</div>de valoraci\u00f3n en<div class=\"d0 w18\">\u00a0</div>las que las<div class=\"d0 w264\">\u00a0</div>variables significativas est\u00e1n basadas </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13913\">en datos proporcionados<div class=\"d0 w726\">\u00a0</div>por un experto independiente.</div></div></div></div></div><div class=\"po1 w1149 h268 lh0\" id=\"TextBlockContainer2733\"><div class=\"w89 po0 h12 l1361 t3403 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3403 bgc0\">\u00a0</div>\n<div class=\"w1142 po0 h12 l1124 t3403 bgc0\">\u00a0</div>\n<div 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t3409 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2021 t3409 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3409 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1361 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2011 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2012 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2014 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2016 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2018 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2020 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2022 t3405 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h143 l806 t3410 bgc1\">\u00a0</div>\n<div class=\"w792 po0 h37 l806 t3411 bgc1\">\u00a0</div>\n<div class=\"w999 po0 h143 l2030 t3410 bgc1\">\u00a0</div>\n<div class=\"w999 po0 h37 l2030 t3411 bgc1\">\u00a0</div>\n<div class=\"w814 po0 h143 l2019 t3410 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h37 l2027 t3411 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h143 l2028 t3410 bgc3\">\u00a0</div>\n<div class=\"w1003 po0 h37 l2029 t3411 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1124 t3412 bgc0\">\u00a0</div>\n<div class=\"w1147 po0 h12 l2031 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2011 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t3412 bgc0\">\u00a0</div>\n<div class=\"w1148 po0 h12 l1036 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2012 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2013 t3412 bgc0\">\u00a0</div>\n<div class=\"w934 po0 h12 l2032 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2014 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2015 t3412 bgc0\">\u00a0</div>\n<div class=\"w787 po0 h12 l2033 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2016 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2017 t3412 bgc0\">\u00a0</div>\n<div class=\"w815 po0 h12 l2034 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3412 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l2019 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2020 t3412 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2021 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2018 t3410 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3413 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l2019 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2020 t3410 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2020 t3413 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2021 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2022 t3410 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3413 bgc0\">\u00a0</div>\n<div class=\"po1 w1149 z0\" id=\"TextContainer2733\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a13919\">El detalle de los seguros de cambio a 31 de diciembre de 2024 es el<div class=\"d0 w268\">\u00a0</div>siguiente: </div><div class=\"po0 fs32 cl2 l1371 t3414\" id=\"a13922\">Sociedad </div><div class=\"po0 fs32 cl2 l2035 t3414\" id=\"a13924\">Instrumento </div><div class=\"po0 fs32 cl2 l2036 t3414\" id=\"a13926\">Vencimiento </div><div class=\"po0 fs32 cl2 l2037 t3415\" id=\"a13928\">Moneda </div><div class=\"po0 fs32 cl2 l670 t3416\" id=\"a13929\">local </div><div class=\"po0 fs32 cl2 l2038 t3415\" id=\"a13931\">Moneda </div><div class=\"po0 fs32 cl2 l1774 t3416\" id=\"a13932\">cobertura </div><div class=\"po0 fs32 cl2 l427 t3417\" id=\"a13934\">Nominal </div><div class=\"po0 fs32 cl2 l989 t3414\" id=\"a13935\">(miles de </div><div class=\"po0 fs32 cl2 l2039 t3418\" id=\"a13936\">euros) </div><div class=\"po0 fs32 cl2 l2040 t3419\" id=\"a13938\">Valor </div><div class=\"po0 fs32 cl2 l1828 t3415\" id=\"a13939\">Razonable </div><div class=\"po0 fs32 cl2 l2041 t3416\" id=\"a13940\">(miles de </div><div class=\"po0 fs32 cl2 l2042 t3420\" id=\"a13941\">euros) </div><div class=\"po0 fs32 cl2 l1371 t3421\" id=\"a13943\">Editora Moderna, LTDA. </div><div class=\"po0 fs32 cl2 l1371 t3422\" id=\"a13944\">(Brasil) </div><div class=\"po0 fs32 cl2 l1778 t3423\" id=\"a13946\">NDF </div><div class=\"po0 fs32 cl2 l2043 t3421\" id=\"a13948\">Abr 25 - May </div><div class=\"po0 fs32 cl2 l1060 t3422\" id=\"a13952\">25 </div><div class=\"po0 fs32 cl2 l2044 t3423\" id=\"a13954\">BRL </div><div class=\"po0 fs32 cl2 l2045 t3423\" id=\"a13956\">USD </div><div class=\"po0 fs32 cl2 l1000 t3423\" id=\"a13958\">752 </div><div class=\"po0 fs32 cl2 l2046 t3423\" id=\"a13960\">84 </div><div class=\"po0 fs40 cl2 l2047 t3424\" id=\"a13962\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1000 t3425\" id=\"a13968\">752 </div><div class=\"po0 fs15 cl2 l2048 t3425\" id=\"a13970\">84 </div><div class=\"po0 fs14 cl4 l540 t3426\" id=\"a13973\">..</div></div></div><div class=\"po1 w198 h269 lh0\" id=\"TextBlockContainer2736\"><div class=\"w89 po0 h12 l2049 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t2293 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t2293 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2049 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2051 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2052 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3413 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t3413 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2049 t3427 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2051 t3427 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2052 t3427 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3428 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t3428 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t3428 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t3428 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3428 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2049 t3429 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3430 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2051 t3429 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t3430 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2052 t3429 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3430 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2736\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13975\">An\u00e1lisis de sensibilidad al tipo de cambio </div><div class=\"po0 fs14 cl2 l340 t3325\" id=\"a13978\">Las variaciones de valor razonable de<div class=\"d0 w23\">\u00a0</div>los seguros de tipo de cambio contratados<div class=\"d0 w20\">\u00a0</div>por el Grupo </div><div class=\"po0 fs14 cl2 l340 t3326\" id=\"a13979\">PRISA dependen de la variaci\u00f3n entre el tipo de cambio del d\u00f3lar vs.<div class=\"d0 w479\">\u00a0</div>el real brasile\u00f1o.</div><div class=\"po0 fs14 cl2 l340 t3328\" id=\"a13983\">Se<div class=\"d0 w404\">\u00a0</div>muestra<div class=\"d0 w474\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>continuaci\u00f3n<div class=\"d0 w539\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>detalle<div class=\"d0 w284\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>an\u00e1lisis<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>sensibilidad,<div class=\"d0 w98\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros,<div class=\"d0 w474\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t1352\" id=\"a13984\">derivados de tipo de cambio: </div><div class=\"po0 fs15 cl2 l2053 t3431\" id=\"a13987\">Sensibilidad (antes de<div class=\"d0 w555\">\u00a0</div>impuestos) </div><div class=\"po0 fs15 cl2 l2054 t3431\" id=\"a13989\">31.12.2024 </div><div class=\"po0 fs32 cl2 l2053 t3432\" id=\"a13991\">+10% (incremento en el<div class=\"d0 w626\">\u00a0</div>tipo de cambio del d\u00f3lar) </div><div class=\"po0 fs32 cl2 l2055 t3432\" id=\"a13994\">8<div class=\"d0 w1151\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2053 t3433\" id=\"a13996\">-10% (disminuci\u00f3n en el<div class=\"d0 w757\">\u00a0</div>tipo de cambio del d\u00f3lar) </div><div class=\"po0 fs32 cl2 l2056 t3433\" id=\"a13999\">(9) </div><div class=\"po0 fs14 cl2 l340 t3434\" id=\"a14003\">El an\u00e1lisis de sensibilidad muestra que los derivados de tipo de cambio registran descensos de </div><div class=\"po0 fs14 cl2 l340 t3435\" id=\"a14004\">su<div class=\"d0 w256\">\u00a0</div>valor<div class=\"d0 w542\">\u00a0</div>razonable,<div class=\"d0 w565\">\u00a0</div>ante<div class=\"d0 w211\">\u00a0</div>movimientos<div class=\"d0 w191\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>tipo<div class=\"d0 w564\">\u00a0</div>de<div class=\"d0 w542\">\u00a0</div>cambio<div class=\"d0 w187\">\u00a0</div>al<div class=\"d0 w189\">\u00a0</div>alza,<div class=\"d0 w541\">\u00a0</div>mientras<div class=\"d0 w602\">\u00a0</div>que,<div class=\"d0 w511\">\u00a0</div>ante </div><div class=\"po0 fs14 cl2 l341 t564\" id=\"a14006\">movimientos de tipos a la baja, el valor razonable de dichos derivados<div class=\"d0 w423\">\u00a0</div>se ver\u00eda aumentado.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFairValueMeasurementExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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  },
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po0 h12 l1874 t3130 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3130 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3130 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1084 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1872 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1874 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l802 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1875 t2206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t3131 bgc0\">\u00a0</div>\n<div class=\"w1046 po0 h12 l530 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3131 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3131 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3131 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3131 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3131 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l528 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1084 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1872 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1874 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l802 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1875 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1084 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1872 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1874 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l802 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1875 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1084 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1872 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1874 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l802 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1875 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l528 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1084 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1872 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1874 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l802 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1875 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1084 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1872 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1874 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l802 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1875 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1084 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1872 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1874 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l802 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1875 t3137 bgc0\">\u00a0</div>\n<div class=\"w1047 po0 h243 l529 t3138 bgc3\">\u00a0</div>\n<div class=\"w1048 po0 h33 l531 t3139 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h243 l1876 t3138 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h74 l1876 t3140 bgc3\">\u00a0</div>\n<div class=\"w1049 po0 h243 l1873 t3138 bgc3\">\u00a0</div>\n<div class=\"w1050 po0 h33 l1877 t3139 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h243 l1878 t3138 bgc3\">\u00a0</div>\n<div class=\"w1051 po0 h33 l1879 t3139 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h243 l720 t3138 bgc3\">\u00a0</div>\n<div class=\"w1051 po0 h33 l1880 t3139 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3141 bgc0\">\u00a0</div>\n<div class=\"w1047 po0 h12 l529 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3141 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3141 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3141 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3141 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l528 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w1047 po0 h12 l529 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1084 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3142 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1872 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3142 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1874 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3142 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l802 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3142 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1875 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3142 bgc0\">\u00a0</div>\n<div class=\"po1 w1007 z0\" id=\"TextContainer2537\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a12537\">Los saldos de deudas con entidades de cr\u00e9dito a 31 de diciembre de<div class=\"d0 w341\">\u00a0</div>2024, en miles de euros, </div><div class=\"po0 fs14 cl2 l540 t757\" id=\"a12540\">as\u00ed como los l\u00edmites y vencimientos previstos son los siguientes: </div><div class=\"po0 fs38 cl2 l1094 t3143\" id=\"a12544\">Vencimiento </div><div class=\"po0 fs38 cl2 l924 t3144\" id=\"a12546\">L\u00edmite </div><div class=\"po0 fs38 cl2 l1881 t2839\" id=\"a12547\">concedido </div><div class=\"po0 fs38 cl2 l1539 t3145\" id=\"a12549\">Dispuesto con </div><div class=\"po0 fs38 cl2 l1882 t3143\" id=\"a12550\">vencimiento a </div><div class=\"po0 fs38 cl2 l1273 t3146\" id=\"a12551\">corto plazo </div><div class=\"po0 fs38 cl2 l926 t3145\" id=\"a12553\">Dispuesto con </div><div class=\"po0 fs38 cl2 l756 t3143\" id=\"a12554\">vencimiento a </div><div class=\"po0 fs38 cl2 l1883 t3146\" id=\"a12555\">largo plazo </div><div class=\"po0 fs38 cl2 l556 t3147\" id=\"a12557\">Pr\u00e9stamo sindicado Junior (*) </div><div class=\"po0 fs38 cl2 l1884 t3147\" id=\"a12559\">2027 </div><div class=\"po0 fs38 cl2 l1885 t3147\" id=\"a12561\">39.667 </div><div class=\"po0 fs38 cl2 l1886 t3147\" id=\"a12563\">- </div><div class=\"po0 fs38 cl2 l1887 t3147\" id=\"a12565\">39.667 </div><div class=\"po0 fs38 cl2 l556 t3148\" id=\"a12567\">Pr\u00e9stamo sindicado Senior </div><div class=\"po0 fs38 cl2 l1884 t3148\" id=\"a12569\">2026 </div><div class=\"po0 fs38 cl2 l1888 t3148\" id=\"a12571\">575.105 </div><div class=\"po0 fs38 cl2 l1886 t3148\" id=\"a12573\">- </div><div class=\"po0 fs38 cl2 l1889 t3148\" id=\"a12575\">575.105 </div><div class=\"po0 fs38 cl2 l556 t3149\" id=\"a12577\">Deuda Super Senior </div><div class=\"po0 fs38 cl2 l1884 t3149\" id=\"a12579\">2026 </div><div class=\"po0 fs38 cl2 l1888 t3149\" id=\"a12581\">240.000 </div><div class=\"po0 fs38 cl2 l1886 t3149\" id=\"a12583\">- </div><div class=\"po0 fs38 cl2 l1889 t3149\" id=\"a12585\">200.000 </div><div class=\"po0 fs38 cl2 l556 t3150\" id=\"a12587\">Pr\u00e9stamos, p\u00f3lizas de cr\u00e9dito, leasing<div class=\"d0 w828\">\u00a0</div>y otros </div><div class=\"po0 fs38 cl2 l919 t3150\" id=\"a12589\">2025-2027 </div><div class=\"po0 fs38 cl2 l1885 t3150\" id=\"a12593\">40.784 </div><div class=\"po0 fs38 cl2 l1890 t3150\" id=\"a12595\">12.436 </div><div class=\"po0 fs38 cl2 l1686 t3150\" id=\"a12597\">1.622 </div><div class=\"po0 fs38 cl2 l556 t3151\" id=\"a12599\">Intereses<div class=\"d0 w1052\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1884 t3151\" id=\"a12601\">2025 </div><div class=\"po0 fs38 cl2 l1891 t3151\" id=\"a12603\">- </div><div class=\"po0 fs38 cl2 l1890 t3151\" id=\"a12605\">14.134 </div><div class=\"po0 fs38 cl2 l1892 t3151\" id=\"a12607\">- </div><div class=\"po0 fs38 cl2 l556 t3152\" id=\"a12609\">Valor razonable/ Gastos de formalizaci\u00f3n </div><div class=\"po0 fs38 cl2 l1884 t3152\" id=\"a12611\">2027 </div><div class=\"po0 fs38 cl2 l1891 t3152\" id=\"a12613\">- </div><div class=\"po0 fs38 cl2 l1886 t3152\" id=\"a12615\">- </div><div class=\"po0 fs38 cl2 l1893 t3152\" id=\"a12617\">(15.231) </div><div class=\"po0 fs39 cl2 l556 t3153\" id=\"a12619\">Total </div><div class=\"po0 fs39 cl2 l1888 t3153\" id=\"a12622\">895.556 </div><div class=\"po0 fs39 cl2 l1890 t3153\" id=\"a12624\">26.570 </div><div class=\"po0 fs39 cl2 l1889 t3153\" id=\"a12626\">801.163 </div><div class=\"po0 fs32 cl2 l540 t3154\" id=\"a12629\">(*) El importe dispuesto<div class=\"d0 w559\">\u00a0</div>a largo plazo incluye<div class=\"d0 w713\">\u00a0</div>intereses capitalizados<div class=\"d0 w490\">\u00a0</div>por importe 13.907<div class=\"d0 w631\">\u00a0</div>miles de euros a 31 de </div><div class=\"po0 fs32 cl2 l341 t3155\" id=\"a12639\">diciembre de 2024.</div></div></div></div><div class=\"po1 w1007 z0\" id=\"TextContainer2542\"></div><div class=\"po0 l342 t3182 f0\" id=\"div_2539_XBRL_TS_a2af3c14f65446da930cb883ff923cf0\"><div class=\"po1 w1007 h94 lh0\" id=\"TextBlockContainer2540\"><div class=\"w89 po0 h12 l1040 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3156 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3156 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3156 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3156 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1040 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1894 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l436 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l625 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l499 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t3157 bgc0\">\u00a0</div>\n<div class=\"w1053 po0 h12 l530 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3157 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3157 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3157 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3157 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l528 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1040 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1894 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l436 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l625 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l499 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1040 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1894 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l436 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l625 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l499 t2009 bgc0\">\u00a0</div>\n<div class=\"w1054 po0 h243 l529 t3163 bgc3\">\u00a0</div>\n<div class=\"w1055 po0 h33 l531 t3164 bgc3\">\u00a0</div>\n<div class=\"w1056 po0 h243 l1041 t3163 bgc3\">\u00a0</div>\n<div class=\"w1056 po0 h194 l1041 t3165 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h243 l1897 t3163 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1799 t3164 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h243 l1896 t3163 bgc3\">\u00a0</div>\n<div class=\"w1028 po0 h33 l1898 t3164 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h243 l626 t3163 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h33 l634 t3164 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3166 bgc0\">\u00a0</div>\n<div class=\"w1054 po0 h12 l529 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3166 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3166 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3166 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3166 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l528 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w1054 po0 h12 l529 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1040 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3142 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1894 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3142 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l436 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3142 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l625 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3142 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l499 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3142 bgc0\">\u00a0</div>\n<div class=\"w996 po0 h12 l1361 t3155 bgc1\">\u00a0</div>\n<div class=\"po1 w1007 z0\" id=\"TextContainer2540\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a12642\">Los saldos de deudas con entidades de cr\u00e9dito a 31 de diciembre de<div class=\"d0 w341\">\u00a0</div>2023, en miles de euros, </div><div class=\"po0 fs14 cl2 l540 t1152\" id=\"a12645\">as\u00ed como los l\u00edmites y vencimientos previstos fueron los siguientes: </div><div class=\"po0 fs38 cl2 l659 t3167\" id=\"a12650\">Vencimiento </div><div class=\"po0 fs38 cl2 l952 t3168\" id=\"a12652\">L\u00edmite </div><div class=\"po0 fs38 cl2 l1899 t3169\" id=\"a12653\">concedido </div><div class=\"po0 fs38 cl2 l1900 t3170\" id=\"a12655\">Dispuesto con </div><div class=\"po0 fs38 cl2 l1901 t3167\" id=\"a12656\">vencimiento a </div><div class=\"po0 fs38 cl2 l1902 t3171\" id=\"a12657\">corto plazo </div><div class=\"po0 fs38 cl2 l985 t3170\" id=\"a12659\">Dispuesto con </div><div class=\"po0 fs38 cl2 l1903 t3167\" id=\"a12660\">vencimiento a </div><div class=\"po0 fs38 cl2 l1904 t3171\" id=\"a12661\">largo plazo </div><div class=\"po0 fs38 cl2 l556 t3172\" id=\"a12663\">Pr\u00e9stamo sindicado Junior (*) </div><div class=\"po0 fs38 cl2 l1905 t3172\" id=\"a12665\">2027 </div><div class=\"po0 fs38 cl2 l670 t3172\" id=\"a12667\">86.967 </div><div class=\"po0 fs38 cl2 l1748 t3172\" id=\"a12669\">- </div><div class=\"po0 fs38 cl2 l1906 t3172\" id=\"a12671\">86.967 </div><div class=\"po0 fs38 cl2 l556 t3173\" id=\"a12673\">Pr\u00e9stamo sindicado Senior </div><div class=\"po0 fs38 cl2 l1905 t3173\" id=\"a12675\">2026 </div><div class=\"po0 fs38 cl2 l1096 t3173\" id=\"a12677\">575.105 </div><div class=\"po0 fs38 cl2 l1748 t3173\" id=\"a12679\">- </div><div class=\"po0 fs38 cl2 l1907 t3173\" id=\"a12681\">575.105 </div><div class=\"po0 fs38 cl2 l556 t3174\" id=\"a12683\">Deuda Super Senior </div><div class=\"po0 fs38 cl2 l1905 t3174\" id=\"a12685\">2026 </div><div class=\"po0 fs38 cl2 l1096 t3174\" id=\"a12687\">240.000 </div><div class=\"po0 fs38 cl2 l1748 t3174\" id=\"a12689\">- </div><div class=\"po0 fs38 cl2 l1907 t3174\" id=\"a12691\">240.000 </div><div class=\"po0 fs38 cl2 l556 t3175\" id=\"a12693\">Pr\u00e9stamos, p\u00f3lizas de cr\u00e9dito, leasing<div class=\"d0 w828\">\u00a0</div>y otros </div><div class=\"po0 fs38 cl2 l1775 t3175\" id=\"a12695\">2024-2027 </div><div class=\"po0 fs38 cl2 l670 t3175\" id=\"a12699\">47.287 </div><div class=\"po0 fs38 cl2 l1347 t3175\" id=\"a12701\">21.072 </div><div class=\"po0 fs38 cl2 l1908 t3175\" id=\"a12703\">7.096 </div><div class=\"po0 fs38 cl2 l556 t3176\" id=\"a12705\">Intereses </div><div class=\"po0 fs38 cl2 l1905 t3176\" id=\"a12707\">2024 </div><div class=\"po0 fs38 cl2 l1537 t3176\" id=\"a12709\">- </div><div class=\"po0 fs38 cl2 l1347 t3176\" id=\"a12711\">16.506 </div><div class=\"po0 fs38 cl2 l1909 t3176\" id=\"a12713\">- </div><div class=\"po0 fs38 cl2 l556 t3177\" id=\"a12715\">Valor razonable/ Gastos de formalizaci\u00f3n </div><div class=\"po0 fs38 cl2 l1905 t3177\" id=\"a12717\">2027 </div><div class=\"po0 fs38 cl2 l1537 t3177\" id=\"a12719\">- </div><div class=\"po0 fs38 cl2 l1748 t3177\" id=\"a12721\">- </div><div class=\"po0 fs38 cl2 l1910 t3177\" id=\"a12723\">(23.817) </div><div class=\"po0 fs39 cl2 l556 t3178\" id=\"a12725\">Total </div><div class=\"po0 fs39 cl2 l1096 t3178\" id=\"a12728\">949.359 </div><div class=\"po0 fs39 cl2 l1347 t3178\" id=\"a12730\">37.578 </div><div class=\"po0 fs39 cl2 l1907 t3178\" id=\"a12732\">885.351 </div><div class=\"po0 fs37 cl4 l340 t3179\" id=\"a12734\">.</div><div class=\"po0 fs32 cl2 l1911 t3180\" id=\"a12735\"><div class=\"d0 w708\">\u00a0</div>(*) El importe dispuesto<div class=\"d0 w555\">\u00a0</div>a largo plazo incluye<div class=\"d0 w713\">\u00a0</div>intereses capitalizados<div class=\"d0 w830\">\u00a0</div>por importe 11.207 miles<div class=\"d0 w631\">\u00a0</div>de euros a 31 de </div><div class=\"po0 fs32 cl2 l341 t3181\" id=\"a12742\">diciembre de 2023.</div></div></div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2560\"></div><div class=\"po0 l342 t3203 f0\" id=\"div_2547_XBRL_TS_7641ef740b4b4e8594109ffd3ef8d103\"><div class=\"po1 w681 h248 lh0\" id=\"TextBlockContainer2557\"><div class=\"po0 l342 t756 f0\" id=\"div_2548_XBRL_TS_c127dc0de58a4ac6a58c3bc7babd746e\"><div class=\"po1 w681 h248 lh0\" id=\"TextBlockContainer2555\"><div class=\"po0 l450 t756 f0\" id=\"div_2549_XBRL_TS_eb62cb0fc1fb491eb937405c583dd3f3\"><div class=\"po1 w198 h247 lh0\" id=\"TextBlockContainer2553\"><div class=\"po0 l342 t756 f0\" id=\"div_2550_XBRL_TS_ef3927c7ca284275b8917b8688a54504\"><div class=\"po1 w198 h247 lh0\" id=\"TextBlockContainer2551\"><div class=\"w89 po0 h12 l1206 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t2205 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t2205 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1206 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1499 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1913 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1915 t2986 bgc0\">\u00a0</div>\n<div class=\"w1057 po0 h12 l1916 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t2986 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t2986 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3184 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3184 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3184 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1914 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1206 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1499 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1913 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t3189 bgc0\">\u00a0</div>\n<div class=\"w1059 po0 h245 l1915 t3190 bgc3\">\u00a0</div>\n<div class=\"w1060 po0 h33 l1917 t3191 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h245 l1918 t3190 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l1919 t3191 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h245 l1763 t3190 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l623 t3191 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3192 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3192 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3192 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1914 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3193 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1206 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3193 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1499 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3193 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1913 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3193 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2551\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12746\">A continuaci\u00f3n<div class=\"d0 w230\">\u00a0</div>se presenta<div class=\"d0 w518\">\u00a0</div>el movimiento<div class=\"d0 w366\">\u00a0</div>de la<div class=\"d0 w295\">\u00a0</div>deuda con<div class=\"d0 w290\">\u00a0</div>entidades de<div class=\"d0 w484\">\u00a0</div>cr\u00e9dito, en<div class=\"d0 w368\">\u00a0</div>miles de </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a12750\">euros, en los ejercicios 2024 y 2023: </div><div class=\"po0 fs38 cl2 l690 t3194\" id=\"a12758\">31.12.2024 </div><div class=\"po0 fs38 cl2 l1920 t3194\" id=\"a12760\">31.12.2023 </div><div class=\"po0 fs39 cl2 l1921 t3195\" id=\"a12762\">Deudas con entidades de cr\u00e9dito<div class=\"d0 w1061\">\u00a0</div>al inicio del per\u00edodo </div><div class=\"po0 fs39 cl2 l1922 t3195\" id=\"a12764\">922.929 </div><div class=\"po0 fs39 cl2 l1841 t3195\" id=\"a12766\">1.011.672 </div><div class=\"po0 fs38 cl2 l1921 t3196\" id=\"a12768\">Amortizaci\u00f3n/ Disposici\u00f3n de deuda<div class=\"d0 w970\">\u00a0</div>(*) </div><div class=\"po0 fs38 cl2 l1923 t3196\" id=\"a12770\">(101.607) </div><div class=\"po0 fs38 cl2 l1924 t3196\" id=\"a12772\">(111.401) </div><div class=\"po0 fs38 cl2 l1921 t3197\" id=\"a12774\">Valor razonable/actual<div class=\"d0 w1062\">\u00a0</div>en instrumentos financieros </div><div class=\"po0 fs38 cl2 l1248 t3197\" id=\"a12776\">8.586<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1925 t3197\" id=\"a12778\">11.982<div class=\"d0 w880\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3198\" id=\"a12780\">Variaci\u00f3n de intereses devengados<div class=\"d0 w1063\">\u00a0</div>no pagados </div><div class=\"po0 fs38 cl2 l1926 t3198\" id=\"a12782\">(3.241) </div><div class=\"po0 fs38 cl2 l1000 t3198\" id=\"a12784\">4.564<div class=\"d0 w1064\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3199\" id=\"a12786\">Coste fijo capitalizable<div class=\"d0 w1065\">\u00a0</div>(PIK) </div><div class=\"po0 fs38 cl2 l652 t3199\" id=\"a12788\">2.700 </div><div class=\"po0 fs38 cl2 l572 t3199\" id=\"a12790\">4.954 </div><div class=\"po0 fs38 cl2 l1921 t3200\" id=\"a12792\">Efecto del tipo de cambio en la deuda </div><div class=\"po0 fs38 cl2 l1926 t3200\" id=\"a12794\">(1.837) </div><div class=\"po0 fs38 cl2 ls9 l1927 t3200\" id=\"a12796\">909<div class=\"d0 w251\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3201\" id=\"a12798\">Otros </div><div class=\"po0 fs38 cl2 ls9 l1928 t3201\" id=\"a12800\">203<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs38 cl2 ls9 l1927 t3201\" id=\"a12802\">249<div class=\"d0 w251\">\u00a0</div></div><div class=\"po0 fs39 cl2 l1921 t3202\" id=\"a12804\">Deuda con entidades de cr\u00e9dito al<div class=\"d0 w1066\">\u00a0</div>final del per\u00edodo </div><div class=\"po0 fs39 cl2 l1922 t3202\" id=\"a12806\">827.733 </div><div class=\"po0 fs39 cl2 l1929 t3202\" id=\"a12808\">922.929 </div><div class=\"po0 fs43 cl2 l1445 t2393\" id=\"a12811\">(*) Movimiento que genera flujo<div class=\"d0 w1067\">\u00a0</div>de efectivo.</div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2555\"></div></div></div></div></div></div><div class=\"po1 w681 h253 lh0\" id=\"TextBlockContainer2581\"><div class=\"po0 l342 t756 f0\" id=\"div_2567_XBRL_TS_7641ef740b4b4e8594109ffd3ef8d103_1\"><div class=\"po1 w681 h253 lh0\" id=\"TextBlockContainer2577\"><div class=\"po0 l342 t756 f0\" id=\"div_2568_XBRL_TS_c127dc0de58a4ac6a58c3bc7babd746e_1\"><div class=\"po1 w681 h252 lh0\" id=\"TextBlockContainer2569\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3204 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1931 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1932 t3204 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1933 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h250 l1930 t2943 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h250 l1932 t2943 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h250 l1934 t2943 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1936 t3205 bgc0\">\u00a0</div>\n<div class=\"w1068 po0 h12 l1937 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3205 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1931 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1932 t3205 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1933 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l1935 t1822 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l1930 t1822 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l1932 t1822 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l1934 t1822 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1935 t3206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1930 t3206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1932 t3206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1934 t3206 bgc0\">\u00a0</div>\n<div class=\"w1069 po0 h251 l1936 t3207 bgc5\">\u00a0</div>\n<div class=\"w1070 po0 h251 l1938 t3207 bgc5\">\u00a0</div>\n<div class=\"w989 po0 h251 l1931 t3207 bgc5\">\u00a0</div>\n<div class=\"w783 po0 h251 l1939 t3207 bgc5\">\u00a0</div>\n<div class=\"w989 po0 h251 l1933 t3207 bgc5\">\u00a0</div>\n<div class=\"w815 po0 h251 l1940 t3207 bgc5\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3208 bgc0\">\u00a0</div>\n<div class=\"w1069 po0 h12 l1936 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3208 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1931 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1932 t3208 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1933 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1935 t3207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3209 bgc0\">\u00a0</div>\n<div class=\"w1069 po0 h12 l1936 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1930 t3207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3209 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1931 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1932 t3207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1932 t3209 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1933 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1934 t3207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3209 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2569\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a12824\">Del<div class=\"d0 w463\">\u00a0</div>total<div class=\"d0 w226\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>deuda<div class=\"d0 w227\">\u00a0</div>con<div class=\"d0 w501\">\u00a0</div>entidades<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>cr\u00e9dito<div class=\"d0 w338\">\u00a0</div>al<div class=\"d0 w381\">\u00a0</div>31<div class=\"d0 w291\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>diciembre<div class=\"d0 w288\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>2024<div class=\"d0 w280\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>98,62%<div class=\"d0 w291\">\u00a0</div>est\u00e1 </div><div class=\"po0 fs14 cl2 l451 t816\" id=\"a12833\">denominado en euros (97,59%<div class=\"d0 w352\">\u00a0</div>a 31 de diciembre de 2023) y el resto en moneda extranjera. </div><div class=\"po0 fs14 cl2 l451 t817\" id=\"a12841\">El tipo de inter\u00e9s medio nominal de la deuda financiera con entidades de cr\u00e9dito del Grupo en </div><div class=\"po0 fs14 cl2 l451 t818\" id=\"a12846\">los ejercicios 2024 y 2023 ha<div class=\"d0 w32\">\u00a0</div>sido del 8,93% y 8,71%, respectivamente. Se<div class=\"d0 w26\">\u00a0</div>trata de una \u201cmedida </div><div class=\"po0 fs14 cl2 l451 t819\" id=\"a12857\">alternativa del rendimiento\u201d definida como el<div class=\"d0 w21\">\u00a0</div>cociente entre el gasto por intereses asociados<div class=\"d0 w18\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l451 t820\" id=\"a12858\">la deuda con entidades de cr\u00e9dito (en base 360) y el promedio de los saldos medios mensuales </div><div class=\"po0 fs14 cl2 l451 t821\" id=\"a12859\">dispuestos (bruto) de las mismas. PRISA utiliza esta magnitud para medir el coste medio de la </div><div class=\"po0 fs14 cl2 l451 t822\" id=\"a12861\">deuda con<div class=\"d0 w354\">\u00a0</div>entidades de<div class=\"d0 w51\">\u00a0</div>cr\u00e9dito, que<div class=\"d0 w425\">\u00a0</div>es el<div class=\"d0 w422\">\u00a0</div>principal<div class=\"d0 w515\">\u00a0</div>pasivo financiero<div class=\"d0 w550\">\u00a0</div>del Grupo.<div class=\"d0 w489\">\u00a0</div>A continuaci\u00f3n, </div><div class=\"po0 fs14 cl2 l451 t823\" id=\"a12862\">se presenta<div class=\"d0 w234\">\u00a0</div>la conciliaci\u00f3n del tipo<div class=\"d0 w167\">\u00a0</div>de inter\u00e9s<div class=\"d0 w129\">\u00a0</div>medio de la<div class=\"d0 w480\">\u00a0</div>deuda con<div class=\"d0 w57\">\u00a0</div>entidades de<div class=\"d0 w48\">\u00a0</div>cr\u00e9dito del </div><div class=\"po0 fs14 cl2 l451 t824\" id=\"a12863\">Grupo para los ejercicios 2024 y 2023 (miles de euros): </div><div class=\"po0 fs32 cl2 l1865 t3210\" id=\"a12870\">31.12.2024 </div><div class=\"po0 fs32 cl2 l767 t3210\" id=\"a12873\">31.12.2023 </div><div class=\"po0 fs32 cl2 l1941 t3211\" id=\"a12876\">Gastos por intereses de deudas con entidades<div class=\"d0 w825\">\u00a0</div>de cr\u00e9dito </div><div class=\"po0 fs32 cl2 l1941 t1761\" id=\"a12877\">(base 360) </div><div class=\"po0 fs22 cl2 l1942 t3212\" id=\"a12878\">(1)</div><div class=\"po0 fs32 cl2 l1928 t3211\" id=\"a12880\">79.115 </div><div class=\"po0 fs32 cl2 l1841 t3211\" id=\"a12882\">82.427 </div><div class=\"po0 fs32 cl2 l1941 t2627\" id=\"a12884\">Deuda con entidades de<div class=\"d0 w426\">\u00a0</div>cr\u00e9dito </div><div class=\"po0 fs22 cl2 l1943 t3213\" id=\"a12885\">(2)</div><div class=\"po0 fs32 cl2 l1944 t2627\" id=\"a12887\">885.793 </div><div class=\"po0 fs32 cl2 l1945 t2627\" id=\"a12889\">946.635 </div><div class=\"po0 fs15 cl2 l1941 t3214\" id=\"a12891\">Inter\u00e9s medio de la deuda<div class=\"d0 w96\">\u00a0</div>con entidades de<div class=\"d0 w559\">\u00a0</div>cr\u00e9dito </div><div class=\"po0 fs15 cl2 l1946 t3214\" id=\"a12893\">8,93% </div><div class=\"po0 fs15 cl2 l1947 t3214\" id=\"a12895\">8,71% </div><div class=\"po0 fs38 cl2 l1948 t3215\" id=\"a12897\">(1)</div><div class=\"po0 fs38 cl2 l1949 t3215\" id=\"a12899\">El gasto por intereses en base 360<div class=\"d0 w29\">\u00a0</div>se calcula multiplicando el gasto por<div class=\"d0 w43\">\u00a0</div>intereses asociados a la deuda<div class=\"d0 w1065\">\u00a0</div>con entidades de </div><div class=\"po0 fs38 cl2 l1949 t3216\" id=\"a12900\">cr\u00e9dito por 360 y dividido por el<div class=\"d0 w97\">\u00a0</div>n\u00famero de d\u00edas transcurridos en<div class=\"d0 w1071\">\u00a0</div>el periodo de reporte, esto es<div class=\"d0 w971\">\u00a0</div>365/366 d\u00edas para </div><div class=\"po0 fs38 cl2 l1949 t3217\" id=\"a12901\">periodos anuales. </div><div class=\"po0 fs38 cl2 l1948 t3218\" id=\"a12904\">(2)</div><div class=\"po0 fs38 cl2 l1949 t3218\" id=\"a12906\">Calculado<div class=\"d0 w61\">\u00a0</div>como<div class=\"d0 w1072\">\u00a0</div>el<div class=\"d0 w1073\">\u00a0</div>promedio<div class=\"d0 w969\">\u00a0</div>de<div class=\"d0 w970\">\u00a0</div>los<div class=\"d0 w1074\">\u00a0</div>saldos<div class=\"d0 w1075\">\u00a0</div>medios<div class=\"d0 w1076\">\u00a0</div>mensuales<div class=\"d0 w1077\">\u00a0</div>dispuestos<div class=\"d0 w1078\">\u00a0</div>con<div class=\"d0 w52\">\u00a0</div>entidades<div class=\"d0 w137\">\u00a0</div>de<div class=\"d0 w1079\">\u00a0</div>cr\u00e9dito<div class=\"d0 w951\">\u00a0</div>(bruto)<div class=\"d0 w50\">\u00a0</div>m\u00e1s<div class=\"d0 w1080\">\u00a0</div>el<div class=\"d0 w1073\">\u00a0</div>no </div><div class=\"po0 fs38 cl2 l1949 t3219\" id=\"a12909\">dispuesto de la deuda Super Senior<div class=\"d0 w1062\">\u00a0</div>(que genera coste financiero).<div class=\"d0 w1065\">\u00a0</div>Por ello, los importes no coinciden<div class=\"d0 w948\">\u00a0</div>con el saldo al cierre </div><div class=\"po0 fs38 cl2 l1949 t3220\" id=\"a12913\">de cada ejercicio. Las deudas con entidades<div class=\"d0 w948\">\u00a0</div>de cr\u00e9dito dispuestas provienen<div class=\"d0 w1066\">\u00a0</div>de la contabilidad interna del Grupo. Para<div class=\"d0 w40\">\u00a0</div>su </div><div class=\"po0 fs38 cl2 l1949 t3221\" id=\"a12915\">c\u00e1lculo, la<div class=\"d0 w1065\">\u00a0</div>Sociedad ha seguido<div class=\"d0 w45\">\u00a0</div>las mismas pol\u00edticas<div class=\"d0 w655\">\u00a0</div>contables que las<div class=\"d0 w1081\">\u00a0</div>aplicadas en los<div class=\"d0 w1082\">\u00a0</div>estados financieros<div class=\"d0 w1083\">\u00a0</div>elaborados de </div><div class=\"po0 fs38 cl2 l1949 t3222\" id=\"a12916\">conformidad con el marco de informaci\u00f3n<div class=\"d0 w1084\">\u00a0</div>financiera aplicable. </div><div class=\"po0 fs14 cl2 l451 t146\" id=\"a12920\">Asimismo, del total de la deuda con<div class=\"d0 w234\">\u00a0</div>entidades de cr\u00e9dito al 31 de diciembre de<div class=\"d0 w129\">\u00a0</div>2024 el 99,21% </div><div class=\"po0 fs14 cl2 l451 t3223\" id=\"a12928\">est\u00e1<div class=\"d0 w368\">\u00a0</div>referenciado a<div class=\"d0 w437\">\u00a0</div>tipo<div class=\"d0 w38\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>inter\u00e9s<div class=\"d0 w21\">\u00a0</div>variable y<div class=\"d0 w278\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>resto<div class=\"d0 w22\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>tipo<div class=\"d0 w38\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>inter\u00e9s<div class=\"d0 w21\">\u00a0</div>fijo<div class=\"d0 w48\">\u00a0</div>(96,32%<div class=\"d0 w480\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>tipo<div class=\"d0 w58\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l475 t3224\" id=\"a12933\">inter\u00e9s variable a 31 de diciembre de 2023).</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2577\"></div><div class=\"po0 l450 t3226 f0\" id=\"div_2571_XBRL_TS_8b53e6f6329e45e0a1030cd788841c40\"><div class=\"po1 w198 h55 lh0\" id=\"TextBlockContainer2572\"><div class=\"po1 w198 z0\" id=\"TextContainer2572\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12938\">De<div class=\"d0 w249\">\u00a0</div>acuerdo<div class=\"d0 w484\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>NIIF<div class=\"d0 w229\">\u00a0</div>13<div class=\"d0 w293\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>realizado<div class=\"d0 w518\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>c\u00e1lculo<div class=\"d0 w169\">\u00a0</div>te\u00f3rico<div class=\"d0 w344\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>valor<div class=\"d0 w390\">\u00a0</div>razonable<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>deuda </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a12939\">financiera. Para ello<div class=\"d0 w424\">\u00a0</div>se ha utilizado<div class=\"d0 w410\">\u00a0</div>el valor de<div class=\"d0 w472\">\u00a0</div>cotizaci\u00f3n de<div class=\"d0 w126\">\u00a0</div>la deuda en<div class=\"d0 w148\">\u00a0</div>el mercado secundario, </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a12940\">seg\u00fan<div class=\"d0 w659\">\u00a0</div>informaci\u00f3n<div class=\"d0 w214\">\u00a0</div>proporcionada<div class=\"d0 w702\">\u00a0</div>por<div class=\"d0 w452\">\u00a0</div>un<div class=\"d0 w318\">\u00a0</div>tercero<div class=\"d0 w704\">\u00a0</div>independiente<div class=\"d0 w678\">\u00a0</div>(variables<div class=\"d0 w301\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>nivel<div class=\"d0 w1085\">\u00a0</div>1, </div><div class=\"po0 fs14 cl2 l340 t765\" id=\"a12942\">estimaciones<div class=\"d0 w225\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>utilizando<div class=\"d0 w475\">\u00a0</div>precios<div class=\"d0 w232\">\u00a0</div>cotizados<div class=\"d0 w391\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>mercados<div class=\"d0 w284\">\u00a0</div>activos).<div class=\"d0 w338\">\u00a0</div>El<div class=\"d0 w98\">\u00a0</div>valor<div class=\"d0 w390\">\u00a0</div>razonable<div class=\"d0 w284\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t760\" id=\"a12943\">pr\u00e9stamo<div class=\"d0 w437\">\u00a0</div>Senior<div class=\"d0 w249\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>Junior,<div class=\"d0 w337\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>deuda<div class=\"d0 w285\">\u00a0</div>Super<div class=\"d0 w297\">\u00a0</div>Senior<div class=\"d0 w5\">\u00a0</div>dispuesta<div class=\"d0 w340\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>intereses<div class=\"d0 w469\">\u00a0</div>devengados </div><div class=\"po0 fs14 cl2 l340 t3225\" id=\"a12948\">pendientes de pago<div class=\"d0 w265\">\u00a0</div>a 31 de diciembre<div class=\"d0 w147\">\u00a0</div>de 2024, seg\u00fan este<div class=\"d0 w403\">\u00a0</div>c\u00e1lculo, ascender\u00eda a<div class=\"d0 w561\">\u00a0</div>816.135 miles de </div><div class=\"po0 fs14 cl2 l340 t2245\" id=\"a12960\">euros resultante de aplicar un<div class=\"d0 w383\">\u00a0</div>descuento medio del 1,45% sobre la<div class=\"d0 w56\">\u00a0</div>obligaci\u00f3n real de pago<div class=\"d0 w39\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l341 t666\" id=\"a12967\">principal e intereses devengados con las entidades acreedoras.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2578\"></div><div class=\"po0 l450 t3228 f0\" id=\"div_2574_XBRL_TS_f3872a0d208a409087b3da12f9f4817d\"><div class=\"po1 w198 h103 lh0\" id=\"TextBlockContainer2575\"><div class=\"po1 w198 z0\" id=\"TextContainer2575\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a12970\">Refinanciaci\u00f3n- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a12974\">En febrero de<div class=\"d0 w343\">\u00a0</div>2022 el Consejo<div class=\"d0 w264\">\u00a0</div>de Administraci\u00f3n de PRISA<div class=\"d0 w333\">\u00a0</div>aprob\u00f3, por unanimidad,<div class=\"d0 w18\">\u00a0</div>la firma </div><div class=\"po0 fs14 cl2 l340 t1302\" id=\"a12975\">de un<div class=\"d0 w58\">\u00a0</div>contrato de compromisos<div class=\"d0 w21\">\u00a0</div>b\u00e1sicos o </div><div class=\"po0 fs26 cl2 l1950 t1009\" id=\"a12976\">\u201clock-up agreement\u201d</div><div class=\"po0 fs14 cl2 l829 t1302\" id=\"a12979\"><div class=\"d0 w112\">\u00a0</div>(el \u201cContrato<div class=\"d0 w34\">\u00a0</div>de Lock-Up\u201d) que </div><div class=\"po0 fs14 cl2 l340 t1303\" id=\"a12983\">incorporaba<div class=\"d0 w304\">\u00a0</div>una<div class=\"d0 w218\">\u00a0</div>hoja<div class=\"d0 w597\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>t\u00e9rminos<div class=\"d0 w154\">\u00a0</div>o </div><div class=\"po0 fs26 cl2 l1951 t953\" id=\"a12984\">\u201cTerm<div class=\"d0 w524\">\u00a0</div>Sheet\u201d</div><div class=\"po0 fs14 cl2 l1952 t1303\" id=\"a12985\"><div class=\"d0 w358\">\u00a0</div>con<div class=\"d0 w676\">\u00a0</div>las<div class=\"d0 w622\">\u00a0</div>condiciones<div class=\"d0 w672\">\u00a0</div>b\u00e1sicas<div class=\"d0 w304\">\u00a0</div>para<div class=\"d0 w310\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3227\" id=\"a12987\">modificaci\u00f3n de<div class=\"d0 w49\">\u00a0</div>la deuda<div class=\"d0 w383\">\u00a0</div>financiera sindicada<div class=\"d0 w231\">\u00a0</div>del Grupo<div class=\"d0 w171\">\u00a0</div>(la \u201cRefinanciaci\u00f3n\u201d). El<div class=\"d0 w98\">\u00a0</div>19 de<div class=\"d0 w395\">\u00a0</div>abril </div><div class=\"po0 fs14 cl2 l340 t863\" id=\"a12988\">de 2022 se produjo la entrada en vigor<div class=\"d0 w47\">\u00a0</div>de la Refinanciaci\u00f3n, una vez que se elevaron a p\u00fablico </div><div class=\"po0 fs14 cl2 l340 t864\" id=\"a12989\">los acuerdos alcanzados con la totalidad de sus<div class=\"d0 w58\">\u00a0</div>acreedores, y que se encuentra vigente a 31 de </div><div class=\"po0 fs14 cl2 l340 t1304\" id=\"a12993\">diciembre de 2024.<div class=\"d0 w618\">\u00a0</div></div></div></div></div></div></div></div><div class=\"po1 w502 h111 lh0\" id=\"TextBlockContainer2593\"><div class=\"po0 l342 t756 f0\" id=\"div_2587_XBRL_TS_7641ef740b4b4e8594109ffd3ef8d103_2\"><div class=\"po1 w502 h111 lh0\" id=\"TextBlockContainer2591\"><div class=\"po0 l342 t756 f0\" id=\"div_2588_XBRL_TS_f3872a0d208a409087b3da12f9f4817d_1\"><div class=\"po1 w502 h111 lh0\" id=\"TextBlockContainer2589\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2589\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a13005\">Por tanto, en el<div class=\"d0 w331\">\u00a0</div>contexto de la<div class=\"d0 w614\">\u00a0</div>Refinanciaci\u00f3n de su<div class=\"d0 w620\">\u00a0</div>deuda financiera,<div class=\"d0 w299\">\u00a0</div>PRISA acord\u00f3 la novaci\u00f3n </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a13009\">de<div class=\"d0 w170\">\u00a0</div>su<div class=\"d0 w166\">\u00a0</div>pr\u00e9stamo<div class=\"d0 w474\">\u00a0</div>sindicado </div><div class=\"po0 fs26 cl2 l1953 t815\" id=\"a13010\">(\u201cOverride<div class=\"d0 w98\">\u00a0</div>Agreement<div class=\"d0 w111\">\u00a0</div>de<div class=\"d0 w382\">\u00a0</div>2013</div><div class=\"po0 fs14 cl2 l1954 t816\" id=\"a13011\">\u201d)<div class=\"d0 w389\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>importe<div class=\"d0 w227\">\u00a0</div>nominal<div class=\"d0 w250\">\u00a0</div>total<div class=\"d0 w226\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a13013\">751.114 miles de euros,<div class=\"d0 w621\">\u00a0</div>que qued\u00f3 estructurado<div class=\"d0 w143\">\u00a0</div>en dos tramos<div class=\"d0 w147\">\u00a0</div>con las siguientes<div class=\"d0 w85\">\u00a0</div>caracter\u00edsticas: </div><div class=\"po0 fs33 cl2 l382 t1373\" id=\"a13017\">-</div><div class=\"po0 fs14 cl2 l383 t1374\" id=\"a13019\">El<div class=\"d0 w111\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>nominal<div class=\"d0 w295\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>deuda<div class=\"d0 w230\">\u00a0</div>Senior<div class=\"d0 w395\">\u00a0</div>qued\u00f3<div class=\"d0 w367\">\u00a0</div>fijado<div class=\"d0 w543\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>575.105<div class=\"d0 w110\">\u00a0</div>miles<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros,<div class=\"d0 w60\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l383 t1376\" id=\"a13020\">inclu\u00eda 5.633 miles de<div class=\"d0 w479\">\u00a0</div>euros de gastos<div class=\"d0 w498\">\u00a0</div>de refinanciaci\u00f3n con<div class=\"d0 w498\">\u00a0</div>las entidades de<div class=\"d0 w341\">\u00a0</div>cr\u00e9dito que </div><div class=\"po0 fs14 cl2 l383 t1377\" id=\"a13021\">increment\u00f3 el<div class=\"d0 w50\">\u00a0</div>principal de<div class=\"d0 w396\">\u00a0</div>la deuda, y<div class=\"d0 w239\">\u00a0</div>con un<div class=\"d0 w47\">\u00a0</div>vencimiento que se<div class=\"d0 w420\">\u00a0</div>extiende hasta el<div class=\"d0 w229\">\u00a0</div>31 </div><div class=\"po0 fs14 cl2 l383 t1378\" id=\"a13023\">de diciembre de 2026.<div class=\"d0 w726\">\u00a0</div></div><div class=\"po0 fs33 cl2 l382 t3229\" id=\"a13025\">-</div><div class=\"po0 fs14 cl2 l383 t3230\" id=\"a13027\">El importe<div class=\"d0 w292\">\u00a0</div>nominal de<div class=\"d0 w248\">\u00a0</div>la deuda<div class=\"d0 w224\">\u00a0</div>Junior qued\u00f3<div class=\"d0 w225\">\u00a0</div>fijado inicialmente<div class=\"d0 w419\">\u00a0</div>en 185.349<div class=\"d0 w229\">\u00a0</div>miles<div class=\"d0 w21\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l383 t3231\" id=\"a13028\">euros, que inclu\u00eda 3.707 miles de euros de gastos de refinanciaci\u00f3n con las entidades de </div><div class=\"po0 fs14 cl2 l383 t3232\" id=\"a13029\">cr\u00e9dito que<div class=\"d0 w50\">\u00a0</div>increment\u00f3 el principal<div class=\"d0 w48\">\u00a0</div>de la<div class=\"d0 w34\">\u00a0</div>deuda y con<div class=\"d0 w383\">\u00a0</div>un vencimiento que<div class=\"d0 w48\">\u00a0</div>se extiende </div><div class=\"po0 fs14 cl2 l383 t1382\" id=\"a13031\">hasta el 30 de junio de 2027.<div class=\"d0 w618\">\u00a0</div></div><div class=\"po0 fs33 cl2 l382 t3233\" id=\"a13033\">-</div><div class=\"po0 fs14 cl2 l383 t3234\" id=\"a13035\">El<div class=\"d0 w110\">\u00a0</div>coste<div class=\"d0 w60\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>deuda<div class=\"d0 w228\">\u00a0</div>Senior se<div class=\"d0 w370\">\u00a0</div>encuentra<div class=\"d0 w17\">\u00a0</div>referenciado al<div class=\"d0 w469\">\u00a0</div>Euribor+5,25%<div class=\"d0 w30\">\u00a0</div>pagadero<div class=\"d0 w49\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l383 t3235\" id=\"a13036\">efectivo,<div class=\"d0 w591\">\u00a0</div>mientas<div class=\"d0 w676\">\u00a0</div>que<div class=\"d0 w302\">\u00a0</div>el<div class=\"d0 w673\">\u00a0</div>coste<div class=\"d0 w744\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>la<div class=\"d0 w641\">\u00a0</div>deuda<div class=\"d0 w599\">\u00a0</div>Junior<div class=\"d0 w155\">\u00a0</div>se<div class=\"d0 w302\">\u00a0</div>encuentra<div class=\"d0 w150\">\u00a0</div>referenciando<div class=\"d0 w640\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l383 t3236\" id=\"a13037\">Euribor+8% pagadero una parte en caja<div class=\"d0 w414\">\u00a0</div>y otra capitalizable. En<div class=\"d0 w125\">\u00a0</div>este sentido, se trata del </div><div class=\"po0 fs14 cl2 l383 t3237\" id=\"a13038\">Euribor a 1,<div class=\"d0 w556\">\u00a0</div>3 o 6<div class=\"d0 w414\">\u00a0</div>meses, en funci\u00f3n<div class=\"d0 w267\">\u00a0</div>de la ventana<div class=\"d0 w584\">\u00a0</div>de liquidaci\u00f3n<div class=\"d0 w584\">\u00a0</div>de intereses elegida<div class=\"d0 w584\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l383 t3238\" id=\"a13040\">la Sociedad en cada vencimiento de los mismos.<div class=\"d0 w1086\">\u00a0</div></div><div class=\"po0 fs33 cl2 l382 t3239\" id=\"a13042\">-</div><div class=\"po0 fs14 cl2 l383 t3240\" id=\"a13044\">Modificaci\u00f3n parcial del paquete de garant\u00edas de la deuda.<div class=\"d0 w1087\">\u00a0</div></div><div class=\"po0 fs33 cl2 l382 t3241\" id=\"a13046\">-</div><div class=\"po0 fs14 cl2 l383 t3242\" id=\"a13048\">Flexibilizaci\u00f3n<div class=\"d0 w173\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>compromisos<div class=\"d0 w394\">\u00a0</div>contractuales<div class=\"d0 w199\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>deuda<div class=\"d0 w230\">\u00a0</div>vigente<div class=\"d0 w281\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>permiti\u00f3, </div><div class=\"po0 fs14 cl2 l383 t3243\" id=\"a13049\">entre<div class=\"d0 w503\">\u00a0</div>otras<div class=\"d0 w340\">\u00a0</div>mejoras,<div class=\"d0 w900\">\u00a0</div>aumentar<div class=\"d0 w373\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>margen<div class=\"d0 w270\">\u00a0</div>operativo<div class=\"d0 w482\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>PRISA<div class=\"d0 w372\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>suavizar<div class=\"d0 w494\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>ratios </div><div class=\"po0 fs14 cl2 l383 t3244\" id=\"a13053\">financieras exigidas por sus actuales contratos. </div><div class=\"po0 fs33 cl2 l382 t3245\" id=\"a13057\">-</div><div class=\"po0 fs14 cl2 l383 t3246\" id=\"a13059\">Se<div class=\"d0 w535\">\u00a0</div>acord\u00f3<div class=\"d0 w439\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>comisi\u00f3n<div class=\"d0 w699\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>refinanciaci\u00f3n,<div class=\"d0 w720\">\u00a0</div>estructuraci\u00f3n<div class=\"d0 w506\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>aseguramiento,<div class=\"d0 w720\">\u00a0</div>que<div class=\"d0 w467\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l383 t3247\" id=\"a13060\">Sociedad pod\u00eda pagar en<div class=\"d0 w60\">\u00a0</div>efectivo o mediante la<div class=\"d0 w27\">\u00a0</div>emisi\u00f3n de acciones. La Sociedad<div class=\"d0 w55\">\u00a0</div>opt\u00f3 </div><div class=\"po0 fs14 cl2 l383 t3248\" id=\"a13061\">por abonar la referida comisi\u00f3n mediante la emisi\u00f3n de acciones, por lo que procedi\u00f3 a </div><div class=\"po0 fs14 cl2 l383 t3249\" id=\"a13062\">emitir<div class=\"d0 w4\">\u00a0</div>32<div class=\"d0 w276\">\u00a0</div>millones<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>nuevas<div class=\"d0 w463\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Sociedad,<div class=\"d0 w280\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>entreg\u00f3<div class=\"d0 w168\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>entidades </div><div class=\"po0 fs14 cl2 l383 t3250\" id=\"a13064\">acreedoras<div class=\"d0 w467\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>aquellas<div class=\"d0 w440\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>actuaron<div class=\"d0 w1024\">\u00a0</div>como<div class=\"d0 w717\">\u00a0</div>estructuradoras<div class=\"d0 w370\">\u00a0</div>y/o<div class=\"d0 w213\">\u00a0</div>aseguradoras<div class=\"d0 w439\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l383 t3251\" id=\"a13065\">Refinanciaci\u00f3n,<div class=\"d0 w210\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>ten\u00edan<div class=\"d0 w195\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>derecho<div class=\"d0 w831\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>suscripci\u00f3n.<div class=\"d0 w242\">\u00a0</div>Las<div class=\"d0 w465\">\u00a0</div>nuevas<div class=\"d0 w205\">\u00a0</div>acciones,<div class=\"d0 w207\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l383 t3252\" id=\"a13066\">representaron un 4,3% del<div class=\"d0 w63\">\u00a0</div>capital social post-ampliaci\u00f3n, permiti\u00f3 alinear los intereses </div><div class=\"po0 fs14 cl2 l383 t3253\" id=\"a13070\">de la<div class=\"d0 w421\">\u00a0</div>Sociedad con<div class=\"d0 w333\">\u00a0</div>los de<div class=\"d0 w395\">\u00a0</div>los nuevos<div class=\"d0 w395\">\u00a0</div>acreedores, aumentando<div class=\"d0 w23\">\u00a0</div>a su<div class=\"d0 w236\">\u00a0</div>vez la<div class=\"d0 w296\">\u00a0</div>liquidez del </div><div class=\"po0 fs14 cl2 l383 t3254\" id=\"a13071\">valor en Bolsa. </div><div class=\"po0 fs14 cl2 l362 t3255\" id=\"a13074\">La<div class=\"d0 w33\">\u00a0</div>Refinanciaci\u00f3n acordada<div class=\"d0 w539\">\u00a0</div>flexibiliz\u00f3 las<div class=\"d0 w227\">\u00a0</div>condiciones<div class=\"d0 w63\">\u00a0</div>de la<div class=\"d0 w250\">\u00a0</div>deuda<div class=\"d0 w24\">\u00a0</div>financiera del<div class=\"d0 w232\">\u00a0</div>Grupo y<div class=\"d0 w237\">\u00a0</div>le </div><div class=\"po0 fs14 cl2 l362 t3256\" id=\"a13075\">dot\u00f3 en<div class=\"d0 w395\">\u00a0</div>esa fecha de<div class=\"d0 w486\">\u00a0</div>una estructura financiera<div class=\"d0 w48\">\u00a0</div>que posibilitaba cumplir<div class=\"d0 w9\">\u00a0</div>con sus<div class=\"d0 w129\">\u00a0</div>compromisos </div><div class=\"po0 fs14 cl2 l362 t3257\" id=\"a13076\">financieros, asegurando la estabilidad del Grupo en el corto y medio<div class=\"d0 w126\">\u00a0</div>plazo. </div><div class=\"po0 fs14 cl2 l362 t3258\" id=\"a13080\">Asimismo, el<div class=\"d0 w477\">\u00a0</div>acuerdo de<div class=\"d0 w338\">\u00a0</div>Refinanciaci\u00f3n supuso<div class=\"d0 w247\">\u00a0</div>una<div class=\"d0 w110\">\u00a0</div>reorganizaci\u00f3n de<div class=\"d0 w199\">\u00a0</div>la deuda<div class=\"d0 w224\">\u00a0</div>en lo<div class=\"d0 w281\">\u00a0</div>que a </div><div class=\"po0 fs14 cl2 l362 t3259\" id=\"a13084\">prestatarios se<div class=\"d0 w48\">\u00a0</div>refiere, de manera<div class=\"d0 w59\">\u00a0</div>que se<div class=\"d0 w48\">\u00a0</div>traspas\u00f3 la deuda<div class=\"d0 w8\">\u00a0</div>financiera que<div class=\"d0 w18\">\u00a0</div>hasta ese momento </div><div class=\"po0 fs14 cl2 l362 t3260\" id=\"a13088\">ostentaba Prisa Activos Educativos, S.A.U. a PRISA. </div><div class=\"po0 fs14 cl2 l340 t3261\" id=\"a13093\">La<div class=\"d0 w333\">\u00a0</div>disminuci\u00f3n<div class=\"d0 w20\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>pr\u00e9stamo sindicado<div class=\"d0 w5\">\u00a0</div>Junior<div class=\"d0 w110\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>el<div class=\"d0 w366\">\u00a0</div>ejercicio 2024<div class=\"d0 w2\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>debe<div class=\"d0 w395\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>amortizaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t3262\" id=\"a13095\">parcial y anticipada de 50.000 miles de euros en abril de 2024, con los fondos procedentes de la </div><div class=\"po0 fs14 cl2 l340 t1942\" id=\"a13100\">Emisi\u00f3n 2024 de<div class=\"d0 w330\">\u00a0</div>las obligaciones<div class=\"d0 w558\">\u00a0</div>convertibles (</div><div class=\"po0 fs26 cl2 l987 t3263\" id=\"a13101\">v\u00e9ase nota 1b</div><div class=\"po0 fs14 cl2 l997 t1942\" id=\"a13102\">), compensado con<div class=\"d0 w410\">\u00a0</div>el incremento<div class=\"d0 w126\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t1977\" id=\"a13103\">el devengo del<div class=\"d0 w51\">\u00a0</div>PIK (intereses<div class=\"d0 w341\">\u00a0</div>capitalizables) del<div class=\"d0 w446\">\u00a0</div>citado pr\u00e9stamo<div class=\"d0 w96\">\u00a0</div>y del efecto<div class=\"d0 w413\">\u00a0</div>del valor<div class=\"d0 w402\">\u00a0</div>razonable </div><div class=\"po0 fs14 cl2 l340 t1282\" id=\"a13104\">(</div><div class=\"po0 fs26 cl2 l1955 t3264\" id=\"a13105\">v\u00e9ase nota 15</div><div class=\"po0 fs14 cl2 l1956 t1282\" id=\"a13106\">). </div><div class=\"po0 fs14 cl2 l362 t3265\" id=\"a13109\">En<div class=\"d0 w32\">\u00a0</div>los contratos<div class=\"d0 w420\">\u00a0</div>financieros se<div class=\"d0 w296\">\u00a0</div>establece el<div class=\"d0 w290\">\u00a0</div>cumplimiento de<div class=\"d0 w480\">\u00a0</div>determinadas ratios<div class=\"d0 w7\">\u00a0</div>trimestrales </div><div class=\"po0 fs14 cl2 l362 t3266\" id=\"a13113\">de car\u00e1cter financiero para<div class=\"d0 w295\">\u00a0</div>el Grupo PRISA (ratios de<div class=\"d0 w418\">\u00a0</div>apalancamiento financiero y servicio de </div><div class=\"po0 fs14 cl2 l362 t3267\" id=\"a13117\">la<div class=\"d0 w59\">\u00a0</div>deuda),<div class=\"d0 w19\">\u00a0</div>cuya aplicaci\u00f3n<div class=\"d0 w280\">\u00a0</div>comenz\u00f3<div class=\"d0 w26\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>30<div class=\"d0 w63\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>junio de<div class=\"d0 w222\">\u00a0</div>2022<div class=\"d0 w63\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>resultan aplicables<div class=\"d0 w389\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>31<div class=\"d0 w63\">\u00a0</div>de </div></div></div></div></div></div></div><div class=\"po1 w198 h255 lh0\" id=\"TextBlockContainer2620\"><div class=\"po0 l342 t756 f0\" id=\"div_2599_XBRL_TS_7641ef740b4b4e8594109ffd3ef8d103_3\"><div class=\"po1 w198 h255 lh0\" id=\"TextBlockContainer2616\"><div class=\"po0 l342 t756 f0\" id=\"div_2600_XBRL_TS_f3872a0d208a409087b3da12f9f4817d_2\"><div class=\"po1 w198 h247 lh0\" id=\"TextBlockContainer2601\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2601\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13128\">diciembre<div class=\"d0 w420\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2024.<div class=\"d0 w98\">\u00a0</div>Asimismo,<div class=\"d0 w174\">\u00a0</div>estos<div class=\"d0 w394\">\u00a0</div>contratos<div class=\"d0 w164\">\u00a0</div>incluyen<div class=\"d0 w164\">\u00a0</div>disposiciones<div class=\"d0 w383\">\u00a0</div>sobre<div class=\"d0 w334\">\u00a0</div>incumplimiento </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a13129\">cruzado,<div class=\"d0 w347\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>podr\u00edan<div class=\"d0 w156\">\u00a0</div>ocasionar,<div class=\"d0 w512\">\u00a0</div>si<div class=\"d0 w588\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>incumplimiento<div class=\"d0 w397\">\u00a0</div>supera<div class=\"d0 w1088\">\u00a0</div>determinados<div class=\"d0 w211\">\u00a0</div>importes,<div class=\"d0 w187\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a13130\">vencimiento anticipado y resoluci\u00f3n<div class=\"d0 w405\">\u00a0</div>de dichos contratos.<div class=\"d0 w113\">\u00a0</div>Desde la fecha de<div class=\"d0 w515\">\u00a0</div>entrada en vigor de </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a13132\">la Refinanciaci\u00f3n<div class=\"d0 w332\">\u00a0</div>no se<div class=\"d0 w147\">\u00a0</div>han producido<div class=\"d0 w478\">\u00a0</div>tales incumplimientos,<div class=\"d0 w1089\">\u00a0</div>ni se<div class=\"d0 w342\">\u00a0</div>prev\u00e9n en<div class=\"d0 w479\">\u00a0</div>los pr\u00f3ximos<div class=\"d0 w631\">\u00a0</div>doce </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a13133\">meses. </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a13136\">Asimismo, el<div class=\"d0 w264\">\u00a0</div>acuerdo de<div class=\"d0 w27\">\u00a0</div>Refinanciaci\u00f3n incluye causas<div class=\"d0 w228\">\u00a0</div>de vencimiento<div class=\"d0 w38\">\u00a0</div>anticipado habituales </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a13137\">en este tipo<div class=\"d0 w411\">\u00a0</div>de contratos,<div class=\"d0 w472\">\u00a0</div>entre las<div class=\"d0 w332\">\u00a0</div>que se incluye<div class=\"d0 w758\">\u00a0</div>el cambio<div class=\"d0 w147\">\u00a0</div>de la estructura<div class=\"d0 w489\">\u00a0</div>de control<div class=\"d0 w324\">\u00a0</div>de PRISA, </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a13140\">entendido como la adquisici\u00f3n,<div class=\"d0 w267\">\u00a0</div>por parte de una<div class=\"d0 w341\">\u00a0</div>o varias personas<div class=\"d0 w251\">\u00a0</div>concertadas entre s\u00ed, de<div class=\"d0 w498\">\u00a0</div>m\u00e1s </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a13141\">del<div class=\"d0 w3\">\u00a0</div>30%<div class=\"d0 w249\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>capital<div class=\"d0 w224\">\u00a0</div>con<div class=\"d0 w389\">\u00a0</div>derecho<div class=\"d0 w391\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>voto<div class=\"d0 w338\">\u00a0</div>(excluyendo<div class=\"d0 w344\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>estos<div class=\"d0 w176\">\u00a0</div>efectos<div class=\"d0 w235\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>actuales<div class=\"d0 w474\">\u00a0</div>accionistas </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a13142\">significativos de la Sociedad). </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a13146\">Finalmente,<div class=\"d0 w164\">\u00a0</div>dentro<div class=\"d0 w518\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>acuerdo<div class=\"d0 w484\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Refinanciaci\u00f3n,<div class=\"d0 w293\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>reparto<div class=\"d0 w58\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>dividendos<div class=\"d0 w55\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>Sociedad </div><div class=\"po0 fs14 cl2 l341 t1465\" id=\"a13147\">queda sujeto a las limitaciones y compromisos adquiridos con<div class=\"d0 w265\">\u00a0</div>los acreedores financieros.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2616\"></div><div class=\"po0 l342 t2944 f0\" id=\"div_2603_XBRL_TS_417077eb9e0c4a39a1539b42b2c18203\"><div class=\"po1 w198 h254 lh0\" id=\"TextBlockContainer2607\"><div class=\"po0 l342 t756 f0\" id=\"div_2604_XBRL_TS_740c244f829a44faa0720cf62160f633\"><div class=\"po1 w198 h254 lh0\" id=\"TextBlockContainer2605\"><div class=\"po1 w198 z0\" id=\"TextContainer2605\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13151\">Otros aspectos de la deuda- </div><div class=\"po0 fs14 cl2 l340 t3268\" id=\"a13155\">La estructura de garant\u00edas para la deuda refinanciada sigue el<div class=\"d0 w341\">\u00a0</div>siguiente esquema: </div><div class=\"po0 fs26 cl2 l340 t3269\" id=\"a13158\">Garant\u00edas personales </div><div class=\"po0 fs14 cl2 l340 t3270\" id=\"a13161\">La<div class=\"d0 w485\">\u00a0</div>deuda<div class=\"d0 w230\">\u00a0</div>Senior<div class=\"d0 w286\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>Junior,<div class=\"d0 w31\">\u00a0</div>tal<div class=\"d0 w223\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>como<div class=\"d0 w344\">\u00a0</div>fue<div class=\"d0 w164\">\u00a0</div>refinanciada<div class=\"d0 w165\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>abril<div class=\"d0 w223\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2022,<div class=\"d0 w229\">\u00a0</div>qued\u00f3<div class=\"d0 w367\">\u00a0</div>garantizada </div><div class=\"po0 fs14 cl2 l340 t3271\" id=\"a13165\">solidariamente</div><div class=\"po0 fs14 cl2 l1957 t3271\" id=\"a13167\">por<div class=\"d0 w1090\">\u00a0</div>Promotora<div class=\"d0 w456\">\u00a0</div>de<div class=\"d0 w315\">\u00a0</div>Informaciones,<div class=\"d0 w1091\">\u00a0</div>S.A.<div class=\"d0 w1092\">\u00a0</div>y<div class=\"d0 w1093\">\u00a0</div>las<div class=\"d0 w666\">\u00a0</div>sociedades<div class=\"d0 w1091\">\u00a0</div>Prisa<div class=\"d0 w1094\">\u00a0</div>Activos </div><div class=\"po0 fs14 cl2 l340 t3272\" id=\"a13168\">Educativos, S.A.U., Diario<div class=\"d0 w424\">\u00a0</div>El Pa\u00eds, S.L.U.,<div class=\"d0 w147\">\u00a0</div>Grupo Santillana<div class=\"d0 w85\">\u00a0</div>Educaci\u00f3n Global, S.L.U.,<div class=\"d0 w621\">\u00a0</div>Santillana </div><div class=\"po0 fs14 cl2 l340 t3273\" id=\"a13173\">Latam, S.L.U., Prisa Media S.A.U., y Prisa Gesti\u00f3n Financiera, S.L.U. </div><div class=\"po0 fs26 cl2 l340 t3274\" id=\"a13178\">Garant\u00edas reales </div><div class=\"po0 fs14 cl2 l340 t3275\" id=\"a13181\">Como consecuencia de la Refinanciaci\u00f3n,<div class=\"d0 w532\">\u00a0</div>PRISA otorg\u00f3 prenda<div class=\"d0 w514\">\u00a0</div>sobre ciertas cuentas corrientes </div><div class=\"po0 fs14 cl2 l340 t3276\" id=\"a13187\">de su<div class=\"d0 w361\">\u00a0</div>titularidad y,<div class=\"d0 w39\">\u00a0</div>por otra<div class=\"d0 w23\">\u00a0</div>parte, los<div class=\"d0 w39\">\u00a0</div>garantes tienen<div class=\"d0 w48\">\u00a0</div>otorgadas prendas, seg\u00fan<div class=\"d0 w345\">\u00a0</div>corresponda </div><div class=\"po0 fs14 cl2 l340 t1798\" id=\"a13188\">sobre acciones y participaciones representativos del capital de algunas sociedades<div class=\"d0 w251\">\u00a0</div>del Grupo y </div><div class=\"po0 fs14 cl2 l340 t3277\" id=\"a13189\">sobre<div class=\"d0 w256\">\u00a0</div>ciertas<div class=\"d0 w408\">\u00a0</div>cuentas<div class=\"d0 w602\">\u00a0</div>bancarias<div class=\"d0 w189\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>su<div class=\"d0 w256\">\u00a0</div>titularidad,<div class=\"d0 w195\">\u00a0</div>todo<div class=\"d0 w534\">\u00a0</div>ello<div class=\"d0 w151\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>garant\u00eda<div class=\"d0 w348\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>los<div class=\"d0 w194\">\u00a0</div>referidos </div><div class=\"po0 fs14 cl2 l340 t3278\" id=\"a13191\">acreedores. </div><div class=\"po0 fs14 cl2 l340 t3279\" id=\"a13194\">Se constituy\u00f3 tambi\u00e9n garant\u00eda real sobre las participaciones de Prisa Radio, S.A.U. (80% de su </div><div class=\"po0 fs14 cl2 l340 t3280\" id=\"a13198\">capital social) y<div class=\"d0 w129\">\u00a0</div>sobre el 100%<div class=\"d0 w264\">\u00a0</div>de las participaciones<div class=\"d0 w21\">\u00a0</div>(100% del capital social)<div class=\"d0 w17\">\u00a0</div>de Prisa Activos </div><div class=\"po0 fs14 cl2 l340 t3281\" id=\"a13199\">Educativos,<div class=\"d0 w383\">\u00a0</div>S.A.U.,<div class=\"d0 w110\">\u00a0</div>Prisa<div class=\"d0 w39\">\u00a0</div>Media,<div class=\"d0 w368\">\u00a0</div>S.A.U.,<div class=\"d0 w9\">\u00a0</div>Prisa<div class=\"d0 w383\">\u00a0</div>Gesti\u00f3n<div class=\"d0 w21\">\u00a0</div>Financiera,<div class=\"d0 w295\">\u00a0</div>S.L.U.<div class=\"d0 w129\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>Grupo<div class=\"d0 w57\">\u00a0</div>Santillana </div><div class=\"po0 fs14 cl2 l340 t3282\" id=\"a13204\">Educaci\u00f3n<div class=\"d0 w1095\">\u00a0</div>Global.,<div class=\"d0 w1096\">\u00a0</div>S.L.U.<div class=\"d0 w1097\">\u00a0</div>asegurando<div class=\"d0 w689\">\u00a0</div>la<div class=\"d0 w1098\">\u00a0</div>deuda<div class=\"d0 w1099\">\u00a0</div>refinanciada.<div class=\"d0 w1100\">\u00a0</div>Igualmente,<div class=\"d0 w1101\">\u00a0</div>dada<div class=\"d0 w688\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l340 t3283\" id=\"a13205\">significatividad en el<div class=\"d0 w446\">\u00a0</div>grupo, se constituy\u00f3<div class=\"d0 w147\">\u00a0</div>garant\u00eda real sobre<div class=\"d0 w324\">\u00a0</div>el 100% de<div class=\"d0 w342\">\u00a0</div>las acciones de<div class=\"d0 w326\">\u00a0</div>Editora </div><div class=\"po0 fs14 cl2 l341 t3284\" id=\"a13206\">Moderna Ltda. (Brasil).</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2617\"></div><div class=\"po0 l342 t3285 f0\" id=\"div_2609_XBRL_TS_82558c30578845aabb447bc013bb3e4a\"><div class=\"po1 w198 h55 lh0\" id=\"TextBlockContainer2613\"><div class=\"po1 w198 z0\" id=\"TextContainer2613\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13210\">Aspectos contables de la Refinanciaci\u00f3n en 2022 </div></div><div class=\"po0 l342 t762 f0\" id=\"div_2610_XBRL_TS_31df1fe18c3a4b2d997eb7e0582351d2\"><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer2611\"><div class=\"po1 w198 z0\" id=\"TextContainer2611\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13215\">La Sociedad realiz\u00f3<div class=\"d0 w20\">\u00a0</div>un an\u00e1lisis de<div class=\"d0 w48\">\u00a0</div>las condiciones acordadas en<div class=\"d0 w9\">\u00a0</div>el marco de<div class=\"d0 w32\">\u00a0</div>la Refinanciaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13221\">concluy\u00e9ndose<div class=\"d0 w273\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>mismas<div class=\"d0 w4\">\u00a0</div>constitu\u00edan<div class=\"d0 w339\">\u00a0</div>una<div class=\"d0 w339\">\u00a0</div>modificaci\u00f3n<div class=\"d0 w468\">\u00a0</div>sustancial<div class=\"d0 w900\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>condiciones </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13225\">anteriores desde un punto<div class=\"d0 w299\">\u00a0</div>de vista cualitativo.<div class=\"d0 w515\">\u00a0</div>Esto supuso la cancelaci\u00f3n<div class=\"d0 w126\">\u00a0</div>del pasivo financiero </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a13237\">original y<div class=\"d0 w620\">\u00a0</div>se reconoci\u00f3<div class=\"d0 w532\">\u00a0</div>un nuevo<div class=\"d0 w326\">\u00a0</div>pasivo derivado<div class=\"d0 w387\">\u00a0</div>de la<div class=\"d0 w387\">\u00a0</div>Refinanciaci\u00f3n. El<div class=\"d0 w330\">\u00a0</div>reconocimiento inicial </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a13241\">del pasivo<div class=\"d0 w326\">\u00a0</div>financiero se<div class=\"d0 w560\">\u00a0</div>realiz\u00f3<div class=\"d0 w15\">\u00a0</div>a valor<div class=\"d0 w148\">\u00a0</div>razonable, lo<div class=\"d0 w713\">\u00a0</div>que supuso<div class=\"d0 w329\">\u00a0</div>el reconocimiento<div class=\"d0 w559\">\u00a0</div>de un<div class=\"d0 w148\">\u00a0</div>ingreso </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a13252\">financiero<div class=\"d0 w334\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>2022<div class=\"d0 w476\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>importe<div class=\"d0 w227\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>38.285<div class=\"d0 w98\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l1958 t1741\" id=\"a13255\">\u201cValor<div class=\"d0 w282\">\u00a0</div>razonable<div class=\"d0 w287\">\u00a0</div>en </div></div></div></div></div></div></div></div></div><div class=\"po1 w502 h256 lh0\" id=\"TextBlockContainer2635\"><div class=\"po0 l342 t756 f0\" id=\"div_2626_XBRL_TS_7641ef740b4b4e8594109ffd3ef8d103_4\"><div class=\"po1 w502 h256 lh0\" id=\"TextBlockContainer2633\"><div class=\"po0 l464 t756 f0\" id=\"div_2627_XBRL_TS_31df1fe18c3a4b2d997eb7e0582351d2_1\"><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2631\"><div class=\"po0 l342 t756 f0\" id=\"div_2628_XBRL_TS_82558c30578845aabb447bc013bb3e4a_1\"><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2629\"><img alt=\"doc2p9i1\" class=\"po0 l349 t1473 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t1474 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2629\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13265\">instrumentos financieros\u201d</div><div class=\"po0 fs14 cl2 l1959 t756\" id=\"a13266\"><div class=\"d0 w613\">\u00a0</div>de la cuenta de resultados consolidada,<div class=\"d0 w1102\">\u00a0</div>por la diferencia entre el valor </div><div class=\"po0 fs14 cl2 l340 t3286\" id=\"a13271\">nominal de<div class=\"d0 w19\">\u00a0</div>la deuda refinanciada<div class=\"d0 w231\">\u00a0</div>que ostentaba el<div class=\"d0 w22\">\u00a0</div>Grupo y<div class=\"d0 w32\">\u00a0</div>su valor razonable<div class=\"d0 w8\">\u00a0</div>en la<div class=\"d0 w19\">\u00a0</div>fecha de </div><div class=\"po0 fs14 cl2 l340 t859\" id=\"a13274\">registro inicial. A partir<div class=\"d0 w49\">\u00a0</div>de ese momento, tal diferencia de<div class=\"d0 w32\">\u00a0</div>valor ha sido<div class=\"d0 w47\">\u00a0</div>imputada como gasto </div><div class=\"po0 fs14 cl2 l340 t860\" id=\"a13284\">en<div class=\"d0 w281\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>cuenta<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>resultados<div class=\"d0 w368\">\u00a0</div>consolidada<div class=\"d0 w361\">\u00a0</div>utilizando<div class=\"d0 w361\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>m\u00e9todo<div class=\"d0 w230\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>inter\u00e9s<div class=\"d0 w296\">\u00a0</div>efectivo<div class=\"d0 w233\">\u00a0</div>durante<div class=\"d0 w229\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l341 t1311\" id=\"a13287\">vigencia de la Refinanciaci\u00f3n.</div></div></div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer2633\"><div class=\"po0 fs14 cl2 l362 t2865\" id=\"a13291\">Asimismo, la totalidad de los gastos y<div class=\"d0 w50\">\u00a0</div>comisiones correspondientes a la Refinanciaci\u00f3n fueron </div><div class=\"po0 fs14 cl2 l362 t3287\" id=\"a13294\">reconocidos<div class=\"d0 w149\">\u00a0</div>en<div class=\"d0 w310\">\u00a0</div>la<div class=\"d0 w641\">\u00a0</div>cuenta </div><div class=\"po0 fs26 cl2 l424 t1319\" id=\"a13295\">\u201cGastos<div class=\"d0 w925\">\u00a0</div>de<div class=\"d0 w842\">\u00a0</div>formalizaci\u00f3n<div class=\"d0 w636\">\u00a0</div>de<div class=\"d0 w152\">\u00a0</div>deuda\u201d</div><div class=\"po0 fs14 cl2 l1537 t3287\" id=\"a13296\"><div class=\"d0 w637\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>la<div class=\"d0 w641\">\u00a0</div>cuenta<div class=\"d0 w643\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>resultados </div><div class=\"po0 fs14 cl2 l362 t3288\" id=\"a13298\">consolidada<div class=\"d0 w533\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>ejercicio<div class=\"d0 w432\">\u00a0</div>2022,<div class=\"d0 w204\">\u00a0</div>incluyendo,<div class=\"d0 w448\">\u00a0</div>entre<div class=\"d0 w263\">\u00a0</div>otros,<div class=\"d0 w434\">\u00a0</div>diversas<div class=\"d0 w462\">\u00a0</div>comisiones,<div class=\"d0 w496\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>forma<div class=\"d0 w1024\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t3289\" id=\"a13302\">descuento<div class=\"d0 w889\">\u00a0</div>inicial<div class=\"d0 w348\">\u00a0</div>(\u201cOID\u201d)<div class=\"d0 w260\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>comisiones<div class=\"d0 w208\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>participaci\u00f3n<div class=\"d0 w941\">\u00a0</div>(\u201cconsent<div class=\"d0 w749\">\u00a0</div>fees\u201d)<div class=\"d0 w636\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>otros<div class=\"d0 w151\">\u00a0</div>gastos </div><div class=\"po0 fs14 cl2 l362 t3290\" id=\"a13303\">asociados, por<div class=\"d0 w238\">\u00a0</div>importe total<div class=\"d0 w24\">\u00a0</div>de 23.505<div class=\"d0 w30\">\u00a0</div>miles de<div class=\"d0 w368\">\u00a0</div>euros. Adicionalmente, se<div class=\"d0 w222\">\u00a0</div>reconoci\u00f3 un gasto </div><div class=\"po0 fs14 cl2 l362 t3291\" id=\"a13305\">financiero<div class=\"d0 w50\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>importe<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>20.288 miles<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>euros<div class=\"d0 w20\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>concepto<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w31\">\u00a0</div>comisi\u00f3n<div class=\"d0 w18\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>refinanciaci\u00f3n, </div><div class=\"po0 fs14 cl2 l362 t3292\" id=\"a13310\">estructuraci\u00f3n<div class=\"d0 w436\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>aseguramiento,<div class=\"d0 w720\">\u00a0</div>que<div class=\"d0 w467\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>Sociedad<div class=\"d0 w440\">\u00a0</div>opt\u00f3<div class=\"d0 w504\">\u00a0</div>por<div class=\"d0 w510\">\u00a0</div>pagar<div class=\"d0 w25\">\u00a0</div>mediante<div class=\"d0 w510\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>emisi\u00f3n<div class=\"d0 w440\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t3293\" id=\"a13314\">acciones,<div class=\"d0 w709\">\u00a0</div>seg\u00fan lo comentado anteriormente. </div><div class=\"po0 fs14 cl2 l362 t3294\" id=\"a13324\">Finalmente,<div class=\"d0 w416\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>registr\u00f3<div class=\"d0 w435\">\u00a0</div>un<div class=\"d0 w398\">\u00a0</div>impacto<div class=\"d0 w507\">\u00a0</div>positivo<div class=\"d0 w207\">\u00a0</div>en<div class=\"d0 w242\">\u00a0</div>2022<div class=\"d0 w210\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l1960 t3295\" id=\"a13330\">\u201cVariaci\u00f3n<div class=\"d0 w460\">\u00a0</div>de<div class=\"d0 w552\">\u00a0</div>valor<div class=\"d0 w398\">\u00a0</div>de </div><div class=\"po0 fs26 cl2 l362 t3296\" id=\"a13331\">instrumentos financieros\u201d </div><div class=\"po0 fs14 cl2 l1961 t3297\" id=\"a13332\">del resultado<div class=\"d0 w516\">\u00a0</div>financiero por<div class=\"d0 w266\">\u00a0</div>importe de 23.434<div class=\"d0 w499\">\u00a0</div>miles de euros,<div class=\"d0 w757\">\u00a0</div>asociado </div><div class=\"po0 fs14 cl2 l362 t3298\" id=\"a13333\">a la baja del pasivo financiero original por intereses<div class=\"d0 w141\">\u00a0</div>devengados en periodos anteriores<div class=\"d0 w265\">\u00a0</div>(que se </div><div class=\"po0 fs14 cl2 l362 t3299\" id=\"a13334\">devengan a la tasa de inter\u00e9s efectivo (\u201cTIE\u201d)) que finalmente no tuvieron<div class=\"d0 w113\">\u00a0</div>que ser pagados.</div><div class=\"po0 fs26 cl2 l362 t3300\" id=\"a13341\">Deuda Super Senior\u2013 </div><div class=\"po0 fs14 cl2 l362 t3301\" id=\"a13345\">Adicionalmente al pr\u00e9stamo<div class=\"d0 w126\">\u00a0</div>Senior y<div class=\"d0 w140\">\u00a0</div>Junior anteriores la<div class=\"d0 w405\">\u00a0</div>Sociedad firm\u00f3 con<div class=\"d0 w331\">\u00a0</div>fecha 8 de<div class=\"d0 w423\">\u00a0</div>abril de </div><div class=\"po0 fs14 cl2 l362 t3302\" id=\"a13346\">2022<div class=\"d0 w63\">\u00a0</div>un<div class=\"d0 w110\">\u00a0</div>contrato para<div class=\"d0 w476\">\u00a0</div>la modificaci\u00f3n<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la deuda<div class=\"d0 w549\">\u00a0</div>Super<div class=\"d0 w236\">\u00a0</div>Senior del<div class=\"d0 w615\">\u00a0</div>a\u00f1o 2018<div class=\"d0 w162\">\u00a0</div>(\u201cSuper </div><div class=\"po0 fs26 cl2 l1962 t3303\" id=\"a13347\">Senior </div><div class=\"po0 fs26 cl2 l362 t3304\" id=\"a13348\">Term &amp; Revolving<div class=\"d0 w324\">\u00a0</div>Facilities Agreement\u201d)</div><div class=\"po0 fs14 cl2 l1963 t3305\" id=\"a13349\"><div class=\"d0 w352\">\u00a0</div>por un importe<div class=\"d0 w332\">\u00a0</div>m\u00e1ximo de hasta<div class=\"d0 w620\">\u00a0</div>240.000 miles de<div class=\"d0 w558\">\u00a0</div>euros. </div><div class=\"po0 fs14 cl2 l362 t3306\" id=\"a13351\">Este acuerdo supuso una ampliaci\u00f3n del plazo<div class=\"d0 w19\">\u00a0</div>de su vencimiento hasta el 30 de junio<div class=\"d0 w24\">\u00a0</div>de 2026, </div><div class=\"po0 fs14 cl2 l362 t3307\" id=\"a13355\">con un coste referenciado a Euribor+5%<div class=\"d0 w300\">\u00a0</div>pagadero en caja. En este sentido, se trata<div class=\"d0 w402\">\u00a0</div>de Euribor a </div><div class=\"po0 fs14 cl2 l362 t3308\" id=\"a13357\">1, 3 o 6<div class=\"d0 w246\">\u00a0</div>meses, en funci\u00f3n de<div class=\"d0 w246\">\u00a0</div>la ventana de liquidaci\u00f3n de intereses<div class=\"d0 w63\">\u00a0</div>elegida por la Sociedad en </div><div class=\"po0 fs14 cl2 l362 t3309\" id=\"a13361\">cada vencimiento de los mismos. Asimismo, la<div class=\"d0 w515\">\u00a0</div>modificaci\u00f3n del acuerdo supuso un cambio de </div><div class=\"po0 fs14 cl2 l362 t3310\" id=\"a13365\">prestamista. </div><div class=\"po0 fs14 cl2 l362 t3311\" id=\"a13368\">Del<div class=\"d0 w34\">\u00a0</div>importe total<div class=\"d0 w228\">\u00a0</div>de la<div class=\"d0 w421\">\u00a0</div>Deuda Super<div class=\"d0 w245\">\u00a0</div>Senior, 160.000<div class=\"d0 w30\">\u00a0</div>miles de<div class=\"d0 w175\">\u00a0</div>euros corresponden<div class=\"d0 w296\">\u00a0</div>a la<div class=\"d0 w475\">\u00a0</div>nueva </div><div class=\"po0 fs14 cl2 l362 t3312\" id=\"a13369\">deuda Super Senior<div class=\"d0 w418\">\u00a0</div>Term Loan Facility, dispuestos<div class=\"d0 w56\">\u00a0</div>en el momento de<div class=\"d0 w30\">\u00a0</div>la Refinanciaci\u00f3n y con </div><div class=\"po0 fs14 cl2 l362 t3313\" id=\"a13370\">los que<div class=\"d0 w366\">\u00a0</div>se procedi\u00f3<div class=\"d0 w17\">\u00a0</div>a cancelar<div class=\"d0 w19\">\u00a0</div>totalmente la anterior<div class=\"d0 w31\">\u00a0</div>deuda Super<div class=\"d0 w27\">\u00a0</div>Senior por<div class=\"d0 w26\">\u00a0</div>el importe<div class=\"d0 w32\">\u00a0</div>de la </div><div class=\"po0 fs14 cl2 l362 t3314\" id=\"a13374\">misma<div class=\"d0 w485\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>19<div class=\"d0 w119\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>abril<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2022,<div class=\"d0 w174\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>80.000<div class=\"d0 w111\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>corresponden<div class=\"d0 w247\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>una<div class=\"d0 w226\">\u00a0</div>l\u00ednea<div class=\"d0 w223\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cr\u00e9dito </div><div class=\"po0 fs14 cl2 l362 t3315\" id=\"a13378\">renovable, deuda Super Senior Revolving Facility, destinada a cubrir<div class=\"d0 w299\">\u00a0</div>necesidades operativas.<div class=\"d0 w1103\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t3316\" id=\"a13381\">En el ejercicio 2024, se han devuelto 40.000 miles de<div class=\"d0 w140\">\u00a0</div>euros de la citada Revolving Facility con el </div><div class=\"po0 fs14 cl2 l340 t3317\" id=\"a13390\">fin de<div class=\"d0 w170\">\u00a0</div>minorar<div class=\"d0 w27\">\u00a0</div>el coste<div class=\"d0 w285\">\u00a0</div>financiero de<div class=\"d0 w293\">\u00a0</div>la Sociedad<div class=\"d0 w404\">\u00a0</div>asociado a<div class=\"d0 w170\">\u00a0</div>dicha deuda,<div class=\"d0 w285\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>lo que<div class=\"d0 w3\">\u00a0</div>a 31<div class=\"d0 w226\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3318\" id=\"a13392\">diciembre de 2024 la Sociedad tiene dispuesto 200.000 miles de euros de la deuda Super Senior </div><div class=\"po0 fs14 cl2 l340 t3319\" id=\"a13394\">(240.000 miles de euros a 31 de diciembre de 2023). </div><div class=\"po0 fs14 cl2 l362 t3320\" id=\"a13402\">La estructura de<div class=\"d0 w621\">\u00a0</div>garant\u00edas de<div class=\"d0 w620\">\u00a0</div>esta deuda<div class=\"d0 w113\">\u00a0</div>Super Senior<div class=\"d0 w725\">\u00a0</div>es la misma<div class=\"d0 w413\">\u00a0</div>que la referida<div class=\"d0 w616\">\u00a0</div>anteriormente </div><div class=\"po0 fs14 cl2 l362 t3321\" id=\"a13403\">respecto a<div class=\"d0 w222\">\u00a0</div>la deuda<div class=\"d0 w247\">\u00a0</div>Senior y<div class=\"d0 w245\">\u00a0</div>Junior de<div class=\"d0 w287\">\u00a0</div>la Sociedad,<div class=\"d0 w248\">\u00a0</div>de tal<div class=\"d0 w421\">\u00a0</div>forma que<div class=\"d0 w334\">\u00a0</div>los acreedores<div class=\"d0 w238\">\u00a0</div>de dicha </div><div class=\"po0 fs14 cl2 l362 t3322\" id=\"a13404\">deuda y<div class=\"d0 w474\">\u00a0</div>los acreedores<div class=\"d0 w60\">\u00a0</div>de la<div class=\"d0 w421\">\u00a0</div>deuda sindicada<div class=\"d0 w30\">\u00a0</div>comparten el<div class=\"d0 w543\">\u00a0</div>mismo paquete<div class=\"d0 w483\">\u00a0</div>de garant\u00edas.<div class=\"d0 w59\">\u00a0</div>No </div><div class=\"po0 fs14 cl2 l362 t3323\" id=\"a13406\">obstante, la deuda Super Senior tiene un rango preferente de cobro y de ejecuci\u00f3n de garant\u00edas </div><div class=\"po0 fs14 cl2 l362 t3324\" id=\"a13407\">respecto de<div class=\"d0 w300\">\u00a0</div>la deuda<div class=\"d0 w478\">\u00a0</div>Senior y<div class=\"d0 w614\">\u00a0</div>Junior en<div class=\"d0 w266\">\u00a0</div>caso de<div class=\"d0 w327\">\u00a0</div>incumplimiento de<div class=\"d0 w686\">\u00a0</div>los contratos<div class=\"d0 w499\">\u00a0</div>de financiaci\u00f3n. </div></div></div></div></div><div class=\"po1 w198 h257 lh0\" id=\"TextBlockContainer2647\"><div class=\"po0 l342 t756 f0\" id=\"div_2641_XBRL_TS_7641ef740b4b4e8594109ffd3ef8d103_5\"><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2642\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2642\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13419\">Finalmente,<div class=\"d0 w273\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>gastos<div class=\"d0 w163\">\u00a0</div>correspondientes<div class=\"d0 w225\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>cancelaci\u00f3n<div class=\"d0 w245\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Deuda<div class=\"d0 w506\">\u00a0</div>Super<div class=\"d0 w297\">\u00a0</div>Senior<div class=\"d0 w249\">\u00a0</div>con<div class=\"d0 w501\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a13421\">anterior prestamista<div class=\"d0 w22\">\u00a0</div>fueron reconocidos en<div class=\"d0 w24\">\u00a0</div>la cuenta </div><div class=\"po0 fs26 cl2 l839 t815\" id=\"a13425\">\u201cOtros gastos financieros\u201d</div><div class=\"po0 fs14 cl2 l1924 t816\" id=\"a13426\"><div class=\"d0 w112\">\u00a0</div>de la<div class=\"d0 w34\">\u00a0</div>cuenta de </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a13428\">resultados consolidada del a\u00f1o<div class=\"d0 w85\">\u00a0</div>2022. Los gastos asociados<div class=\"d0 w567\">\u00a0</div>a la formalizaci\u00f3n de<div class=\"d0 w402\">\u00a0</div>la deuda con el </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a13432\">nuevo prestamista fueron capitalizados y su imputaci\u00f3n a la cuenta de resultados consolidada </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a13436\">se realiza durante la duraci\u00f3n del pr\u00e9stamo utilizando el m\u00e9todo del<div class=\"d0 w515\">\u00a0</div>inter\u00e9s efectivo.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2647\"></div><div class=\"po0 l342 t1312 f0\" id=\"div_2644_XBRL_TS_bba3f982257e4b84bd83cebec7d6573d\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2645\"><div class=\"po1 w198 z0\" id=\"TextContainer2645\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13439\">P\u00f3lizas de cr\u00e9dito \u2013 </div><div class=\"po0 fs14 cl2 l340 t3325\" id=\"a13443\">Bajo<div class=\"d0 w230\">\u00a0</div>este<div class=\"d0 w484\">\u00a0</div>ep\u00edgrafe,<div class=\"d0 w110\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>incluyen<div class=\"d0 w333\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>saldos<div class=\"d0 w420\">\u00a0</div>dispuestos<div class=\"d0 w110\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>l\u00edneas<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>cr\u00e9dito<div class=\"d0 w201\">\u00a0</div>utilizadas<div class=\"d0 w110\">\u00a0</div>para </div><div class=\"po0 fs14 cl2 l340 t3326\" id=\"a13444\">financiar las necesidades operativas de las compa\u00f1\u00edas del Grupo PRISA. Las<div class=\"d0 w392\">\u00a0</div>p\u00f3lizas de cr\u00e9dito </div><div class=\"po0 fs14 cl2 l340 t3327\" id=\"a13446\">se encuentran<div class=\"d0 w265\">\u00a0</div>registradas en<div class=\"d0 w425\">\u00a0</div>el ep\u00edgrafe<div class=\"d0 w147\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1964 t818\" id=\"a13447\">Deudas con<div class=\"d0 w266\">\u00a0</div>entidades de<div class=\"d0 w472\">\u00a0</div>cr\u00e9dito</div><div class=\"po0 fs14 cl2 l1779 t3327\" id=\"a13448\">\u201d del<div class=\"d0 w392\">\u00a0</div>balance de<div class=\"d0 w386\">\u00a0</div>situaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t3328\" id=\"a13449\">consolidado.<div class=\"d0 w226\">\u00a0</div>El<div class=\"d0 w226\">\u00a0</div>tipo<div class=\"d0 w289\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>inter\u00e9s<div class=\"d0 w476\">\u00a0</div>aplicable<div class=\"d0 w369\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>estas<div class=\"d0 w468\">\u00a0</div>p\u00f3lizas<div class=\"d0 w468\">\u00a0</div>es<div class=\"d0 w3\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>Euribor<div class=\"d0 w287\">\u00a0</div>m\u00e1s<div class=\"d0 w335\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>margen<div class=\"d0 w289\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l341 t1312\" id=\"a13450\">mercado.</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfBorrowingsExplanatory",
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    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l802 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1875 t3132 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1084 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1872 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1874 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l802 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1875 t3133 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1084 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1872 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1874 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l802 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1875 t3134 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l528 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1084 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1872 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1874 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l802 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l1875 t3135 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1084 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1872 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1874 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l802 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1875 t3136 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1084 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1872 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1874 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l802 t3137 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1875 t3137 bgc0\">\u00a0</div>\n<div class=\"w1047 po0 h243 l529 t3138 bgc3\">\u00a0</div>\n<div class=\"w1048 po0 h33 l531 t3139 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h243 l1876 t3138 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h74 l1876 t3140 bgc3\">\u00a0</div>\n<div class=\"w1049 po0 h243 l1873 t3138 bgc3\">\u00a0</div>\n<div class=\"w1050 po0 h33 l1877 t3139 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h243 l1878 t3138 bgc3\">\u00a0</div>\n<div class=\"w1051 po0 h33 l1879 t3139 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h243 l720 t3138 bgc3\">\u00a0</div>\n<div class=\"w1051 po0 h33 l1880 t3139 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3141 bgc0\">\u00a0</div>\n<div class=\"w1047 po0 h12 l529 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3141 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3141 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3141 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3141 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3141 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l528 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w1047 po0 h12 l529 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1084 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1084 t3142 bgc0\">\u00a0</div>\n<div class=\"w806 po0 h12 l1871 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1872 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1872 t3142 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1873 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1874 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1874 t3142 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l73 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l802 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l802 t3142 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l729 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h243 l1875 t3138 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1875 t3142 bgc0\">\u00a0</div>\n<div class=\"po1 w1007 z0\" id=\"TextContainer2537\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a12537\">Los saldos de deudas con entidades de cr\u00e9dito a 31 de diciembre de<div class=\"d0 w341\">\u00a0</div>2024, en miles de euros, </div><div class=\"po0 fs14 cl2 l540 t757\" id=\"a12540\">as\u00ed como los l\u00edmites y vencimientos previstos son los siguientes: </div><div class=\"po0 fs38 cl2 l1094 t3143\" id=\"a12544\">Vencimiento </div><div class=\"po0 fs38 cl2 l924 t3144\" id=\"a12546\">L\u00edmite </div><div class=\"po0 fs38 cl2 l1881 t2839\" id=\"a12547\">concedido </div><div class=\"po0 fs38 cl2 l1539 t3145\" id=\"a12549\">Dispuesto con </div><div class=\"po0 fs38 cl2 l1882 t3143\" id=\"a12550\">vencimiento a </div><div class=\"po0 fs38 cl2 l1273 t3146\" id=\"a12551\">corto plazo </div><div class=\"po0 fs38 cl2 l926 t3145\" id=\"a12553\">Dispuesto con </div><div class=\"po0 fs38 cl2 l756 t3143\" id=\"a12554\">vencimiento a </div><div class=\"po0 fs38 cl2 l1883 t3146\" id=\"a12555\">largo plazo </div><div class=\"po0 fs38 cl2 l556 t3147\" id=\"a12557\">Pr\u00e9stamo sindicado Junior (*) </div><div class=\"po0 fs38 cl2 l1884 t3147\" id=\"a12559\">2027 </div><div class=\"po0 fs38 cl2 l1885 t3147\" id=\"a12561\">39.667 </div><div class=\"po0 fs38 cl2 l1886 t3147\" id=\"a12563\">- </div><div class=\"po0 fs38 cl2 l1887 t3147\" id=\"a12565\">39.667 </div><div class=\"po0 fs38 cl2 l556 t3148\" id=\"a12567\">Pr\u00e9stamo sindicado Senior </div><div class=\"po0 fs38 cl2 l1884 t3148\" id=\"a12569\">2026 </div><div class=\"po0 fs38 cl2 l1888 t3148\" id=\"a12571\">575.105 </div><div class=\"po0 fs38 cl2 l1886 t3148\" id=\"a12573\">- </div><div class=\"po0 fs38 cl2 l1889 t3148\" id=\"a12575\">575.105 </div><div class=\"po0 fs38 cl2 l556 t3149\" id=\"a12577\">Deuda Super Senior </div><div class=\"po0 fs38 cl2 l1884 t3149\" id=\"a12579\">2026 </div><div class=\"po0 fs38 cl2 l1888 t3149\" id=\"a12581\">240.000 </div><div class=\"po0 fs38 cl2 l1886 t3149\" id=\"a12583\">- </div><div class=\"po0 fs38 cl2 l1889 t3149\" id=\"a12585\">200.000 </div><div class=\"po0 fs38 cl2 l556 t3150\" id=\"a12587\">Pr\u00e9stamos, p\u00f3lizas de cr\u00e9dito, leasing<div class=\"d0 w828\">\u00a0</div>y otros </div><div class=\"po0 fs38 cl2 l919 t3150\" id=\"a12589\">2025-2027 </div><div class=\"po0 fs38 cl2 l1885 t3150\" id=\"a12593\">40.784 </div><div class=\"po0 fs38 cl2 l1890 t3150\" id=\"a12595\">12.436 </div><div class=\"po0 fs38 cl2 l1686 t3150\" id=\"a12597\">1.622 </div><div class=\"po0 fs38 cl2 l556 t3151\" id=\"a12599\">Intereses<div class=\"d0 w1052\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1884 t3151\" id=\"a12601\">2025 </div><div class=\"po0 fs38 cl2 l1891 t3151\" id=\"a12603\">- </div><div class=\"po0 fs38 cl2 l1890 t3151\" id=\"a12605\">14.134 </div><div class=\"po0 fs38 cl2 l1892 t3151\" id=\"a12607\">- </div><div class=\"po0 fs38 cl2 l556 t3152\" id=\"a12609\">Valor razonable/ Gastos de formalizaci\u00f3n </div><div class=\"po0 fs38 cl2 l1884 t3152\" id=\"a12611\">2027 </div><div class=\"po0 fs38 cl2 l1891 t3152\" id=\"a12613\">- </div><div class=\"po0 fs38 cl2 l1886 t3152\" id=\"a12615\">- </div><div class=\"po0 fs38 cl2 l1893 t3152\" id=\"a12617\">(15.231) </div><div class=\"po0 fs39 cl2 l556 t3153\" id=\"a12619\">Total </div><div class=\"po0 fs39 cl2 l1888 t3153\" id=\"a12622\">895.556 </div><div class=\"po0 fs39 cl2 l1890 t3153\" id=\"a12624\">26.570 </div><div class=\"po0 fs39 cl2 l1889 t3153\" id=\"a12626\">801.163 </div><div class=\"po0 fs32 cl2 l540 t3154\" id=\"a12629\">(*) El importe dispuesto<div class=\"d0 w559\">\u00a0</div>a largo plazo incluye<div class=\"d0 w713\">\u00a0</div>intereses capitalizados<div class=\"d0 w490\">\u00a0</div>por importe 13.907<div class=\"d0 w631\">\u00a0</div>miles de euros a 31 de </div><div class=\"po0 fs32 cl2 l341 t3155\" id=\"a12639\">diciembre de 2024.</div></div></div><div class=\"po1 w1007 h94 lh0\" id=\"TextBlockContainer2540\"><div class=\"w89 po0 h12 l1040 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3156 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3156 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3156 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3156 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3156 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1040 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l1894 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l436 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l625 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h242 l499 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t3157 bgc0\">\u00a0</div>\n<div class=\"w1053 po0 h12 l530 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3157 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3157 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3157 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3157 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l528 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1040 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1894 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l436 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l625 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l499 t3158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l528 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1040 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1894 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l436 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l625 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l499 t3162 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l528 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1040 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1894 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l436 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l625 t2009 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l499 t2009 bgc0\">\u00a0</div>\n<div class=\"w1054 po0 h243 l529 t3163 bgc3\">\u00a0</div>\n<div class=\"w1055 po0 h33 l531 t3164 bgc3\">\u00a0</div>\n<div class=\"w1056 po0 h243 l1041 t3163 bgc3\">\u00a0</div>\n<div class=\"w1056 po0 h194 l1041 t3165 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h243 l1897 t3163 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l1799 t3164 bgc3\">\u00a0</div>\n<div class=\"w1026 po0 h243 l1896 t3163 bgc3\">\u00a0</div>\n<div class=\"w1028 po0 h33 l1898 t3164 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h243 l626 t3163 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h33 l634 t3164 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3166 bgc0\">\u00a0</div>\n<div class=\"w1054 po0 h12 l529 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3166 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3166 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3166 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3166 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3166 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l528 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l528 t3142 bgc0\">\u00a0</div>\n<div class=\"w1054 po0 h12 l529 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1040 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1040 t3142 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l1041 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1894 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1894 t3142 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l1895 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l436 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l436 t3142 bgc0\">\u00a0</div>\n<div class=\"w1026 po0 h12 l1896 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l625 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l625 t3142 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l626 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l499 t3163 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3142 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l499 t3142 bgc0\">\u00a0</div>\n<div class=\"w996 po0 h12 l1361 t3155 bgc1\">\u00a0</div>\n<div class=\"po1 w1007 z0\" id=\"TextContainer2540\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a12642\">Los saldos de deudas con entidades de cr\u00e9dito a 31 de diciembre de<div class=\"d0 w341\">\u00a0</div>2023, en miles de euros, </div><div class=\"po0 fs14 cl2 l540 t1152\" id=\"a12645\">as\u00ed como los l\u00edmites y vencimientos previstos fueron los siguientes: </div><div class=\"po0 fs38 cl2 l659 t3167\" id=\"a12650\">Vencimiento </div><div class=\"po0 fs38 cl2 l952 t3168\" id=\"a12652\">L\u00edmite </div><div class=\"po0 fs38 cl2 l1899 t3169\" id=\"a12653\">concedido </div><div class=\"po0 fs38 cl2 l1900 t3170\" id=\"a12655\">Dispuesto con </div><div class=\"po0 fs38 cl2 l1901 t3167\" id=\"a12656\">vencimiento a </div><div class=\"po0 fs38 cl2 l1902 t3171\" id=\"a12657\">corto plazo </div><div class=\"po0 fs38 cl2 l985 t3170\" id=\"a12659\">Dispuesto con </div><div class=\"po0 fs38 cl2 l1903 t3167\" id=\"a12660\">vencimiento a </div><div class=\"po0 fs38 cl2 l1904 t3171\" id=\"a12661\">largo plazo </div><div class=\"po0 fs38 cl2 l556 t3172\" id=\"a12663\">Pr\u00e9stamo sindicado Junior (*) </div><div class=\"po0 fs38 cl2 l1905 t3172\" id=\"a12665\">2027 </div><div class=\"po0 fs38 cl2 l670 t3172\" id=\"a12667\">86.967 </div><div class=\"po0 fs38 cl2 l1748 t3172\" id=\"a12669\">- </div><div class=\"po0 fs38 cl2 l1906 t3172\" id=\"a12671\">86.967 </div><div class=\"po0 fs38 cl2 l556 t3173\" id=\"a12673\">Pr\u00e9stamo sindicado Senior </div><div class=\"po0 fs38 cl2 l1905 t3173\" id=\"a12675\">2026 </div><div class=\"po0 fs38 cl2 l1096 t3173\" id=\"a12677\">575.105 </div><div class=\"po0 fs38 cl2 l1748 t3173\" id=\"a12679\">- </div><div class=\"po0 fs38 cl2 l1907 t3173\" id=\"a12681\">575.105 </div><div class=\"po0 fs38 cl2 l556 t3174\" id=\"a12683\">Deuda Super Senior </div><div class=\"po0 fs38 cl2 l1905 t3174\" id=\"a12685\">2026 </div><div class=\"po0 fs38 cl2 l1096 t3174\" id=\"a12687\">240.000 </div><div class=\"po0 fs38 cl2 l1748 t3174\" id=\"a12689\">- </div><div class=\"po0 fs38 cl2 l1907 t3174\" id=\"a12691\">240.000 </div><div class=\"po0 fs38 cl2 l556 t3175\" id=\"a12693\">Pr\u00e9stamos, p\u00f3lizas de cr\u00e9dito, leasing<div class=\"d0 w828\">\u00a0</div>y otros </div><div class=\"po0 fs38 cl2 l1775 t3175\" id=\"a12695\">2024-2027 </div><div class=\"po0 fs38 cl2 l670 t3175\" id=\"a12699\">47.287 </div><div class=\"po0 fs38 cl2 l1347 t3175\" id=\"a12701\">21.072 </div><div class=\"po0 fs38 cl2 l1908 t3175\" id=\"a12703\">7.096 </div><div class=\"po0 fs38 cl2 l556 t3176\" id=\"a12705\">Intereses </div><div class=\"po0 fs38 cl2 l1905 t3176\" id=\"a12707\">2024 </div><div class=\"po0 fs38 cl2 l1537 t3176\" id=\"a12709\">- </div><div class=\"po0 fs38 cl2 l1347 t3176\" id=\"a12711\">16.506 </div><div class=\"po0 fs38 cl2 l1909 t3176\" id=\"a12713\">- </div><div class=\"po0 fs38 cl2 l556 t3177\" id=\"a12715\">Valor razonable/ Gastos de formalizaci\u00f3n </div><div class=\"po0 fs38 cl2 l1905 t3177\" id=\"a12717\">2027 </div><div class=\"po0 fs38 cl2 l1537 t3177\" id=\"a12719\">- </div><div class=\"po0 fs38 cl2 l1748 t3177\" id=\"a12721\">- </div><div class=\"po0 fs38 cl2 l1910 t3177\" id=\"a12723\">(23.817) </div><div class=\"po0 fs39 cl2 l556 t3178\" id=\"a12725\">Total </div><div class=\"po0 fs39 cl2 l1096 t3178\" id=\"a12728\">949.359 </div><div class=\"po0 fs39 cl2 l1347 t3178\" id=\"a12730\">37.578 </div><div class=\"po0 fs39 cl2 l1907 t3178\" id=\"a12732\">885.351 </div><div class=\"po0 fs37 cl4 l340 t3179\" id=\"a12734\">.</div><div class=\"po0 fs32 cl2 l1911 t3180\" id=\"a12735\"><div class=\"d0 w708\">\u00a0</div>(*) El importe dispuesto<div class=\"d0 w555\">\u00a0</div>a largo plazo incluye<div class=\"d0 w713\">\u00a0</div>intereses capitalizados<div class=\"d0 w830\">\u00a0</div>por importe 11.207 miles<div class=\"d0 w631\">\u00a0</div>de euros a 31 de </div><div class=\"po0 fs32 cl2 l341 t3181\" id=\"a12742\">diciembre de 2023.</div></div></div><div class=\"po1 w681 h248 lh0\" id=\"TextBlockContainer2557\"><div class=\"po0 l342 t756 f0\" id=\"div_2548_XBRL_TS_c127dc0de58a4ac6a58c3bc7babd746e\"><div class=\"po1 w681 h248 lh0\" id=\"TextBlockContainer2555\"><div class=\"po0 l450 t756 f0\" id=\"div_2549_XBRL_TS_eb62cb0fc1fb491eb937405c583dd3f3\"><div class=\"po1 w198 h247 lh0\" id=\"TextBlockContainer2553\"><div class=\"po0 l342 t756 f0\" id=\"div_2550_XBRL_TS_ef3927c7ca284275b8917b8688a54504\"><div class=\"po1 w198 h247 lh0\" id=\"TextBlockContainer2551\"><div class=\"w89 po0 h12 l1206 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t2205 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t2205 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t2205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1206 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1499 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1913 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1915 t2986 bgc0\">\u00a0</div>\n<div class=\"w1057 po0 h12 l1916 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t2986 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t2986 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t2986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3183 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3184 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3184 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3184 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1914 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1206 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1499 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1913 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t3189 bgc0\">\u00a0</div>\n<div class=\"w1059 po0 h245 l1915 t3190 bgc3\">\u00a0</div>\n<div class=\"w1060 po0 h33 l1917 t3191 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h245 l1918 t3190 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l1919 t3191 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h245 l1763 t3190 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l623 t3191 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3192 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3192 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3192 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1914 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3193 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1206 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3193 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1499 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3193 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1913 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3193 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2551\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12746\">A continuaci\u00f3n<div class=\"d0 w230\">\u00a0</div>se presenta<div class=\"d0 w518\">\u00a0</div>el movimiento<div class=\"d0 w366\">\u00a0</div>de la<div class=\"d0 w295\">\u00a0</div>deuda con<div class=\"d0 w290\">\u00a0</div>entidades de<div class=\"d0 w484\">\u00a0</div>cr\u00e9dito, en<div class=\"d0 w368\">\u00a0</div>miles de </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a12750\">euros, en los ejercicios 2024 y 2023: </div><div class=\"po0 fs38 cl2 l690 t3194\" id=\"a12758\">31.12.2024 </div><div class=\"po0 fs38 cl2 l1920 t3194\" id=\"a12760\">31.12.2023 </div><div class=\"po0 fs39 cl2 l1921 t3195\" id=\"a12762\">Deudas con entidades de cr\u00e9dito<div class=\"d0 w1061\">\u00a0</div>al inicio del per\u00edodo </div><div class=\"po0 fs39 cl2 l1922 t3195\" id=\"a12764\">922.929 </div><div class=\"po0 fs39 cl2 l1841 t3195\" id=\"a12766\">1.011.672 </div><div class=\"po0 fs38 cl2 l1921 t3196\" id=\"a12768\">Amortizaci\u00f3n/ Disposici\u00f3n de deuda<div class=\"d0 w970\">\u00a0</div>(*) </div><div class=\"po0 fs38 cl2 l1923 t3196\" id=\"a12770\">(101.607) </div><div class=\"po0 fs38 cl2 l1924 t3196\" id=\"a12772\">(111.401) </div><div class=\"po0 fs38 cl2 l1921 t3197\" id=\"a12774\">Valor razonable/actual<div class=\"d0 w1062\">\u00a0</div>en instrumentos financieros </div><div class=\"po0 fs38 cl2 l1248 t3197\" id=\"a12776\">8.586<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1925 t3197\" id=\"a12778\">11.982<div class=\"d0 w880\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3198\" id=\"a12780\">Variaci\u00f3n de intereses devengados<div class=\"d0 w1063\">\u00a0</div>no pagados </div><div class=\"po0 fs38 cl2 l1926 t3198\" id=\"a12782\">(3.241) </div><div class=\"po0 fs38 cl2 l1000 t3198\" id=\"a12784\">4.564<div class=\"d0 w1064\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3199\" id=\"a12786\">Coste fijo capitalizable<div class=\"d0 w1065\">\u00a0</div>(PIK) </div><div class=\"po0 fs38 cl2 l652 t3199\" id=\"a12788\">2.700 </div><div class=\"po0 fs38 cl2 l572 t3199\" id=\"a12790\">4.954 </div><div class=\"po0 fs38 cl2 l1921 t3200\" id=\"a12792\">Efecto del tipo de cambio en la deuda </div><div class=\"po0 fs38 cl2 l1926 t3200\" id=\"a12794\">(1.837) </div><div class=\"po0 fs38 cl2 ls9 l1927 t3200\" id=\"a12796\">909<div class=\"d0 w251\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3201\" id=\"a12798\">Otros </div><div class=\"po0 fs38 cl2 ls9 l1928 t3201\" id=\"a12800\">203<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs38 cl2 ls9 l1927 t3201\" id=\"a12802\">249<div class=\"d0 w251\">\u00a0</div></div><div class=\"po0 fs39 cl2 l1921 t3202\" id=\"a12804\">Deuda con entidades de cr\u00e9dito al<div class=\"d0 w1066\">\u00a0</div>final del per\u00edodo </div><div class=\"po0 fs39 cl2 l1922 t3202\" id=\"a12806\">827.733 </div><div class=\"po0 fs39 cl2 l1929 t3202\" id=\"a12808\">922.929 </div><div class=\"po0 fs43 cl2 l1445 t2393\" id=\"a12811\">(*) Movimiento que genera flujo<div class=\"d0 w1067\">\u00a0</div>de efectivo.</div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2555\"></div></div></div></div><div class=\"po1 w681 h253 lh0\" id=\"TextBlockContainer2577\"><div class=\"po0 l342 t756 f0\" id=\"div_2568_XBRL_TS_c127dc0de58a4ac6a58c3bc7babd746e_1\"><div class=\"po1 w681 h252 lh0\" id=\"TextBlockContainer2569\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3204 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1931 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1932 t3204 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1933 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h250 l1930 t2943 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h250 l1932 t2943 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h250 l1934 t2943 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1936 t3205 bgc0\">\u00a0</div>\n<div class=\"w1068 po0 h12 l1937 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3205 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1931 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1932 t3205 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1933 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l1935 t1822 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l1930 t1822 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l1932 t1822 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l1934 t1822 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1935 t3206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1930 t3206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1932 t3206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1934 t3206 bgc0\">\u00a0</div>\n<div class=\"w1069 po0 h251 l1936 t3207 bgc5\">\u00a0</div>\n<div class=\"w1070 po0 h251 l1938 t3207 bgc5\">\u00a0</div>\n<div class=\"w989 po0 h251 l1931 t3207 bgc5\">\u00a0</div>\n<div class=\"w783 po0 h251 l1939 t3207 bgc5\">\u00a0</div>\n<div class=\"w989 po0 h251 l1933 t3207 bgc5\">\u00a0</div>\n<div class=\"w815 po0 h251 l1940 t3207 bgc5\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3208 bgc0\">\u00a0</div>\n<div class=\"w1069 po0 h12 l1936 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3208 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1931 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1932 t3208 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1933 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1935 t3207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3209 bgc0\">\u00a0</div>\n<div class=\"w1069 po0 h12 l1936 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1930 t3207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3209 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1931 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1932 t3207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1932 t3209 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1933 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1934 t3207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3209 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2569\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a12824\">Del<div class=\"d0 w463\">\u00a0</div>total<div class=\"d0 w226\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>deuda<div class=\"d0 w227\">\u00a0</div>con<div class=\"d0 w501\">\u00a0</div>entidades<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>cr\u00e9dito<div class=\"d0 w338\">\u00a0</div>al<div class=\"d0 w381\">\u00a0</div>31<div class=\"d0 w291\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>diciembre<div class=\"d0 w288\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>2024<div class=\"d0 w280\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>98,62%<div class=\"d0 w291\">\u00a0</div>est\u00e1 </div><div class=\"po0 fs14 cl2 l451 t816\" id=\"a12833\">denominado en euros (97,59%<div class=\"d0 w352\">\u00a0</div>a 31 de diciembre de 2023) y el resto en moneda extranjera. </div><div class=\"po0 fs14 cl2 l451 t817\" id=\"a12841\">El tipo de inter\u00e9s medio nominal de la deuda financiera con entidades de cr\u00e9dito del Grupo en </div><div class=\"po0 fs14 cl2 l451 t818\" id=\"a12846\">los ejercicios 2024 y 2023 ha<div class=\"d0 w32\">\u00a0</div>sido del 8,93% y 8,71%, respectivamente. Se<div class=\"d0 w26\">\u00a0</div>trata de una \u201cmedida </div><div class=\"po0 fs14 cl2 l451 t819\" id=\"a12857\">alternativa del rendimiento\u201d definida como el<div class=\"d0 w21\">\u00a0</div>cociente entre el gasto por intereses asociados<div class=\"d0 w18\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l451 t820\" id=\"a12858\">la deuda con entidades de cr\u00e9dito (en base 360) y el promedio de los saldos medios mensuales </div><div class=\"po0 fs14 cl2 l451 t821\" id=\"a12859\">dispuestos (bruto) de las mismas. PRISA utiliza esta magnitud para medir el coste medio de la </div><div class=\"po0 fs14 cl2 l451 t822\" id=\"a12861\">deuda con<div class=\"d0 w354\">\u00a0</div>entidades de<div class=\"d0 w51\">\u00a0</div>cr\u00e9dito, que<div class=\"d0 w425\">\u00a0</div>es el<div class=\"d0 w422\">\u00a0</div>principal<div class=\"d0 w515\">\u00a0</div>pasivo financiero<div class=\"d0 w550\">\u00a0</div>del Grupo.<div class=\"d0 w489\">\u00a0</div>A continuaci\u00f3n, </div><div class=\"po0 fs14 cl2 l451 t823\" id=\"a12862\">se presenta<div class=\"d0 w234\">\u00a0</div>la conciliaci\u00f3n del tipo<div class=\"d0 w167\">\u00a0</div>de inter\u00e9s<div class=\"d0 w129\">\u00a0</div>medio de la<div class=\"d0 w480\">\u00a0</div>deuda con<div class=\"d0 w57\">\u00a0</div>entidades de<div class=\"d0 w48\">\u00a0</div>cr\u00e9dito del </div><div class=\"po0 fs14 cl2 l451 t824\" id=\"a12863\">Grupo para los ejercicios 2024 y 2023 (miles de euros): </div><div class=\"po0 fs32 cl2 l1865 t3210\" id=\"a12870\">31.12.2024 </div><div class=\"po0 fs32 cl2 l767 t3210\" id=\"a12873\">31.12.2023 </div><div class=\"po0 fs32 cl2 l1941 t3211\" id=\"a12876\">Gastos por intereses de deudas con entidades<div class=\"d0 w825\">\u00a0</div>de cr\u00e9dito </div><div class=\"po0 fs32 cl2 l1941 t1761\" id=\"a12877\">(base 360) </div><div class=\"po0 fs22 cl2 l1942 t3212\" id=\"a12878\">(1)</div><div class=\"po0 fs32 cl2 l1928 t3211\" id=\"a12880\">79.115 </div><div class=\"po0 fs32 cl2 l1841 t3211\" id=\"a12882\">82.427 </div><div class=\"po0 fs32 cl2 l1941 t2627\" id=\"a12884\">Deuda con entidades de<div class=\"d0 w426\">\u00a0</div>cr\u00e9dito </div><div class=\"po0 fs22 cl2 l1943 t3213\" id=\"a12885\">(2)</div><div class=\"po0 fs32 cl2 l1944 t2627\" id=\"a12887\">885.793 </div><div class=\"po0 fs32 cl2 l1945 t2627\" id=\"a12889\">946.635 </div><div class=\"po0 fs15 cl2 l1941 t3214\" id=\"a12891\">Inter\u00e9s medio de la deuda<div class=\"d0 w96\">\u00a0</div>con entidades de<div class=\"d0 w559\">\u00a0</div>cr\u00e9dito </div><div class=\"po0 fs15 cl2 l1946 t3214\" id=\"a12893\">8,93% </div><div class=\"po0 fs15 cl2 l1947 t3214\" id=\"a12895\">8,71% </div><div class=\"po0 fs38 cl2 l1948 t3215\" id=\"a12897\">(1)</div><div class=\"po0 fs38 cl2 l1949 t3215\" id=\"a12899\">El gasto por intereses en base 360<div class=\"d0 w29\">\u00a0</div>se calcula multiplicando el gasto por<div class=\"d0 w43\">\u00a0</div>intereses asociados a la deuda<div class=\"d0 w1065\">\u00a0</div>con entidades de </div><div class=\"po0 fs38 cl2 l1949 t3216\" id=\"a12900\">cr\u00e9dito por 360 y dividido por el<div class=\"d0 w97\">\u00a0</div>n\u00famero de d\u00edas transcurridos en<div class=\"d0 w1071\">\u00a0</div>el periodo de reporte, esto es<div class=\"d0 w971\">\u00a0</div>365/366 d\u00edas para </div><div class=\"po0 fs38 cl2 l1949 t3217\" id=\"a12901\">periodos anuales. </div><div class=\"po0 fs38 cl2 l1948 t3218\" id=\"a12904\">(2)</div><div class=\"po0 fs38 cl2 l1949 t3218\" id=\"a12906\">Calculado<div class=\"d0 w61\">\u00a0</div>como<div class=\"d0 w1072\">\u00a0</div>el<div class=\"d0 w1073\">\u00a0</div>promedio<div class=\"d0 w969\">\u00a0</div>de<div class=\"d0 w970\">\u00a0</div>los<div class=\"d0 w1074\">\u00a0</div>saldos<div class=\"d0 w1075\">\u00a0</div>medios<div class=\"d0 w1076\">\u00a0</div>mensuales<div class=\"d0 w1077\">\u00a0</div>dispuestos<div class=\"d0 w1078\">\u00a0</div>con<div class=\"d0 w52\">\u00a0</div>entidades<div class=\"d0 w137\">\u00a0</div>de<div class=\"d0 w1079\">\u00a0</div>cr\u00e9dito<div class=\"d0 w951\">\u00a0</div>(bruto)<div class=\"d0 w50\">\u00a0</div>m\u00e1s<div class=\"d0 w1080\">\u00a0</div>el<div class=\"d0 w1073\">\u00a0</div>no </div><div class=\"po0 fs38 cl2 l1949 t3219\" id=\"a12909\">dispuesto de la deuda Super Senior<div class=\"d0 w1062\">\u00a0</div>(que genera coste financiero).<div class=\"d0 w1065\">\u00a0</div>Por ello, los importes no coinciden<div class=\"d0 w948\">\u00a0</div>con el saldo al cierre </div><div class=\"po0 fs38 cl2 l1949 t3220\" id=\"a12913\">de cada ejercicio. Las deudas con entidades<div class=\"d0 w948\">\u00a0</div>de cr\u00e9dito dispuestas provienen<div class=\"d0 w1066\">\u00a0</div>de la contabilidad interna del Grupo. Para<div class=\"d0 w40\">\u00a0</div>su </div><div class=\"po0 fs38 cl2 l1949 t3221\" id=\"a12915\">c\u00e1lculo, la<div class=\"d0 w1065\">\u00a0</div>Sociedad ha seguido<div class=\"d0 w45\">\u00a0</div>las mismas pol\u00edticas<div class=\"d0 w655\">\u00a0</div>contables que las<div class=\"d0 w1081\">\u00a0</div>aplicadas en los<div class=\"d0 w1082\">\u00a0</div>estados financieros<div class=\"d0 w1083\">\u00a0</div>elaborados de </div><div class=\"po0 fs38 cl2 l1949 t3222\" id=\"a12916\">conformidad con el marco de informaci\u00f3n<div class=\"d0 w1084\">\u00a0</div>financiera aplicable. </div><div class=\"po0 fs14 cl2 l451 t146\" id=\"a12920\">Asimismo, del total de la deuda con<div class=\"d0 w234\">\u00a0</div>entidades de cr\u00e9dito al 31 de diciembre de<div class=\"d0 w129\">\u00a0</div>2024 el 99,21% </div><div class=\"po0 fs14 cl2 l451 t3223\" id=\"a12928\">est\u00e1<div class=\"d0 w368\">\u00a0</div>referenciado a<div class=\"d0 w437\">\u00a0</div>tipo<div class=\"d0 w38\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>inter\u00e9s<div class=\"d0 w21\">\u00a0</div>variable y<div class=\"d0 w278\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>resto<div class=\"d0 w22\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>tipo<div class=\"d0 w38\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>inter\u00e9s<div class=\"d0 w21\">\u00a0</div>fijo<div class=\"d0 w48\">\u00a0</div>(96,32%<div class=\"d0 w480\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>tipo<div class=\"d0 w58\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l475 t3224\" id=\"a12933\">inter\u00e9s variable a 31 de diciembre de 2023).</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2577\"></div><div class=\"po0 l450 t3226 f0\" id=\"div_2571_XBRL_TS_8b53e6f6329e45e0a1030cd788841c40\"><div class=\"po1 w198 h55 lh0\" id=\"TextBlockContainer2572\"><div class=\"po1 w198 z0\" id=\"TextContainer2572\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12938\">De<div class=\"d0 w249\">\u00a0</div>acuerdo<div class=\"d0 w484\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>NIIF<div class=\"d0 w229\">\u00a0</div>13<div class=\"d0 w293\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>realizado<div class=\"d0 w518\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>c\u00e1lculo<div class=\"d0 w169\">\u00a0</div>te\u00f3rico<div class=\"d0 w344\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>valor<div class=\"d0 w390\">\u00a0</div>razonable<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>deuda </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a12939\">financiera. Para ello<div class=\"d0 w424\">\u00a0</div>se ha utilizado<div class=\"d0 w410\">\u00a0</div>el valor de<div class=\"d0 w472\">\u00a0</div>cotizaci\u00f3n de<div class=\"d0 w126\">\u00a0</div>la deuda en<div class=\"d0 w148\">\u00a0</div>el mercado secundario, </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a12940\">seg\u00fan<div class=\"d0 w659\">\u00a0</div>informaci\u00f3n<div class=\"d0 w214\">\u00a0</div>proporcionada<div class=\"d0 w702\">\u00a0</div>por<div class=\"d0 w452\">\u00a0</div>un<div class=\"d0 w318\">\u00a0</div>tercero<div class=\"d0 w704\">\u00a0</div>independiente<div class=\"d0 w678\">\u00a0</div>(variables<div class=\"d0 w301\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>nivel<div class=\"d0 w1085\">\u00a0</div>1, </div><div class=\"po0 fs14 cl2 l340 t765\" id=\"a12942\">estimaciones<div class=\"d0 w225\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>utilizando<div class=\"d0 w475\">\u00a0</div>precios<div class=\"d0 w232\">\u00a0</div>cotizados<div class=\"d0 w391\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>mercados<div class=\"d0 w284\">\u00a0</div>activos).<div class=\"d0 w338\">\u00a0</div>El<div class=\"d0 w98\">\u00a0</div>valor<div class=\"d0 w390\">\u00a0</div>razonable<div class=\"d0 w284\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t760\" id=\"a12943\">pr\u00e9stamo<div class=\"d0 w437\">\u00a0</div>Senior<div class=\"d0 w249\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>Junior,<div class=\"d0 w337\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>deuda<div class=\"d0 w285\">\u00a0</div>Super<div class=\"d0 w297\">\u00a0</div>Senior<div class=\"d0 w5\">\u00a0</div>dispuesta<div class=\"d0 w340\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>intereses<div class=\"d0 w469\">\u00a0</div>devengados </div><div class=\"po0 fs14 cl2 l340 t3225\" id=\"a12948\">pendientes de pago<div class=\"d0 w265\">\u00a0</div>a 31 de diciembre<div class=\"d0 w147\">\u00a0</div>de 2024, seg\u00fan este<div class=\"d0 w403\">\u00a0</div>c\u00e1lculo, ascender\u00eda a<div class=\"d0 w561\">\u00a0</div>816.135 miles de </div><div class=\"po0 fs14 cl2 l340 t2245\" id=\"a12960\">euros resultante de aplicar un<div class=\"d0 w383\">\u00a0</div>descuento medio del 1,45% sobre la<div class=\"d0 w56\">\u00a0</div>obligaci\u00f3n real de pago<div class=\"d0 w39\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l341 t666\" id=\"a12967\">principal e intereses devengados con las entidades acreedoras.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2578\"></div><div class=\"po0 l450 t3228 f0\" id=\"div_2574_XBRL_TS_f3872a0d208a409087b3da12f9f4817d\"><div class=\"po1 w198 h103 lh0\" id=\"TextBlockContainer2575\"><div class=\"po1 w198 z0\" id=\"TextContainer2575\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a12970\">Refinanciaci\u00f3n- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a12974\">En febrero de<div class=\"d0 w343\">\u00a0</div>2022 el Consejo<div class=\"d0 w264\">\u00a0</div>de Administraci\u00f3n de PRISA<div class=\"d0 w333\">\u00a0</div>aprob\u00f3, por unanimidad,<div class=\"d0 w18\">\u00a0</div>la firma </div><div class=\"po0 fs14 cl2 l340 t1302\" id=\"a12975\">de un<div class=\"d0 w58\">\u00a0</div>contrato de compromisos<div class=\"d0 w21\">\u00a0</div>b\u00e1sicos o </div><div class=\"po0 fs26 cl2 l1950 t1009\" id=\"a12976\">\u201clock-up agreement\u201d</div><div class=\"po0 fs14 cl2 l829 t1302\" id=\"a12979\"><div class=\"d0 w112\">\u00a0</div>(el \u201cContrato<div class=\"d0 w34\">\u00a0</div>de Lock-Up\u201d) que </div><div class=\"po0 fs14 cl2 l340 t1303\" id=\"a12983\">incorporaba<div class=\"d0 w304\">\u00a0</div>una<div class=\"d0 w218\">\u00a0</div>hoja<div class=\"d0 w597\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>t\u00e9rminos<div class=\"d0 w154\">\u00a0</div>o </div><div class=\"po0 fs26 cl2 l1951 t953\" id=\"a12984\">\u201cTerm<div class=\"d0 w524\">\u00a0</div>Sheet\u201d</div><div class=\"po0 fs14 cl2 l1952 t1303\" id=\"a12985\"><div class=\"d0 w358\">\u00a0</div>con<div class=\"d0 w676\">\u00a0</div>las<div class=\"d0 w622\">\u00a0</div>condiciones<div class=\"d0 w672\">\u00a0</div>b\u00e1sicas<div class=\"d0 w304\">\u00a0</div>para<div class=\"d0 w310\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3227\" id=\"a12987\">modificaci\u00f3n de<div class=\"d0 w49\">\u00a0</div>la deuda<div class=\"d0 w383\">\u00a0</div>financiera sindicada<div class=\"d0 w231\">\u00a0</div>del Grupo<div class=\"d0 w171\">\u00a0</div>(la \u201cRefinanciaci\u00f3n\u201d). El<div class=\"d0 w98\">\u00a0</div>19 de<div class=\"d0 w395\">\u00a0</div>abril </div><div class=\"po0 fs14 cl2 l340 t863\" id=\"a12988\">de 2022 se produjo la entrada en vigor<div class=\"d0 w47\">\u00a0</div>de la Refinanciaci\u00f3n, una vez que se elevaron a p\u00fablico </div><div class=\"po0 fs14 cl2 l340 t864\" id=\"a12989\">los acuerdos alcanzados con la totalidad de sus<div class=\"d0 w58\">\u00a0</div>acreedores, y que se encuentra vigente a 31 de </div><div class=\"po0 fs14 cl2 l340 t1304\" id=\"a12993\">diciembre de 2024.<div class=\"d0 w618\">\u00a0</div></div></div></div></div></div><div class=\"po1 w502 h111 lh0\" id=\"TextBlockContainer2591\"><div class=\"po0 l342 t756 f0\" id=\"div_2588_XBRL_TS_f3872a0d208a409087b3da12f9f4817d_1\"><div class=\"po1 w502 h111 lh0\" id=\"TextBlockContainer2589\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2589\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a13005\">Por tanto, en el<div class=\"d0 w331\">\u00a0</div>contexto de la<div class=\"d0 w614\">\u00a0</div>Refinanciaci\u00f3n de su<div class=\"d0 w620\">\u00a0</div>deuda financiera,<div class=\"d0 w299\">\u00a0</div>PRISA acord\u00f3 la novaci\u00f3n </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a13009\">de<div class=\"d0 w170\">\u00a0</div>su<div class=\"d0 w166\">\u00a0</div>pr\u00e9stamo<div class=\"d0 w474\">\u00a0</div>sindicado </div><div class=\"po0 fs26 cl2 l1953 t815\" id=\"a13010\">(\u201cOverride<div class=\"d0 w98\">\u00a0</div>Agreement<div class=\"d0 w111\">\u00a0</div>de<div class=\"d0 w382\">\u00a0</div>2013</div><div class=\"po0 fs14 cl2 l1954 t816\" id=\"a13011\">\u201d)<div class=\"d0 w389\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>importe<div class=\"d0 w227\">\u00a0</div>nominal<div class=\"d0 w250\">\u00a0</div>total<div class=\"d0 w226\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a13013\">751.114 miles de euros,<div class=\"d0 w621\">\u00a0</div>que qued\u00f3 estructurado<div class=\"d0 w143\">\u00a0</div>en dos tramos<div class=\"d0 w147\">\u00a0</div>con las siguientes<div class=\"d0 w85\">\u00a0</div>caracter\u00edsticas: </div><div class=\"po0 fs33 cl2 l382 t1373\" id=\"a13017\">-</div><div class=\"po0 fs14 cl2 l383 t1374\" id=\"a13019\">El<div class=\"d0 w111\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>nominal<div class=\"d0 w295\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>deuda<div class=\"d0 w230\">\u00a0</div>Senior<div class=\"d0 w395\">\u00a0</div>qued\u00f3<div class=\"d0 w367\">\u00a0</div>fijado<div class=\"d0 w543\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>575.105<div class=\"d0 w110\">\u00a0</div>miles<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros,<div class=\"d0 w60\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l383 t1376\" id=\"a13020\">inclu\u00eda 5.633 miles de<div class=\"d0 w479\">\u00a0</div>euros de gastos<div class=\"d0 w498\">\u00a0</div>de refinanciaci\u00f3n con<div class=\"d0 w498\">\u00a0</div>las entidades de<div class=\"d0 w341\">\u00a0</div>cr\u00e9dito que </div><div class=\"po0 fs14 cl2 l383 t1377\" id=\"a13021\">increment\u00f3 el<div class=\"d0 w50\">\u00a0</div>principal de<div class=\"d0 w396\">\u00a0</div>la deuda, y<div class=\"d0 w239\">\u00a0</div>con un<div class=\"d0 w47\">\u00a0</div>vencimiento que se<div class=\"d0 w420\">\u00a0</div>extiende hasta el<div class=\"d0 w229\">\u00a0</div>31 </div><div class=\"po0 fs14 cl2 l383 t1378\" id=\"a13023\">de diciembre de 2026.<div class=\"d0 w726\">\u00a0</div></div><div class=\"po0 fs33 cl2 l382 t3229\" id=\"a13025\">-</div><div class=\"po0 fs14 cl2 l383 t3230\" id=\"a13027\">El importe<div class=\"d0 w292\">\u00a0</div>nominal de<div class=\"d0 w248\">\u00a0</div>la deuda<div class=\"d0 w224\">\u00a0</div>Junior qued\u00f3<div class=\"d0 w225\">\u00a0</div>fijado inicialmente<div class=\"d0 w419\">\u00a0</div>en 185.349<div class=\"d0 w229\">\u00a0</div>miles<div class=\"d0 w21\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l383 t3231\" id=\"a13028\">euros, que inclu\u00eda 3.707 miles de euros de gastos de refinanciaci\u00f3n con las entidades de </div><div class=\"po0 fs14 cl2 l383 t3232\" id=\"a13029\">cr\u00e9dito que<div class=\"d0 w50\">\u00a0</div>increment\u00f3 el principal<div class=\"d0 w48\">\u00a0</div>de la<div class=\"d0 w34\">\u00a0</div>deuda y con<div class=\"d0 w383\">\u00a0</div>un vencimiento que<div class=\"d0 w48\">\u00a0</div>se extiende </div><div class=\"po0 fs14 cl2 l383 t1382\" id=\"a13031\">hasta el 30 de junio de 2027.<div class=\"d0 w618\">\u00a0</div></div><div class=\"po0 fs33 cl2 l382 t3233\" id=\"a13033\">-</div><div class=\"po0 fs14 cl2 l383 t3234\" id=\"a13035\">El<div class=\"d0 w110\">\u00a0</div>coste<div class=\"d0 w60\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>deuda<div class=\"d0 w228\">\u00a0</div>Senior se<div class=\"d0 w370\">\u00a0</div>encuentra<div class=\"d0 w17\">\u00a0</div>referenciado al<div class=\"d0 w469\">\u00a0</div>Euribor+5,25%<div class=\"d0 w30\">\u00a0</div>pagadero<div class=\"d0 w49\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l383 t3235\" id=\"a13036\">efectivo,<div class=\"d0 w591\">\u00a0</div>mientas<div class=\"d0 w676\">\u00a0</div>que<div class=\"d0 w302\">\u00a0</div>el<div class=\"d0 w673\">\u00a0</div>coste<div class=\"d0 w744\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>la<div class=\"d0 w641\">\u00a0</div>deuda<div class=\"d0 w599\">\u00a0</div>Junior<div class=\"d0 w155\">\u00a0</div>se<div class=\"d0 w302\">\u00a0</div>encuentra<div class=\"d0 w150\">\u00a0</div>referenciando<div class=\"d0 w640\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l383 t3236\" id=\"a13037\">Euribor+8% pagadero una parte en caja<div class=\"d0 w414\">\u00a0</div>y otra capitalizable. En<div class=\"d0 w125\">\u00a0</div>este sentido, se trata del </div><div class=\"po0 fs14 cl2 l383 t3237\" id=\"a13038\">Euribor a 1,<div class=\"d0 w556\">\u00a0</div>3 o 6<div class=\"d0 w414\">\u00a0</div>meses, en funci\u00f3n<div class=\"d0 w267\">\u00a0</div>de la ventana<div class=\"d0 w584\">\u00a0</div>de liquidaci\u00f3n<div class=\"d0 w584\">\u00a0</div>de intereses elegida<div class=\"d0 w584\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l383 t3238\" id=\"a13040\">la Sociedad en cada vencimiento de los mismos.<div class=\"d0 w1086\">\u00a0</div></div><div class=\"po0 fs33 cl2 l382 t3239\" id=\"a13042\">-</div><div class=\"po0 fs14 cl2 l383 t3240\" id=\"a13044\">Modificaci\u00f3n parcial del paquete de garant\u00edas de la deuda.<div class=\"d0 w1087\">\u00a0</div></div><div class=\"po0 fs33 cl2 l382 t3241\" id=\"a13046\">-</div><div class=\"po0 fs14 cl2 l383 t3242\" id=\"a13048\">Flexibilizaci\u00f3n<div class=\"d0 w173\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>compromisos<div class=\"d0 w394\">\u00a0</div>contractuales<div class=\"d0 w199\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>deuda<div class=\"d0 w230\">\u00a0</div>vigente<div class=\"d0 w281\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>permiti\u00f3, </div><div class=\"po0 fs14 cl2 l383 t3243\" id=\"a13049\">entre<div class=\"d0 w503\">\u00a0</div>otras<div class=\"d0 w340\">\u00a0</div>mejoras,<div class=\"d0 w900\">\u00a0</div>aumentar<div class=\"d0 w373\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>margen<div class=\"d0 w270\">\u00a0</div>operativo<div class=\"d0 w482\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>PRISA<div class=\"d0 w372\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>suavizar<div class=\"d0 w494\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>ratios </div><div class=\"po0 fs14 cl2 l383 t3244\" id=\"a13053\">financieras exigidas por sus actuales contratos. </div><div class=\"po0 fs33 cl2 l382 t3245\" id=\"a13057\">-</div><div class=\"po0 fs14 cl2 l383 t3246\" id=\"a13059\">Se<div class=\"d0 w535\">\u00a0</div>acord\u00f3<div class=\"d0 w439\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>comisi\u00f3n<div class=\"d0 w699\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>refinanciaci\u00f3n,<div class=\"d0 w720\">\u00a0</div>estructuraci\u00f3n<div class=\"d0 w506\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>aseguramiento,<div class=\"d0 w720\">\u00a0</div>que<div class=\"d0 w467\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l383 t3247\" id=\"a13060\">Sociedad pod\u00eda pagar en<div class=\"d0 w60\">\u00a0</div>efectivo o mediante la<div class=\"d0 w27\">\u00a0</div>emisi\u00f3n de acciones. La Sociedad<div class=\"d0 w55\">\u00a0</div>opt\u00f3 </div><div class=\"po0 fs14 cl2 l383 t3248\" id=\"a13061\">por abonar la referida comisi\u00f3n mediante la emisi\u00f3n de acciones, por lo que procedi\u00f3 a </div><div class=\"po0 fs14 cl2 l383 t3249\" id=\"a13062\">emitir<div class=\"d0 w4\">\u00a0</div>32<div class=\"d0 w276\">\u00a0</div>millones<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>nuevas<div class=\"d0 w463\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Sociedad,<div class=\"d0 w280\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>entreg\u00f3<div class=\"d0 w168\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>entidades </div><div class=\"po0 fs14 cl2 l383 t3250\" id=\"a13064\">acreedoras<div class=\"d0 w467\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>aquellas<div class=\"d0 w440\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>actuaron<div class=\"d0 w1024\">\u00a0</div>como<div class=\"d0 w717\">\u00a0</div>estructuradoras<div class=\"d0 w370\">\u00a0</div>y/o<div class=\"d0 w213\">\u00a0</div>aseguradoras<div class=\"d0 w439\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l383 t3251\" id=\"a13065\">Refinanciaci\u00f3n,<div class=\"d0 w210\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>ten\u00edan<div class=\"d0 w195\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>derecho<div class=\"d0 w831\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>suscripci\u00f3n.<div class=\"d0 w242\">\u00a0</div>Las<div class=\"d0 w465\">\u00a0</div>nuevas<div class=\"d0 w205\">\u00a0</div>acciones,<div class=\"d0 w207\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l383 t3252\" id=\"a13066\">representaron un 4,3% del<div class=\"d0 w63\">\u00a0</div>capital social post-ampliaci\u00f3n, permiti\u00f3 alinear los intereses </div><div class=\"po0 fs14 cl2 l383 t3253\" id=\"a13070\">de la<div class=\"d0 w421\">\u00a0</div>Sociedad con<div class=\"d0 w333\">\u00a0</div>los de<div class=\"d0 w395\">\u00a0</div>los nuevos<div class=\"d0 w395\">\u00a0</div>acreedores, aumentando<div class=\"d0 w23\">\u00a0</div>a su<div class=\"d0 w236\">\u00a0</div>vez la<div class=\"d0 w296\">\u00a0</div>liquidez del </div><div class=\"po0 fs14 cl2 l383 t3254\" id=\"a13071\">valor en Bolsa. </div><div class=\"po0 fs14 cl2 l362 t3255\" id=\"a13074\">La<div class=\"d0 w33\">\u00a0</div>Refinanciaci\u00f3n acordada<div class=\"d0 w539\">\u00a0</div>flexibiliz\u00f3 las<div class=\"d0 w227\">\u00a0</div>condiciones<div class=\"d0 w63\">\u00a0</div>de la<div class=\"d0 w250\">\u00a0</div>deuda<div class=\"d0 w24\">\u00a0</div>financiera del<div class=\"d0 w232\">\u00a0</div>Grupo y<div class=\"d0 w237\">\u00a0</div>le </div><div class=\"po0 fs14 cl2 l362 t3256\" id=\"a13075\">dot\u00f3 en<div class=\"d0 w395\">\u00a0</div>esa fecha de<div class=\"d0 w486\">\u00a0</div>una estructura financiera<div class=\"d0 w48\">\u00a0</div>que posibilitaba cumplir<div class=\"d0 w9\">\u00a0</div>con sus<div class=\"d0 w129\">\u00a0</div>compromisos </div><div class=\"po0 fs14 cl2 l362 t3257\" id=\"a13076\">financieros, asegurando la estabilidad del Grupo en el corto y medio<div class=\"d0 w126\">\u00a0</div>plazo. </div><div class=\"po0 fs14 cl2 l362 t3258\" id=\"a13080\">Asimismo, el<div class=\"d0 w477\">\u00a0</div>acuerdo de<div class=\"d0 w338\">\u00a0</div>Refinanciaci\u00f3n supuso<div class=\"d0 w247\">\u00a0</div>una<div class=\"d0 w110\">\u00a0</div>reorganizaci\u00f3n de<div class=\"d0 w199\">\u00a0</div>la deuda<div class=\"d0 w224\">\u00a0</div>en lo<div class=\"d0 w281\">\u00a0</div>que a </div><div class=\"po0 fs14 cl2 l362 t3259\" id=\"a13084\">prestatarios se<div class=\"d0 w48\">\u00a0</div>refiere, de manera<div class=\"d0 w59\">\u00a0</div>que se<div class=\"d0 w48\">\u00a0</div>traspas\u00f3 la deuda<div class=\"d0 w8\">\u00a0</div>financiera que<div class=\"d0 w18\">\u00a0</div>hasta ese momento </div><div class=\"po0 fs14 cl2 l362 t3260\" id=\"a13088\">ostentaba Prisa Activos Educativos, S.A.U. a PRISA. </div><div class=\"po0 fs14 cl2 l340 t3261\" id=\"a13093\">La<div class=\"d0 w333\">\u00a0</div>disminuci\u00f3n<div class=\"d0 w20\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>pr\u00e9stamo sindicado<div class=\"d0 w5\">\u00a0</div>Junior<div class=\"d0 w110\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>el<div class=\"d0 w366\">\u00a0</div>ejercicio 2024<div class=\"d0 w2\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>debe<div class=\"d0 w395\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>amortizaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t3262\" id=\"a13095\">parcial y anticipada de 50.000 miles de euros en abril de 2024, con los fondos procedentes de la </div><div class=\"po0 fs14 cl2 l340 t1942\" id=\"a13100\">Emisi\u00f3n 2024 de<div class=\"d0 w330\">\u00a0</div>las obligaciones<div class=\"d0 w558\">\u00a0</div>convertibles (</div><div class=\"po0 fs26 cl2 l987 t3263\" id=\"a13101\">v\u00e9ase nota 1b</div><div class=\"po0 fs14 cl2 l997 t1942\" id=\"a13102\">), compensado con<div class=\"d0 w410\">\u00a0</div>el incremento<div class=\"d0 w126\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t1977\" id=\"a13103\">el devengo del<div class=\"d0 w51\">\u00a0</div>PIK (intereses<div class=\"d0 w341\">\u00a0</div>capitalizables) del<div class=\"d0 w446\">\u00a0</div>citado pr\u00e9stamo<div class=\"d0 w96\">\u00a0</div>y del efecto<div class=\"d0 w413\">\u00a0</div>del valor<div class=\"d0 w402\">\u00a0</div>razonable </div><div class=\"po0 fs14 cl2 l340 t1282\" id=\"a13104\">(</div><div class=\"po0 fs26 cl2 l1955 t3264\" id=\"a13105\">v\u00e9ase nota 15</div><div class=\"po0 fs14 cl2 l1956 t1282\" id=\"a13106\">). </div><div class=\"po0 fs14 cl2 l362 t3265\" id=\"a13109\">En<div class=\"d0 w32\">\u00a0</div>los contratos<div class=\"d0 w420\">\u00a0</div>financieros se<div class=\"d0 w296\">\u00a0</div>establece el<div class=\"d0 w290\">\u00a0</div>cumplimiento de<div class=\"d0 w480\">\u00a0</div>determinadas ratios<div class=\"d0 w7\">\u00a0</div>trimestrales </div><div class=\"po0 fs14 cl2 l362 t3266\" id=\"a13113\">de car\u00e1cter financiero para<div class=\"d0 w295\">\u00a0</div>el Grupo PRISA (ratios de<div class=\"d0 w418\">\u00a0</div>apalancamiento financiero y servicio de </div><div class=\"po0 fs14 cl2 l362 t3267\" id=\"a13117\">la<div class=\"d0 w59\">\u00a0</div>deuda),<div class=\"d0 w19\">\u00a0</div>cuya aplicaci\u00f3n<div class=\"d0 w280\">\u00a0</div>comenz\u00f3<div class=\"d0 w26\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>30<div class=\"d0 w63\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>junio de<div class=\"d0 w222\">\u00a0</div>2022<div class=\"d0 w63\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>resultan aplicables<div class=\"d0 w389\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>31<div class=\"d0 w63\">\u00a0</div>de </div></div></div></div></div><div class=\"po1 w198 h255 lh0\" id=\"TextBlockContainer2616\"><div class=\"po0 l342 t756 f0\" id=\"div_2600_XBRL_TS_f3872a0d208a409087b3da12f9f4817d_2\"><div class=\"po1 w198 h247 lh0\" id=\"TextBlockContainer2601\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2601\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13128\">diciembre<div class=\"d0 w420\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2024.<div class=\"d0 w98\">\u00a0</div>Asimismo,<div class=\"d0 w174\">\u00a0</div>estos<div class=\"d0 w394\">\u00a0</div>contratos<div class=\"d0 w164\">\u00a0</div>incluyen<div class=\"d0 w164\">\u00a0</div>disposiciones<div class=\"d0 w383\">\u00a0</div>sobre<div class=\"d0 w334\">\u00a0</div>incumplimiento </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a13129\">cruzado,<div class=\"d0 w347\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>podr\u00edan<div class=\"d0 w156\">\u00a0</div>ocasionar,<div class=\"d0 w512\">\u00a0</div>si<div class=\"d0 w588\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>incumplimiento<div class=\"d0 w397\">\u00a0</div>supera<div class=\"d0 w1088\">\u00a0</div>determinados<div class=\"d0 w211\">\u00a0</div>importes,<div class=\"d0 w187\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a13130\">vencimiento anticipado y resoluci\u00f3n<div class=\"d0 w405\">\u00a0</div>de dichos contratos.<div class=\"d0 w113\">\u00a0</div>Desde la fecha de<div class=\"d0 w515\">\u00a0</div>entrada en vigor de </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a13132\">la Refinanciaci\u00f3n<div class=\"d0 w332\">\u00a0</div>no se<div class=\"d0 w147\">\u00a0</div>han producido<div class=\"d0 w478\">\u00a0</div>tales incumplimientos,<div class=\"d0 w1089\">\u00a0</div>ni se<div class=\"d0 w342\">\u00a0</div>prev\u00e9n en<div class=\"d0 w479\">\u00a0</div>los pr\u00f3ximos<div class=\"d0 w631\">\u00a0</div>doce </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a13133\">meses. </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a13136\">Asimismo, el<div class=\"d0 w264\">\u00a0</div>acuerdo de<div class=\"d0 w27\">\u00a0</div>Refinanciaci\u00f3n incluye causas<div class=\"d0 w228\">\u00a0</div>de vencimiento<div class=\"d0 w38\">\u00a0</div>anticipado habituales </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a13137\">en este tipo<div class=\"d0 w411\">\u00a0</div>de contratos,<div class=\"d0 w472\">\u00a0</div>entre las<div class=\"d0 w332\">\u00a0</div>que se incluye<div class=\"d0 w758\">\u00a0</div>el cambio<div class=\"d0 w147\">\u00a0</div>de la estructura<div class=\"d0 w489\">\u00a0</div>de control<div class=\"d0 w324\">\u00a0</div>de PRISA, </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a13140\">entendido como la adquisici\u00f3n,<div class=\"d0 w267\">\u00a0</div>por parte de una<div class=\"d0 w341\">\u00a0</div>o varias personas<div class=\"d0 w251\">\u00a0</div>concertadas entre s\u00ed, de<div class=\"d0 w498\">\u00a0</div>m\u00e1s </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a13141\">del<div class=\"d0 w3\">\u00a0</div>30%<div class=\"d0 w249\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>capital<div class=\"d0 w224\">\u00a0</div>con<div class=\"d0 w389\">\u00a0</div>derecho<div class=\"d0 w391\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>voto<div class=\"d0 w338\">\u00a0</div>(excluyendo<div class=\"d0 w344\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>estos<div class=\"d0 w176\">\u00a0</div>efectos<div class=\"d0 w235\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>actuales<div class=\"d0 w474\">\u00a0</div>accionistas </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a13142\">significativos de la Sociedad). </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a13146\">Finalmente,<div class=\"d0 w164\">\u00a0</div>dentro<div class=\"d0 w518\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>acuerdo<div class=\"d0 w484\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Refinanciaci\u00f3n,<div class=\"d0 w293\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>reparto<div class=\"d0 w58\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>dividendos<div class=\"d0 w55\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>Sociedad </div><div class=\"po0 fs14 cl2 l341 t1465\" id=\"a13147\">queda sujeto a las limitaciones y compromisos adquiridos con<div class=\"d0 w265\">\u00a0</div>los acreedores financieros.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2616\"></div><div class=\"po0 l342 t2944 f0\" id=\"div_2603_XBRL_TS_417077eb9e0c4a39a1539b42b2c18203\"><div class=\"po1 w198 h254 lh0\" id=\"TextBlockContainer2607\"><div class=\"po0 l342 t756 f0\" id=\"div_2604_XBRL_TS_740c244f829a44faa0720cf62160f633\"><div class=\"po1 w198 h254 lh0\" id=\"TextBlockContainer2605\"><div class=\"po1 w198 z0\" id=\"TextContainer2605\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13151\">Otros aspectos de la deuda- </div><div class=\"po0 fs14 cl2 l340 t3268\" id=\"a13155\">La estructura de garant\u00edas para la deuda refinanciada sigue el<div class=\"d0 w341\">\u00a0</div>siguiente esquema: </div><div class=\"po0 fs26 cl2 l340 t3269\" id=\"a13158\">Garant\u00edas personales </div><div class=\"po0 fs14 cl2 l340 t3270\" id=\"a13161\">La<div class=\"d0 w485\">\u00a0</div>deuda<div class=\"d0 w230\">\u00a0</div>Senior<div class=\"d0 w286\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>Junior,<div class=\"d0 w31\">\u00a0</div>tal<div class=\"d0 w223\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>como<div class=\"d0 w344\">\u00a0</div>fue<div class=\"d0 w164\">\u00a0</div>refinanciada<div class=\"d0 w165\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>abril<div class=\"d0 w223\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2022,<div class=\"d0 w229\">\u00a0</div>qued\u00f3<div class=\"d0 w367\">\u00a0</div>garantizada </div><div class=\"po0 fs14 cl2 l340 t3271\" id=\"a13165\">solidariamente</div><div class=\"po0 fs14 cl2 l1957 t3271\" id=\"a13167\">por<div class=\"d0 w1090\">\u00a0</div>Promotora<div class=\"d0 w456\">\u00a0</div>de<div class=\"d0 w315\">\u00a0</div>Informaciones,<div class=\"d0 w1091\">\u00a0</div>S.A.<div class=\"d0 w1092\">\u00a0</div>y<div class=\"d0 w1093\">\u00a0</div>las<div class=\"d0 w666\">\u00a0</div>sociedades<div class=\"d0 w1091\">\u00a0</div>Prisa<div class=\"d0 w1094\">\u00a0</div>Activos </div><div class=\"po0 fs14 cl2 l340 t3272\" id=\"a13168\">Educativos, S.A.U., Diario<div class=\"d0 w424\">\u00a0</div>El Pa\u00eds, S.L.U.,<div class=\"d0 w147\">\u00a0</div>Grupo Santillana<div class=\"d0 w85\">\u00a0</div>Educaci\u00f3n Global, S.L.U.,<div class=\"d0 w621\">\u00a0</div>Santillana </div><div class=\"po0 fs14 cl2 l340 t3273\" id=\"a13173\">Latam, S.L.U., Prisa Media S.A.U., y Prisa Gesti\u00f3n Financiera, S.L.U. </div><div class=\"po0 fs26 cl2 l340 t3274\" id=\"a13178\">Garant\u00edas reales </div><div class=\"po0 fs14 cl2 l340 t3275\" id=\"a13181\">Como consecuencia de la Refinanciaci\u00f3n,<div class=\"d0 w532\">\u00a0</div>PRISA otorg\u00f3 prenda<div class=\"d0 w514\">\u00a0</div>sobre ciertas cuentas corrientes </div><div class=\"po0 fs14 cl2 l340 t3276\" id=\"a13187\">de su<div class=\"d0 w361\">\u00a0</div>titularidad y,<div class=\"d0 w39\">\u00a0</div>por otra<div class=\"d0 w23\">\u00a0</div>parte, los<div class=\"d0 w39\">\u00a0</div>garantes tienen<div class=\"d0 w48\">\u00a0</div>otorgadas prendas, seg\u00fan<div class=\"d0 w345\">\u00a0</div>corresponda </div><div class=\"po0 fs14 cl2 l340 t1798\" id=\"a13188\">sobre acciones y participaciones representativos del capital de algunas sociedades<div class=\"d0 w251\">\u00a0</div>del Grupo y </div><div class=\"po0 fs14 cl2 l340 t3277\" id=\"a13189\">sobre<div class=\"d0 w256\">\u00a0</div>ciertas<div class=\"d0 w408\">\u00a0</div>cuentas<div class=\"d0 w602\">\u00a0</div>bancarias<div class=\"d0 w189\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>su<div class=\"d0 w256\">\u00a0</div>titularidad,<div class=\"d0 w195\">\u00a0</div>todo<div class=\"d0 w534\">\u00a0</div>ello<div class=\"d0 w151\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>garant\u00eda<div class=\"d0 w348\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>los<div class=\"d0 w194\">\u00a0</div>referidos </div><div class=\"po0 fs14 cl2 l340 t3278\" id=\"a13191\">acreedores. </div><div class=\"po0 fs14 cl2 l340 t3279\" id=\"a13194\">Se constituy\u00f3 tambi\u00e9n garant\u00eda real sobre las participaciones de Prisa Radio, S.A.U. (80% de su </div><div class=\"po0 fs14 cl2 l340 t3280\" id=\"a13198\">capital social) y<div class=\"d0 w129\">\u00a0</div>sobre el 100%<div class=\"d0 w264\">\u00a0</div>de las participaciones<div class=\"d0 w21\">\u00a0</div>(100% del capital social)<div class=\"d0 w17\">\u00a0</div>de Prisa Activos </div><div class=\"po0 fs14 cl2 l340 t3281\" id=\"a13199\">Educativos,<div class=\"d0 w383\">\u00a0</div>S.A.U.,<div class=\"d0 w110\">\u00a0</div>Prisa<div class=\"d0 w39\">\u00a0</div>Media,<div class=\"d0 w368\">\u00a0</div>S.A.U.,<div class=\"d0 w9\">\u00a0</div>Prisa<div class=\"d0 w383\">\u00a0</div>Gesti\u00f3n<div class=\"d0 w21\">\u00a0</div>Financiera,<div class=\"d0 w295\">\u00a0</div>S.L.U.<div class=\"d0 w129\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>Grupo<div class=\"d0 w57\">\u00a0</div>Santillana </div><div class=\"po0 fs14 cl2 l340 t3282\" id=\"a13204\">Educaci\u00f3n<div class=\"d0 w1095\">\u00a0</div>Global.,<div class=\"d0 w1096\">\u00a0</div>S.L.U.<div class=\"d0 w1097\">\u00a0</div>asegurando<div class=\"d0 w689\">\u00a0</div>la<div class=\"d0 w1098\">\u00a0</div>deuda<div class=\"d0 w1099\">\u00a0</div>refinanciada.<div class=\"d0 w1100\">\u00a0</div>Igualmente,<div class=\"d0 w1101\">\u00a0</div>dada<div class=\"d0 w688\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l340 t3283\" id=\"a13205\">significatividad en el<div class=\"d0 w446\">\u00a0</div>grupo, se constituy\u00f3<div class=\"d0 w147\">\u00a0</div>garant\u00eda real sobre<div class=\"d0 w324\">\u00a0</div>el 100% de<div class=\"d0 w342\">\u00a0</div>las acciones de<div class=\"d0 w326\">\u00a0</div>Editora </div><div class=\"po0 fs14 cl2 l341 t3284\" id=\"a13206\">Moderna Ltda. (Brasil).</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2617\"></div><div class=\"po0 l342 t3285 f0\" id=\"div_2609_XBRL_TS_82558c30578845aabb447bc013bb3e4a\"><div class=\"po1 w198 h55 lh0\" id=\"TextBlockContainer2613\"><div class=\"po1 w198 z0\" id=\"TextContainer2613\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13210\">Aspectos contables de la Refinanciaci\u00f3n en 2022 </div></div><div class=\"po0 l342 t762 f0\" id=\"div_2610_XBRL_TS_31df1fe18c3a4b2d997eb7e0582351d2\"><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer2611\"><div class=\"po1 w198 z0\" id=\"TextContainer2611\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13215\">La Sociedad realiz\u00f3<div class=\"d0 w20\">\u00a0</div>un an\u00e1lisis de<div class=\"d0 w48\">\u00a0</div>las condiciones acordadas en<div class=\"d0 w9\">\u00a0</div>el marco de<div class=\"d0 w32\">\u00a0</div>la Refinanciaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13221\">concluy\u00e9ndose<div class=\"d0 w273\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>mismas<div class=\"d0 w4\">\u00a0</div>constitu\u00edan<div class=\"d0 w339\">\u00a0</div>una<div class=\"d0 w339\">\u00a0</div>modificaci\u00f3n<div class=\"d0 w468\">\u00a0</div>sustancial<div class=\"d0 w900\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>condiciones </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13225\">anteriores desde un punto<div class=\"d0 w299\">\u00a0</div>de vista cualitativo.<div class=\"d0 w515\">\u00a0</div>Esto supuso la cancelaci\u00f3n<div class=\"d0 w126\">\u00a0</div>del pasivo financiero </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a13237\">original y<div class=\"d0 w620\">\u00a0</div>se reconoci\u00f3<div class=\"d0 w532\">\u00a0</div>un nuevo<div class=\"d0 w326\">\u00a0</div>pasivo derivado<div class=\"d0 w387\">\u00a0</div>de la<div class=\"d0 w387\">\u00a0</div>Refinanciaci\u00f3n. El<div class=\"d0 w330\">\u00a0</div>reconocimiento inicial </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a13241\">del pasivo<div class=\"d0 w326\">\u00a0</div>financiero se<div class=\"d0 w560\">\u00a0</div>realiz\u00f3<div class=\"d0 w15\">\u00a0</div>a valor<div class=\"d0 w148\">\u00a0</div>razonable, lo<div class=\"d0 w713\">\u00a0</div>que supuso<div class=\"d0 w329\">\u00a0</div>el reconocimiento<div class=\"d0 w559\">\u00a0</div>de un<div class=\"d0 w148\">\u00a0</div>ingreso </div><div class=\"po0 fs14 cl2 l340 t1010\" id=\"a13252\">financiero<div class=\"d0 w334\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>2022<div class=\"d0 w476\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>importe<div class=\"d0 w227\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>38.285<div class=\"d0 w98\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l1958 t1741\" id=\"a13255\">\u201cValor<div class=\"d0 w282\">\u00a0</div>razonable<div class=\"d0 w287\">\u00a0</div>en </div></div></div></div></div></div></div><div class=\"po1 w502 h256 lh0\" id=\"TextBlockContainer2633\"><div class=\"po0 l464 t756 f0\" id=\"div_2627_XBRL_TS_31df1fe18c3a4b2d997eb7e0582351d2_1\"><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2631\"><div class=\"po0 l342 t756 f0\" id=\"div_2628_XBRL_TS_82558c30578845aabb447bc013bb3e4a_1\"><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2629\"><img alt=\"doc2p9i1\" class=\"po0 l349 t1473 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t1474 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2629\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13265\">instrumentos financieros\u201d</div><div class=\"po0 fs14 cl2 l1959 t756\" id=\"a13266\"><div class=\"d0 w613\">\u00a0</div>de la cuenta de resultados consolidada,<div class=\"d0 w1102\">\u00a0</div>por la diferencia entre el valor </div><div class=\"po0 fs14 cl2 l340 t3286\" id=\"a13271\">nominal de<div class=\"d0 w19\">\u00a0</div>la deuda refinanciada<div class=\"d0 w231\">\u00a0</div>que ostentaba el<div class=\"d0 w22\">\u00a0</div>Grupo y<div class=\"d0 w32\">\u00a0</div>su valor razonable<div class=\"d0 w8\">\u00a0</div>en la<div class=\"d0 w19\">\u00a0</div>fecha de </div><div class=\"po0 fs14 cl2 l340 t859\" id=\"a13274\">registro inicial. A partir<div class=\"d0 w49\">\u00a0</div>de ese momento, tal diferencia de<div class=\"d0 w32\">\u00a0</div>valor ha sido<div class=\"d0 w47\">\u00a0</div>imputada como gasto </div><div class=\"po0 fs14 cl2 l340 t860\" id=\"a13284\">en<div class=\"d0 w281\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>cuenta<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>resultados<div class=\"d0 w368\">\u00a0</div>consolidada<div class=\"d0 w361\">\u00a0</div>utilizando<div class=\"d0 w361\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>m\u00e9todo<div class=\"d0 w230\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>inter\u00e9s<div class=\"d0 w296\">\u00a0</div>efectivo<div class=\"d0 w233\">\u00a0</div>durante<div class=\"d0 w229\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l341 t1311\" id=\"a13287\">vigencia de la Refinanciaci\u00f3n.</div></div></div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer2633\"><div class=\"po0 fs14 cl2 l362 t2865\" id=\"a13291\">Asimismo, la totalidad de los gastos y<div class=\"d0 w50\">\u00a0</div>comisiones correspondientes a la Refinanciaci\u00f3n fueron </div><div class=\"po0 fs14 cl2 l362 t3287\" id=\"a13294\">reconocidos<div class=\"d0 w149\">\u00a0</div>en<div class=\"d0 w310\">\u00a0</div>la<div class=\"d0 w641\">\u00a0</div>cuenta </div><div class=\"po0 fs26 cl2 l424 t1319\" id=\"a13295\">\u201cGastos<div class=\"d0 w925\">\u00a0</div>de<div class=\"d0 w842\">\u00a0</div>formalizaci\u00f3n<div class=\"d0 w636\">\u00a0</div>de<div class=\"d0 w152\">\u00a0</div>deuda\u201d</div><div class=\"po0 fs14 cl2 l1537 t3287\" id=\"a13296\"><div class=\"d0 w637\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>la<div class=\"d0 w641\">\u00a0</div>cuenta<div class=\"d0 w643\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>resultados </div><div class=\"po0 fs14 cl2 l362 t3288\" id=\"a13298\">consolidada<div class=\"d0 w533\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>ejercicio<div class=\"d0 w432\">\u00a0</div>2022,<div class=\"d0 w204\">\u00a0</div>incluyendo,<div class=\"d0 w448\">\u00a0</div>entre<div class=\"d0 w263\">\u00a0</div>otros,<div class=\"d0 w434\">\u00a0</div>diversas<div class=\"d0 w462\">\u00a0</div>comisiones,<div class=\"d0 w496\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>forma<div class=\"d0 w1024\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t3289\" id=\"a13302\">descuento<div class=\"d0 w889\">\u00a0</div>inicial<div class=\"d0 w348\">\u00a0</div>(\u201cOID\u201d)<div class=\"d0 w260\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>comisiones<div class=\"d0 w208\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>participaci\u00f3n<div class=\"d0 w941\">\u00a0</div>(\u201cconsent<div class=\"d0 w749\">\u00a0</div>fees\u201d)<div class=\"d0 w636\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>otros<div class=\"d0 w151\">\u00a0</div>gastos </div><div class=\"po0 fs14 cl2 l362 t3290\" id=\"a13303\">asociados, por<div class=\"d0 w238\">\u00a0</div>importe total<div class=\"d0 w24\">\u00a0</div>de 23.505<div class=\"d0 w30\">\u00a0</div>miles de<div class=\"d0 w368\">\u00a0</div>euros. Adicionalmente, se<div class=\"d0 w222\">\u00a0</div>reconoci\u00f3 un gasto </div><div class=\"po0 fs14 cl2 l362 t3291\" id=\"a13305\">financiero<div class=\"d0 w50\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>importe<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>20.288 miles<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>euros<div class=\"d0 w20\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>concepto<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w31\">\u00a0</div>comisi\u00f3n<div class=\"d0 w18\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>refinanciaci\u00f3n, </div><div class=\"po0 fs14 cl2 l362 t3292\" id=\"a13310\">estructuraci\u00f3n<div class=\"d0 w436\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>aseguramiento,<div class=\"d0 w720\">\u00a0</div>que<div class=\"d0 w467\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>Sociedad<div class=\"d0 w440\">\u00a0</div>opt\u00f3<div class=\"d0 w504\">\u00a0</div>por<div class=\"d0 w510\">\u00a0</div>pagar<div class=\"d0 w25\">\u00a0</div>mediante<div class=\"d0 w510\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>emisi\u00f3n<div class=\"d0 w440\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t3293\" id=\"a13314\">acciones,<div class=\"d0 w709\">\u00a0</div>seg\u00fan lo comentado anteriormente. </div><div class=\"po0 fs14 cl2 l362 t3294\" id=\"a13324\">Finalmente,<div class=\"d0 w416\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>registr\u00f3<div class=\"d0 w435\">\u00a0</div>un<div class=\"d0 w398\">\u00a0</div>impacto<div class=\"d0 w507\">\u00a0</div>positivo<div class=\"d0 w207\">\u00a0</div>en<div class=\"d0 w242\">\u00a0</div>2022<div class=\"d0 w210\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l1960 t3295\" id=\"a13330\">\u201cVariaci\u00f3n<div class=\"d0 w460\">\u00a0</div>de<div class=\"d0 w552\">\u00a0</div>valor<div class=\"d0 w398\">\u00a0</div>de </div><div class=\"po0 fs26 cl2 l362 t3296\" id=\"a13331\">instrumentos financieros\u201d </div><div class=\"po0 fs14 cl2 l1961 t3297\" id=\"a13332\">del resultado<div class=\"d0 w516\">\u00a0</div>financiero por<div class=\"d0 w266\">\u00a0</div>importe de 23.434<div class=\"d0 w499\">\u00a0</div>miles de euros,<div class=\"d0 w757\">\u00a0</div>asociado </div><div class=\"po0 fs14 cl2 l362 t3298\" id=\"a13333\">a la baja del pasivo financiero original por intereses<div class=\"d0 w141\">\u00a0</div>devengados en periodos anteriores<div class=\"d0 w265\">\u00a0</div>(que se </div><div class=\"po0 fs14 cl2 l362 t3299\" id=\"a13334\">devengan a la tasa de inter\u00e9s efectivo (\u201cTIE\u201d)) que finalmente no tuvieron<div class=\"d0 w113\">\u00a0</div>que ser pagados.</div><div class=\"po0 fs26 cl2 l362 t3300\" id=\"a13341\">Deuda Super Senior\u2013 </div><div class=\"po0 fs14 cl2 l362 t3301\" id=\"a13345\">Adicionalmente al pr\u00e9stamo<div class=\"d0 w126\">\u00a0</div>Senior y<div class=\"d0 w140\">\u00a0</div>Junior anteriores la<div class=\"d0 w405\">\u00a0</div>Sociedad firm\u00f3 con<div class=\"d0 w331\">\u00a0</div>fecha 8 de<div class=\"d0 w423\">\u00a0</div>abril de </div><div class=\"po0 fs14 cl2 l362 t3302\" id=\"a13346\">2022<div class=\"d0 w63\">\u00a0</div>un<div class=\"d0 w110\">\u00a0</div>contrato para<div class=\"d0 w476\">\u00a0</div>la modificaci\u00f3n<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la deuda<div class=\"d0 w549\">\u00a0</div>Super<div class=\"d0 w236\">\u00a0</div>Senior del<div class=\"d0 w615\">\u00a0</div>a\u00f1o 2018<div class=\"d0 w162\">\u00a0</div>(\u201cSuper </div><div class=\"po0 fs26 cl2 l1962 t3303\" id=\"a13347\">Senior </div><div class=\"po0 fs26 cl2 l362 t3304\" id=\"a13348\">Term &amp; Revolving<div class=\"d0 w324\">\u00a0</div>Facilities Agreement\u201d)</div><div class=\"po0 fs14 cl2 l1963 t3305\" id=\"a13349\"><div class=\"d0 w352\">\u00a0</div>por un importe<div class=\"d0 w332\">\u00a0</div>m\u00e1ximo de hasta<div class=\"d0 w620\">\u00a0</div>240.000 miles de<div class=\"d0 w558\">\u00a0</div>euros. </div><div class=\"po0 fs14 cl2 l362 t3306\" id=\"a13351\">Este acuerdo supuso una ampliaci\u00f3n del plazo<div class=\"d0 w19\">\u00a0</div>de su vencimiento hasta el 30 de junio<div class=\"d0 w24\">\u00a0</div>de 2026, </div><div class=\"po0 fs14 cl2 l362 t3307\" id=\"a13355\">con un coste referenciado a Euribor+5%<div class=\"d0 w300\">\u00a0</div>pagadero en caja. En este sentido, se trata<div class=\"d0 w402\">\u00a0</div>de Euribor a </div><div class=\"po0 fs14 cl2 l362 t3308\" id=\"a13357\">1, 3 o 6<div class=\"d0 w246\">\u00a0</div>meses, en funci\u00f3n de<div class=\"d0 w246\">\u00a0</div>la ventana de liquidaci\u00f3n de intereses<div class=\"d0 w63\">\u00a0</div>elegida por la Sociedad en </div><div class=\"po0 fs14 cl2 l362 t3309\" id=\"a13361\">cada vencimiento de los mismos. Asimismo, la<div class=\"d0 w515\">\u00a0</div>modificaci\u00f3n del acuerdo supuso un cambio de </div><div class=\"po0 fs14 cl2 l362 t3310\" id=\"a13365\">prestamista. </div><div class=\"po0 fs14 cl2 l362 t3311\" id=\"a13368\">Del<div class=\"d0 w34\">\u00a0</div>importe total<div class=\"d0 w228\">\u00a0</div>de la<div class=\"d0 w421\">\u00a0</div>Deuda Super<div class=\"d0 w245\">\u00a0</div>Senior, 160.000<div class=\"d0 w30\">\u00a0</div>miles de<div class=\"d0 w175\">\u00a0</div>euros corresponden<div class=\"d0 w296\">\u00a0</div>a la<div class=\"d0 w475\">\u00a0</div>nueva </div><div class=\"po0 fs14 cl2 l362 t3312\" id=\"a13369\">deuda Super Senior<div class=\"d0 w418\">\u00a0</div>Term Loan Facility, dispuestos<div class=\"d0 w56\">\u00a0</div>en el momento de<div class=\"d0 w30\">\u00a0</div>la Refinanciaci\u00f3n y con </div><div class=\"po0 fs14 cl2 l362 t3313\" id=\"a13370\">los que<div class=\"d0 w366\">\u00a0</div>se procedi\u00f3<div class=\"d0 w17\">\u00a0</div>a cancelar<div class=\"d0 w19\">\u00a0</div>totalmente la anterior<div class=\"d0 w31\">\u00a0</div>deuda Super<div class=\"d0 w27\">\u00a0</div>Senior por<div class=\"d0 w26\">\u00a0</div>el importe<div class=\"d0 w32\">\u00a0</div>de la </div><div class=\"po0 fs14 cl2 l362 t3314\" id=\"a13374\">misma<div class=\"d0 w485\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>19<div class=\"d0 w119\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>abril<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2022,<div class=\"d0 w174\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>80.000<div class=\"d0 w111\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>corresponden<div class=\"d0 w247\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>una<div class=\"d0 w226\">\u00a0</div>l\u00ednea<div class=\"d0 w223\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cr\u00e9dito </div><div class=\"po0 fs14 cl2 l362 t3315\" id=\"a13378\">renovable, deuda Super Senior Revolving Facility, destinada a cubrir<div class=\"d0 w299\">\u00a0</div>necesidades operativas.<div class=\"d0 w1103\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t3316\" id=\"a13381\">En el ejercicio 2024, se han devuelto 40.000 miles de<div class=\"d0 w140\">\u00a0</div>euros de la citada Revolving Facility con el </div><div class=\"po0 fs14 cl2 l340 t3317\" id=\"a13390\">fin de<div class=\"d0 w170\">\u00a0</div>minorar<div class=\"d0 w27\">\u00a0</div>el coste<div class=\"d0 w285\">\u00a0</div>financiero de<div class=\"d0 w293\">\u00a0</div>la Sociedad<div class=\"d0 w404\">\u00a0</div>asociado a<div class=\"d0 w170\">\u00a0</div>dicha deuda,<div class=\"d0 w285\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>lo que<div class=\"d0 w3\">\u00a0</div>a 31<div class=\"d0 w226\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3318\" id=\"a13392\">diciembre de 2024 la Sociedad tiene dispuesto 200.000 miles de euros de la deuda Super Senior </div><div class=\"po0 fs14 cl2 l340 t3319\" id=\"a13394\">(240.000 miles de euros a 31 de diciembre de 2023). </div><div class=\"po0 fs14 cl2 l362 t3320\" id=\"a13402\">La estructura de<div class=\"d0 w621\">\u00a0</div>garant\u00edas de<div class=\"d0 w620\">\u00a0</div>esta deuda<div class=\"d0 w113\">\u00a0</div>Super Senior<div class=\"d0 w725\">\u00a0</div>es la misma<div class=\"d0 w413\">\u00a0</div>que la referida<div class=\"d0 w616\">\u00a0</div>anteriormente </div><div class=\"po0 fs14 cl2 l362 t3321\" id=\"a13403\">respecto a<div class=\"d0 w222\">\u00a0</div>la deuda<div class=\"d0 w247\">\u00a0</div>Senior y<div class=\"d0 w245\">\u00a0</div>Junior de<div class=\"d0 w287\">\u00a0</div>la Sociedad,<div class=\"d0 w248\">\u00a0</div>de tal<div class=\"d0 w421\">\u00a0</div>forma que<div class=\"d0 w334\">\u00a0</div>los acreedores<div class=\"d0 w238\">\u00a0</div>de dicha </div><div class=\"po0 fs14 cl2 l362 t3322\" id=\"a13404\">deuda y<div class=\"d0 w474\">\u00a0</div>los acreedores<div class=\"d0 w60\">\u00a0</div>de la<div class=\"d0 w421\">\u00a0</div>deuda sindicada<div class=\"d0 w30\">\u00a0</div>comparten el<div class=\"d0 w543\">\u00a0</div>mismo paquete<div class=\"d0 w483\">\u00a0</div>de garant\u00edas.<div class=\"d0 w59\">\u00a0</div>No </div><div class=\"po0 fs14 cl2 l362 t3323\" id=\"a13406\">obstante, la deuda Super Senior tiene un rango preferente de cobro y de ejecuci\u00f3n de garant\u00edas </div><div class=\"po0 fs14 cl2 l362 t3324\" id=\"a13407\">respecto de<div class=\"d0 w300\">\u00a0</div>la deuda<div class=\"d0 w478\">\u00a0</div>Senior y<div class=\"d0 w614\">\u00a0</div>Junior en<div class=\"d0 w266\">\u00a0</div>caso de<div class=\"d0 w327\">\u00a0</div>incumplimiento de<div class=\"d0 w686\">\u00a0</div>los contratos<div class=\"d0 w499\">\u00a0</div>de financiaci\u00f3n. </div></div></div><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2642\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2642\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13419\">Finalmente,<div class=\"d0 w273\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>gastos<div class=\"d0 w163\">\u00a0</div>correspondientes<div class=\"d0 w225\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>cancelaci\u00f3n<div class=\"d0 w245\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Deuda<div class=\"d0 w506\">\u00a0</div>Super<div class=\"d0 w297\">\u00a0</div>Senior<div class=\"d0 w249\">\u00a0</div>con<div class=\"d0 w501\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a13421\">anterior prestamista<div class=\"d0 w22\">\u00a0</div>fueron reconocidos en<div class=\"d0 w24\">\u00a0</div>la cuenta </div><div class=\"po0 fs26 cl2 l839 t815\" id=\"a13425\">\u201cOtros gastos financieros\u201d</div><div class=\"po0 fs14 cl2 l1924 t816\" id=\"a13426\"><div class=\"d0 w112\">\u00a0</div>de la<div class=\"d0 w34\">\u00a0</div>cuenta de </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a13428\">resultados consolidada del a\u00f1o<div class=\"d0 w85\">\u00a0</div>2022. Los gastos asociados<div class=\"d0 w567\">\u00a0</div>a la formalizaci\u00f3n de<div class=\"d0 w402\">\u00a0</div>la deuda con el </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a13432\">nuevo prestamista fueron capitalizados y su imputaci\u00f3n a la cuenta de resultados consolidada </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a13436\">se realiza durante la duraci\u00f3n del pr\u00e9stamo utilizando el m\u00e9todo del<div class=\"d0 w515\">\u00a0</div>inter\u00e9s efectivo.</div></div></div><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2645\"><div class=\"po1 w198 z0\" id=\"TextContainer2645\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13439\">P\u00f3lizas de cr\u00e9dito \u2013 </div><div class=\"po0 fs14 cl2 l340 t3325\" id=\"a13443\">Bajo<div class=\"d0 w230\">\u00a0</div>este<div class=\"d0 w484\">\u00a0</div>ep\u00edgrafe,<div class=\"d0 w110\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>incluyen<div class=\"d0 w333\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>saldos<div class=\"d0 w420\">\u00a0</div>dispuestos<div class=\"d0 w110\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>l\u00edneas<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>cr\u00e9dito<div class=\"d0 w201\">\u00a0</div>utilizadas<div class=\"d0 w110\">\u00a0</div>para </div><div class=\"po0 fs14 cl2 l340 t3326\" id=\"a13444\">financiar las necesidades operativas de las compa\u00f1\u00edas del Grupo PRISA. Las<div class=\"d0 w392\">\u00a0</div>p\u00f3lizas de cr\u00e9dito </div><div class=\"po0 fs14 cl2 l340 t3327\" id=\"a13446\">se encuentran<div class=\"d0 w265\">\u00a0</div>registradas en<div class=\"d0 w425\">\u00a0</div>el ep\u00edgrafe<div class=\"d0 w147\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1964 t818\" id=\"a13447\">Deudas con<div class=\"d0 w266\">\u00a0</div>entidades de<div class=\"d0 w472\">\u00a0</div>cr\u00e9dito</div><div class=\"po0 fs14 cl2 l1779 t3327\" id=\"a13448\">\u201d del<div class=\"d0 w392\">\u00a0</div>balance de<div class=\"d0 w386\">\u00a0</div>situaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t3328\" id=\"a13449\">consolidado.<div class=\"d0 w226\">\u00a0</div>El<div class=\"d0 w226\">\u00a0</div>tipo<div class=\"d0 w289\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>inter\u00e9s<div class=\"d0 w476\">\u00a0</div>aplicable<div class=\"d0 w369\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>estas<div class=\"d0 w468\">\u00a0</div>p\u00f3lizas<div class=\"d0 w468\">\u00a0</div>es<div class=\"d0 w3\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>Euribor<div class=\"d0 w287\">\u00a0</div>m\u00e1s<div class=\"d0 w335\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>margen<div class=\"d0 w289\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l341 t1312\" id=\"a13450\">mercado.</div></div></div><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2709\"><div class=\"po0 l342 t756 f0\" id=\"div_2703_XBRL_TS_ebd58ac4e3624a6dbaf520248aa46a4b\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2707\"><div class=\"po0 l342 t756 f0\" id=\"div_2704_XBRL_TS_08df6eab26db4fee904e890ed37fbf57\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2705\"><div class=\"po1 w198 z0\" id=\"TextContainer2705\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a13871\">Instrumentos financieros derivados </div><div class=\"po0 fs14 cl2 l340 t2948\" id=\"a13874\">El<div class=\"d0 w218\">\u00a0</div>Grupo<div class=\"d0 w182\">\u00a0</div>PRISA<div class=\"d0 w546\">\u00a0</div>contrata<div class=\"d0 w529\">\u00a0</div>instrumentos<div class=\"d0 w154\">\u00a0</div>financieros<div class=\"d0 w622\">\u00a0</div>derivados<div class=\"d0 w641\">\u00a0</div>con<div class=\"d0 w676\">\u00a0</div>entidades<div class=\"d0 w546\">\u00a0</div>financieras </div><div class=\"po0 fs14 cl2 l340 t2949\" id=\"a13875\">nacionales e internacionales de elevado </div><div class=\"po0 fs26 cl2 l2009 t1153\" id=\"a13876\">rating </div><div class=\"po0 fs14 cl2 l2010 t2949\" id=\"a13877\">crediticio. </div><div class=\"po0 fs14 cl2 l340 t3397\" id=\"a13880\">Los derivados que el Grupo PRISA posee se clasifican en el nivel 2. </div></div></div></div></div></div></div><div class=\"po1 w198 h271 lh0\" id=\"TextBlockContainer2745\"><div class=\"po0 l342 t756 f0\" id=\"div_2718_XBRL_TS_e263ebb9b8fe4a339d2acf0829a26432_1\"><div class=\"po1 w198 h271 lh0\" id=\"TextBlockContainer2741\"><div class=\"po0 l342 t756 f0\" id=\"div_2719_XBRL_TS_08df6eab26db4fee904e890ed37fbf57_1\"><div class=\"po1 w198 h266 lh0\" id=\"TextBlockContainer2723\"><div class=\"po0 l342 t756 f0\" id=\"div_2720_XBRL_TS_ebd58ac4e3624a6dbaf520248aa46a4b_1\"><div class=\"po1 w198 h266 lh0\" id=\"TextBlockContainer2721\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2721\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13892\">Derivados de tipos de inter\u00e9s </div><div class=\"po0 fs14 cl2 l340 t3399\" id=\"a13895\">El<div class=\"d0 w110\">\u00a0</div>Grupo mantiene<div class=\"d0 w382\">\u00a0</div>formalizados seguros<div class=\"d0 w281\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>tipos<div class=\"d0 w49\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>inter\u00e9s sobre<div class=\"d0 w615\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>deuda<div class=\"d0 w24\">\u00a0</div>financiera de<div class=\"d0 w476\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3400\" id=\"a13896\">Sociedad, conforme a lo descrito en el apartado a) anterior. </div><div class=\"po0 fs26 cl2 l340 t3401\" id=\"a13898\"><div class=\"d0 w1141\">\u00a0</div></div><div class=\"po0 fs26 cl2 l340 t1334\" id=\"a13900\">Derivados de tipo de cambio- </div><div class=\"po0 fs14 cl2 l340 t1294\" id=\"a13904\">Durante el<div class=\"d0 w246\">\u00a0</div>ejercicio 2024 el<div class=\"d0 w60\">\u00a0</div>Grupo ha formalizado<div class=\"d0 w236\">\u00a0</div>seguros de<div class=\"d0 w50\">\u00a0</div>cambio con objeto<div class=\"d0 w236\">\u00a0</div>de mitigar el </div><div class=\"po0 fs14 cl2 l341 t3402\" id=\"a13908\">riesgo ante variaciones del tipo de cambio.</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2741\"></div><div class=\"po0 l342 t3338 f0\" id=\"div_2725_XBRL_TS_ed32ad6549944320b0bbac0b40656739\"><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer2729\"><div class=\"po0 l342 t756 f0\" id=\"div_2726_XBRL_TS_2154cb3d943f4c309043cda20fd9d6db\"><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer2727\"><div class=\"po1 w198 z0\" id=\"TextContainer2727\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13911\">Para<div class=\"d0 w227\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>determinaci\u00f3n<div class=\"d0 w229\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>valor<div class=\"d0 w390\">\u00a0</div>razonable<div class=\"d0 w366\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>seguros<div class=\"d0 w391\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cambio<div class=\"d0 w228\">\u00a0</div>contratados,<div class=\"d0 w248\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13912\">PRISA utiliza metodolog\u00edas<div class=\"d0 w9\">\u00a0</div>de valoraci\u00f3n en<div class=\"d0 w18\">\u00a0</div>las que las<div class=\"d0 w264\">\u00a0</div>variables significativas est\u00e1n basadas </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13913\">en datos proporcionados<div class=\"d0 w726\">\u00a0</div>por un experto independiente.</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2742\"></div><div 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class=\"w89 po0 h12 l2012 t3409 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2013 t3409 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2014 t3409 bgc0\">\u00a0</div>\n<div class=\"w1144 po0 h12 l2015 t3409 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2016 t3409 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l2017 t3409 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3409 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l2019 t3409 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2020 t3409 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2021 t3409 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3409 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l1361 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2011 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2012 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2014 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2016 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2018 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2020 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2022 t3405 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h143 l806 t3410 bgc1\">\u00a0</div>\n<div class=\"w792 po0 h37 l806 t3411 bgc1\">\u00a0</div>\n<div class=\"w999 po0 h143 l2030 t3410 bgc1\">\u00a0</div>\n<div class=\"w999 po0 h37 l2030 t3411 bgc1\">\u00a0</div>\n<div class=\"w814 po0 h143 l2019 t3410 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h37 l2027 t3411 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h143 l2028 t3410 bgc3\">\u00a0</div>\n<div class=\"w1003 po0 h37 l2029 t3411 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1124 t3412 bgc0\">\u00a0</div>\n<div class=\"w1147 po0 h12 l2031 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2011 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t3412 bgc0\">\u00a0</div>\n<div class=\"w1148 po0 h12 l1036 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2012 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2013 t3412 bgc0\">\u00a0</div>\n<div class=\"w934 po0 h12 l2032 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2014 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2015 t3412 bgc0\">\u00a0</div>\n<div class=\"w787 po0 h12 l2033 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2016 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2017 t3412 bgc0\">\u00a0</div>\n<div class=\"w815 po0 h12 l2034 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3412 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l2019 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2020 t3412 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2021 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2018 t3410 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3413 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l2019 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2020 t3410 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2020 t3413 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2021 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2022 t3410 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3413 bgc0\">\u00a0</div>\n<div class=\"po1 w1149 z0\" id=\"TextContainer2733\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a13919\">El detalle de los seguros de cambio a 31 de diciembre de 2024 es el<div class=\"d0 w268\">\u00a0</div>siguiente: </div><div class=\"po0 fs32 cl2 l1371 t3414\" id=\"a13922\">Sociedad </div><div class=\"po0 fs32 cl2 l2035 t3414\" id=\"a13924\">Instrumento </div><div class=\"po0 fs32 cl2 l2036 t3414\" id=\"a13926\">Vencimiento </div><div class=\"po0 fs32 cl2 l2037 t3415\" id=\"a13928\">Moneda </div><div class=\"po0 fs32 cl2 l670 t3416\" id=\"a13929\">local </div><div class=\"po0 fs32 cl2 l2038 t3415\" id=\"a13931\">Moneda </div><div class=\"po0 fs32 cl2 l1774 t3416\" id=\"a13932\">cobertura </div><div class=\"po0 fs32 cl2 l427 t3417\" id=\"a13934\">Nominal </div><div class=\"po0 fs32 cl2 l989 t3414\" id=\"a13935\">(miles de </div><div class=\"po0 fs32 cl2 l2039 t3418\" id=\"a13936\">euros) </div><div class=\"po0 fs32 cl2 l2040 t3419\" id=\"a13938\">Valor </div><div class=\"po0 fs32 cl2 l1828 t3415\" id=\"a13939\">Razonable </div><div class=\"po0 fs32 cl2 l2041 t3416\" id=\"a13940\">(miles de </div><div class=\"po0 fs32 cl2 l2042 t3420\" id=\"a13941\">euros) </div><div class=\"po0 fs32 cl2 l1371 t3421\" id=\"a13943\">Editora Moderna, LTDA. </div><div class=\"po0 fs32 cl2 l1371 t3422\" id=\"a13944\">(Brasil) </div><div class=\"po0 fs32 cl2 l1778 t3423\" id=\"a13946\">NDF </div><div class=\"po0 fs32 cl2 l2043 t3421\" id=\"a13948\">Abr 25 - May </div><div class=\"po0 fs32 cl2 l1060 t3422\" id=\"a13952\">25 </div><div class=\"po0 fs32 cl2 l2044 t3423\" id=\"a13954\">BRL </div><div class=\"po0 fs32 cl2 l2045 t3423\" id=\"a13956\">USD </div><div class=\"po0 fs32 cl2 l1000 t3423\" id=\"a13958\">752 </div><div class=\"po0 fs32 cl2 l2046 t3423\" id=\"a13960\">84 </div><div class=\"po0 fs40 cl2 l2047 t3424\" id=\"a13962\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1000 t3425\" id=\"a13968\">752 </div><div class=\"po0 fs15 cl2 l2048 t3425\" id=\"a13970\">84 </div><div class=\"po0 fs14 cl4 l540 t3426\" id=\"a13973\">..</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2738\"></div><div class=\"po0 l342 t2686 f0\" id=\"div_2735_XBRL_TS_247c63e09bdc471d9889fc27332d5cc5\"><div class=\"po1 w198 h269 lh0\" id=\"TextBlockContainer2736\"><div class=\"w89 po0 h12 l2049 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t2293 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t2293 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2049 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2051 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2052 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3413 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t3413 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2049 t3427 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2051 t3427 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2052 t3427 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3428 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t3428 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t3428 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t3428 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3428 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2049 t3429 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3430 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2051 t3429 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t3430 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2052 t3429 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3430 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2736\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13975\">An\u00e1lisis de sensibilidad al tipo de cambio </div><div class=\"po0 fs14 cl2 l340 t3325\" id=\"a13978\">Las variaciones de valor razonable de<div class=\"d0 w23\">\u00a0</div>los seguros de tipo de cambio contratados<div class=\"d0 w20\">\u00a0</div>por el Grupo </div><div class=\"po0 fs14 cl2 l340 t3326\" id=\"a13979\">PRISA dependen de la variaci\u00f3n entre el tipo de cambio del d\u00f3lar vs.<div class=\"d0 w479\">\u00a0</div>el real brasile\u00f1o.</div><div class=\"po0 fs14 cl2 l340 t3328\" id=\"a13983\">Se<div class=\"d0 w404\">\u00a0</div>muestra<div class=\"d0 w474\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>continuaci\u00f3n<div class=\"d0 w539\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>detalle<div class=\"d0 w284\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>an\u00e1lisis<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>sensibilidad,<div class=\"d0 w98\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros,<div class=\"d0 w474\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t1352\" id=\"a13984\">derivados de tipo de cambio: </div><div class=\"po0 fs15 cl2 l2053 t3431\" id=\"a13987\">Sensibilidad (antes de<div class=\"d0 w555\">\u00a0</div>impuestos) </div><div class=\"po0 fs15 cl2 l2054 t3431\" id=\"a13989\">31.12.2024 </div><div class=\"po0 fs32 cl2 l2053 t3432\" id=\"a13991\">+10% (incremento en el<div class=\"d0 w626\">\u00a0</div>tipo de cambio del d\u00f3lar) </div><div class=\"po0 fs32 cl2 l2055 t3432\" id=\"a13994\">8<div class=\"d0 w1151\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2053 t3433\" id=\"a13996\">-10% (disminuci\u00f3n en el<div class=\"d0 w757\">\u00a0</div>tipo de cambio del d\u00f3lar) </div><div class=\"po0 fs32 cl2 l2056 t3433\" id=\"a13999\">(9) </div><div class=\"po0 fs14 cl2 l340 t3434\" id=\"a14003\">El an\u00e1lisis de sensibilidad muestra que los derivados de tipo de cambio registran descensos de </div><div class=\"po0 fs14 cl2 l340 t3435\" id=\"a14004\">su<div class=\"d0 w256\">\u00a0</div>valor<div class=\"d0 w542\">\u00a0</div>razonable,<div class=\"d0 w565\">\u00a0</div>ante<div class=\"d0 w211\">\u00a0</div>movimientos<div class=\"d0 w191\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>tipo<div class=\"d0 w564\">\u00a0</div>de<div class=\"d0 w542\">\u00a0</div>cambio<div class=\"d0 w187\">\u00a0</div>al<div class=\"d0 w189\">\u00a0</div>alza,<div class=\"d0 w541\">\u00a0</div>mientras<div class=\"d0 w602\">\u00a0</div>que,<div class=\"d0 w511\">\u00a0</div>ante </div><div class=\"po0 fs14 cl2 l341 t564\" id=\"a14006\">movimientos de tipos a la baja, el valor razonable de dichos derivados<div class=\"d0 w423\">\u00a0</div>se ver\u00eda aumentado.</div></div></div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDebtSecuritiesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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t3184 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3184 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1914 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1206 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1499 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1913 t3185 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t2835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1206 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1499 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1913 t3188 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1206 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1499 t3189 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1913 t3189 bgc0\">\u00a0</div>\n<div class=\"w1059 po0 h245 l1915 t3190 bgc3\">\u00a0</div>\n<div class=\"w1060 po0 h33 l1917 t3191 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h245 l1918 t3190 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l1919 t3191 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h245 l1763 t3190 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l623 t3191 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3192 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3192 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3192 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1914 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3193 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1915 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1206 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1206 t3193 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1912 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1499 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1499 t3193 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1757 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l1913 t3190 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3193 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1913 t3193 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2551\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a12746\">A continuaci\u00f3n<div class=\"d0 w230\">\u00a0</div>se presenta<div class=\"d0 w518\">\u00a0</div>el movimiento<div class=\"d0 w366\">\u00a0</div>de la<div class=\"d0 w295\">\u00a0</div>deuda con<div class=\"d0 w290\">\u00a0</div>entidades de<div class=\"d0 w484\">\u00a0</div>cr\u00e9dito, en<div class=\"d0 w368\">\u00a0</div>miles de </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a12750\">euros, en los ejercicios 2024 y 2023: </div><div class=\"po0 fs38 cl2 l690 t3194\" id=\"a12758\">31.12.2024 </div><div class=\"po0 fs38 cl2 l1920 t3194\" id=\"a12760\">31.12.2023 </div><div class=\"po0 fs39 cl2 l1921 t3195\" id=\"a12762\">Deudas con entidades de cr\u00e9dito<div class=\"d0 w1061\">\u00a0</div>al inicio del per\u00edodo </div><div class=\"po0 fs39 cl2 l1922 t3195\" id=\"a12764\">922.929 </div><div class=\"po0 fs39 cl2 l1841 t3195\" id=\"a12766\">1.011.672 </div><div class=\"po0 fs38 cl2 l1921 t3196\" id=\"a12768\">Amortizaci\u00f3n/ Disposici\u00f3n de deuda<div class=\"d0 w970\">\u00a0</div>(*) </div><div class=\"po0 fs38 cl2 l1923 t3196\" id=\"a12770\">(101.607) </div><div class=\"po0 fs38 cl2 l1924 t3196\" id=\"a12772\">(111.401) </div><div class=\"po0 fs38 cl2 l1921 t3197\" id=\"a12774\">Valor razonable/actual<div class=\"d0 w1062\">\u00a0</div>en instrumentos financieros </div><div class=\"po0 fs38 cl2 l1248 t3197\" id=\"a12776\">8.586<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1925 t3197\" id=\"a12778\">11.982<div class=\"d0 w880\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3198\" id=\"a12780\">Variaci\u00f3n de intereses devengados<div class=\"d0 w1063\">\u00a0</div>no pagados </div><div class=\"po0 fs38 cl2 l1926 t3198\" id=\"a12782\">(3.241) </div><div class=\"po0 fs38 cl2 l1000 t3198\" id=\"a12784\">4.564<div class=\"d0 w1064\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3199\" id=\"a12786\">Coste fijo capitalizable<div class=\"d0 w1065\">\u00a0</div>(PIK) </div><div class=\"po0 fs38 cl2 l652 t3199\" id=\"a12788\">2.700 </div><div class=\"po0 fs38 cl2 l572 t3199\" id=\"a12790\">4.954 </div><div class=\"po0 fs38 cl2 l1921 t3200\" id=\"a12792\">Efecto del tipo de cambio en la deuda </div><div class=\"po0 fs38 cl2 l1926 t3200\" id=\"a12794\">(1.837) </div><div class=\"po0 fs38 cl2 ls9 l1927 t3200\" id=\"a12796\">909<div class=\"d0 w251\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1921 t3201\" id=\"a12798\">Otros </div><div class=\"po0 fs38 cl2 ls9 l1928 t3201\" id=\"a12800\">203<div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs38 cl2 ls9 l1927 t3201\" id=\"a12802\">249<div class=\"d0 w251\">\u00a0</div></div><div class=\"po0 fs39 cl2 l1921 t3202\" id=\"a12804\">Deuda con entidades de cr\u00e9dito al<div class=\"d0 w1066\">\u00a0</div>final del per\u00edodo </div><div class=\"po0 fs39 cl2 l1922 t3202\" id=\"a12806\">827.733 </div><div class=\"po0 fs39 cl2 l1929 t3202\" id=\"a12808\">922.929 </div><div class=\"po0 fs43 cl2 l1445 t2393\" id=\"a12811\">(*) Movimiento que genera flujo<div class=\"d0 w1067\">\u00a0</div>de efectivo.</div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2555\"></div></div><div class=\"po1 w681 h252 lh0\" id=\"TextBlockContainer2569\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3204 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1931 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1932 t3204 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1933 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h250 l1930 t2943 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h250 l1932 t2943 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h250 l1934 t2943 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1936 t3205 bgc0\">\u00a0</div>\n<div class=\"w1068 po0 h12 l1937 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3205 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1931 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1932 t3205 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1933 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l1935 t1822 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l1930 t1822 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l1932 t1822 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l1934 t1822 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1935 t3206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1930 t3206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1932 t3206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1934 t3206 bgc0\">\u00a0</div>\n<div class=\"w1069 po0 h251 l1936 t3207 bgc5\">\u00a0</div>\n<div class=\"w1070 po0 h251 l1938 t3207 bgc5\">\u00a0</div>\n<div class=\"w989 po0 h251 l1931 t3207 bgc5\">\u00a0</div>\n<div class=\"w783 po0 h251 l1939 t3207 bgc5\">\u00a0</div>\n<div class=\"w989 po0 h251 l1933 t3207 bgc5\">\u00a0</div>\n<div class=\"w815 po0 h251 l1940 t3207 bgc5\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3208 bgc0\">\u00a0</div>\n<div class=\"w1069 po0 h12 l1936 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3208 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1931 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1932 t3208 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1933 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1935 t3207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1935 t3209 bgc0\">\u00a0</div>\n<div class=\"w1069 po0 h12 l1936 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1930 t3207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1930 t3209 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1931 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1932 t3207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1932 t3209 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1933 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1934 t3207 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1934 t3209 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2569\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a12824\">Del<div class=\"d0 w463\">\u00a0</div>total<div class=\"d0 w226\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>deuda<div class=\"d0 w227\">\u00a0</div>con<div class=\"d0 w501\">\u00a0</div>entidades<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>cr\u00e9dito<div class=\"d0 w338\">\u00a0</div>al<div class=\"d0 w381\">\u00a0</div>31<div class=\"d0 w291\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>diciembre<div class=\"d0 w288\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>2024<div class=\"d0 w280\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>98,62%<div class=\"d0 w291\">\u00a0</div>est\u00e1 </div><div class=\"po0 fs14 cl2 l451 t816\" id=\"a12833\">denominado en euros (97,59%<div class=\"d0 w352\">\u00a0</div>a 31 de diciembre de 2023) y el resto en moneda extranjera. </div><div class=\"po0 fs14 cl2 l451 t817\" id=\"a12841\">El tipo de inter\u00e9s medio nominal de la deuda financiera con entidades de cr\u00e9dito del Grupo en </div><div class=\"po0 fs14 cl2 l451 t818\" id=\"a12846\">los ejercicios 2024 y 2023 ha<div class=\"d0 w32\">\u00a0</div>sido del 8,93% y 8,71%, respectivamente. Se<div class=\"d0 w26\">\u00a0</div>trata de una \u201cmedida </div><div class=\"po0 fs14 cl2 l451 t819\" id=\"a12857\">alternativa del rendimiento\u201d definida como el<div class=\"d0 w21\">\u00a0</div>cociente entre el gasto por intereses asociados<div class=\"d0 w18\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l451 t820\" id=\"a12858\">la deuda con entidades de cr\u00e9dito (en base 360) y el promedio de los saldos medios mensuales </div><div class=\"po0 fs14 cl2 l451 t821\" id=\"a12859\">dispuestos (bruto) de las mismas. PRISA utiliza esta magnitud para medir el coste medio de la </div><div class=\"po0 fs14 cl2 l451 t822\" id=\"a12861\">deuda con<div class=\"d0 w354\">\u00a0</div>entidades de<div class=\"d0 w51\">\u00a0</div>cr\u00e9dito, que<div class=\"d0 w425\">\u00a0</div>es el<div class=\"d0 w422\">\u00a0</div>principal<div class=\"d0 w515\">\u00a0</div>pasivo financiero<div class=\"d0 w550\">\u00a0</div>del Grupo.<div class=\"d0 w489\">\u00a0</div>A continuaci\u00f3n, </div><div class=\"po0 fs14 cl2 l451 t823\" id=\"a12862\">se presenta<div class=\"d0 w234\">\u00a0</div>la conciliaci\u00f3n del tipo<div class=\"d0 w167\">\u00a0</div>de inter\u00e9s<div class=\"d0 w129\">\u00a0</div>medio de la<div class=\"d0 w480\">\u00a0</div>deuda con<div class=\"d0 w57\">\u00a0</div>entidades de<div class=\"d0 w48\">\u00a0</div>cr\u00e9dito del </div><div class=\"po0 fs14 cl2 l451 t824\" id=\"a12863\">Grupo para los ejercicios 2024 y 2023 (miles de euros): </div><div class=\"po0 fs32 cl2 l1865 t3210\" id=\"a12870\">31.12.2024 </div><div class=\"po0 fs32 cl2 l767 t3210\" id=\"a12873\">31.12.2023 </div><div class=\"po0 fs32 cl2 l1941 t3211\" id=\"a12876\">Gastos por intereses de deudas con entidades<div class=\"d0 w825\">\u00a0</div>de cr\u00e9dito </div><div class=\"po0 fs32 cl2 l1941 t1761\" id=\"a12877\">(base 360) </div><div class=\"po0 fs22 cl2 l1942 t3212\" id=\"a12878\">(1)</div><div class=\"po0 fs32 cl2 l1928 t3211\" id=\"a12880\">79.115 </div><div class=\"po0 fs32 cl2 l1841 t3211\" id=\"a12882\">82.427 </div><div class=\"po0 fs32 cl2 l1941 t2627\" id=\"a12884\">Deuda con entidades de<div class=\"d0 w426\">\u00a0</div>cr\u00e9dito </div><div class=\"po0 fs22 cl2 l1943 t3213\" id=\"a12885\">(2)</div><div class=\"po0 fs32 cl2 l1944 t2627\" id=\"a12887\">885.793 </div><div class=\"po0 fs32 cl2 l1945 t2627\" id=\"a12889\">946.635 </div><div class=\"po0 fs15 cl2 l1941 t3214\" id=\"a12891\">Inter\u00e9s medio de la deuda<div class=\"d0 w96\">\u00a0</div>con entidades de<div class=\"d0 w559\">\u00a0</div>cr\u00e9dito </div><div class=\"po0 fs15 cl2 l1946 t3214\" id=\"a12893\">8,93% </div><div class=\"po0 fs15 cl2 l1947 t3214\" id=\"a12895\">8,71% </div><div class=\"po0 fs38 cl2 l1948 t3215\" id=\"a12897\">(1)</div><div class=\"po0 fs38 cl2 l1949 t3215\" id=\"a12899\">El gasto por intereses en base 360<div class=\"d0 w29\">\u00a0</div>se calcula multiplicando el gasto por<div class=\"d0 w43\">\u00a0</div>intereses asociados a la deuda<div class=\"d0 w1065\">\u00a0</div>con entidades de </div><div class=\"po0 fs38 cl2 l1949 t3216\" id=\"a12900\">cr\u00e9dito por 360 y dividido por el<div class=\"d0 w97\">\u00a0</div>n\u00famero de d\u00edas transcurridos en<div class=\"d0 w1071\">\u00a0</div>el periodo de reporte, esto es<div class=\"d0 w971\">\u00a0</div>365/366 d\u00edas para </div><div class=\"po0 fs38 cl2 l1949 t3217\" id=\"a12901\">periodos anuales. </div><div class=\"po0 fs38 cl2 l1948 t3218\" id=\"a12904\">(2)</div><div class=\"po0 fs38 cl2 l1949 t3218\" id=\"a12906\">Calculado<div class=\"d0 w61\">\u00a0</div>como<div class=\"d0 w1072\">\u00a0</div>el<div class=\"d0 w1073\">\u00a0</div>promedio<div class=\"d0 w969\">\u00a0</div>de<div class=\"d0 w970\">\u00a0</div>los<div class=\"d0 w1074\">\u00a0</div>saldos<div class=\"d0 w1075\">\u00a0</div>medios<div class=\"d0 w1076\">\u00a0</div>mensuales<div class=\"d0 w1077\">\u00a0</div>dispuestos<div class=\"d0 w1078\">\u00a0</div>con<div class=\"d0 w52\">\u00a0</div>entidades<div class=\"d0 w137\">\u00a0</div>de<div class=\"d0 w1079\">\u00a0</div>cr\u00e9dito<div class=\"d0 w951\">\u00a0</div>(bruto)<div class=\"d0 w50\">\u00a0</div>m\u00e1s<div class=\"d0 w1080\">\u00a0</div>el<div class=\"d0 w1073\">\u00a0</div>no </div><div class=\"po0 fs38 cl2 l1949 t3219\" id=\"a12909\">dispuesto de la deuda Super Senior<div class=\"d0 w1062\">\u00a0</div>(que genera coste financiero).<div class=\"d0 w1065\">\u00a0</div>Por ello, los importes no coinciden<div class=\"d0 w948\">\u00a0</div>con el saldo al cierre </div><div class=\"po0 fs38 cl2 l1949 t3220\" id=\"a12913\">de cada ejercicio. Las deudas con entidades<div class=\"d0 w948\">\u00a0</div>de cr\u00e9dito dispuestas provienen<div class=\"d0 w1066\">\u00a0</div>de la contabilidad interna del Grupo. Para<div class=\"d0 w40\">\u00a0</div>su </div><div class=\"po0 fs38 cl2 l1949 t3221\" id=\"a12915\">c\u00e1lculo, la<div class=\"d0 w1065\">\u00a0</div>Sociedad ha seguido<div class=\"d0 w45\">\u00a0</div>las mismas pol\u00edticas<div class=\"d0 w655\">\u00a0</div>contables que las<div class=\"d0 w1081\">\u00a0</div>aplicadas en los<div class=\"d0 w1082\">\u00a0</div>estados financieros<div class=\"d0 w1083\">\u00a0</div>elaborados de </div><div class=\"po0 fs38 cl2 l1949 t3222\" id=\"a12916\">conformidad con el marco de informaci\u00f3n<div class=\"d0 w1084\">\u00a0</div>financiera aplicable. </div><div class=\"po0 fs14 cl2 l451 t146\" id=\"a12920\">Asimismo, del total de la deuda con<div class=\"d0 w234\">\u00a0</div>entidades de cr\u00e9dito al 31 de diciembre de<div class=\"d0 w129\">\u00a0</div>2024 el 99,21% </div><div class=\"po0 fs14 cl2 l451 t3223\" id=\"a12928\">est\u00e1<div class=\"d0 w368\">\u00a0</div>referenciado a<div class=\"d0 w437\">\u00a0</div>tipo<div class=\"d0 w38\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>inter\u00e9s<div class=\"d0 w21\">\u00a0</div>variable y<div class=\"d0 w278\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>resto<div class=\"d0 w22\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>tipo<div class=\"d0 w38\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>inter\u00e9s<div class=\"d0 w21\">\u00a0</div>fijo<div class=\"d0 w48\">\u00a0</div>(96,32%<div class=\"d0 w480\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>tipo<div class=\"d0 w58\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l475 t3224\" id=\"a12933\">inter\u00e9s variable a 31 de diciembre de 2023).</div></div></div><div class=\"po1 w198 h103 lh0\" id=\"TextBlockContainer2575\"><div class=\"po1 w198 z0\" id=\"TextContainer2575\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a12970\">Refinanciaci\u00f3n- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a12974\">En febrero de<div class=\"d0 w343\">\u00a0</div>2022 el Consejo<div class=\"d0 w264\">\u00a0</div>de Administraci\u00f3n de PRISA<div class=\"d0 w333\">\u00a0</div>aprob\u00f3, por unanimidad,<div class=\"d0 w18\">\u00a0</div>la firma </div><div class=\"po0 fs14 cl2 l340 t1302\" id=\"a12975\">de un<div class=\"d0 w58\">\u00a0</div>contrato de compromisos<div class=\"d0 w21\">\u00a0</div>b\u00e1sicos o </div><div class=\"po0 fs26 cl2 l1950 t1009\" id=\"a12976\">\u201clock-up agreement\u201d</div><div class=\"po0 fs14 cl2 l829 t1302\" id=\"a12979\"><div class=\"d0 w112\">\u00a0</div>(el \u201cContrato<div class=\"d0 w34\">\u00a0</div>de Lock-Up\u201d) que </div><div class=\"po0 fs14 cl2 l340 t1303\" id=\"a12983\">incorporaba<div class=\"d0 w304\">\u00a0</div>una<div class=\"d0 w218\">\u00a0</div>hoja<div class=\"d0 w597\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>t\u00e9rminos<div class=\"d0 w154\">\u00a0</div>o </div><div class=\"po0 fs26 cl2 l1951 t953\" id=\"a12984\">\u201cTerm<div class=\"d0 w524\">\u00a0</div>Sheet\u201d</div><div class=\"po0 fs14 cl2 l1952 t1303\" id=\"a12985\"><div class=\"d0 w358\">\u00a0</div>con<div class=\"d0 w676\">\u00a0</div>las<div class=\"d0 w622\">\u00a0</div>condiciones<div class=\"d0 w672\">\u00a0</div>b\u00e1sicas<div class=\"d0 w304\">\u00a0</div>para<div class=\"d0 w310\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3227\" id=\"a12987\">modificaci\u00f3n de<div class=\"d0 w49\">\u00a0</div>la deuda<div class=\"d0 w383\">\u00a0</div>financiera sindicada<div class=\"d0 w231\">\u00a0</div>del Grupo<div class=\"d0 w171\">\u00a0</div>(la \u201cRefinanciaci\u00f3n\u201d). El<div class=\"d0 w98\">\u00a0</div>19 de<div class=\"d0 w395\">\u00a0</div>abril </div><div class=\"po0 fs14 cl2 l340 t863\" id=\"a12988\">de 2022 se produjo la entrada en vigor<div class=\"d0 w47\">\u00a0</div>de la Refinanciaci\u00f3n, una vez que se elevaron a p\u00fablico </div><div class=\"po0 fs14 cl2 l340 t864\" id=\"a12989\">los acuerdos alcanzados con la totalidad de sus<div class=\"d0 w58\">\u00a0</div>acreedores, y que se encuentra vigente a 31 de </div><div class=\"po0 fs14 cl2 l340 t1304\" id=\"a12993\">diciembre de 2024.<div class=\"d0 w618\">\u00a0</div></div></div></div><div class=\"po1 w502 h111 lh0\" id=\"TextBlockContainer2589\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2589\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a13005\">Por tanto, en el<div class=\"d0 w331\">\u00a0</div>contexto de la<div class=\"d0 w614\">\u00a0</div>Refinanciaci\u00f3n de su<div class=\"d0 w620\">\u00a0</div>deuda financiera,<div class=\"d0 w299\">\u00a0</div>PRISA acord\u00f3 la novaci\u00f3n </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a13009\">de<div class=\"d0 w170\">\u00a0</div>su<div class=\"d0 w166\">\u00a0</div>pr\u00e9stamo<div class=\"d0 w474\">\u00a0</div>sindicado </div><div class=\"po0 fs26 cl2 l1953 t815\" id=\"a13010\">(\u201cOverride<div class=\"d0 w98\">\u00a0</div>Agreement<div class=\"d0 w111\">\u00a0</div>de<div class=\"d0 w382\">\u00a0</div>2013</div><div class=\"po0 fs14 cl2 l1954 t816\" id=\"a13011\">\u201d)<div class=\"d0 w389\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>importe<div class=\"d0 w227\">\u00a0</div>nominal<div class=\"d0 w250\">\u00a0</div>total<div class=\"d0 w226\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a13013\">751.114 miles de euros,<div class=\"d0 w621\">\u00a0</div>que qued\u00f3 estructurado<div class=\"d0 w143\">\u00a0</div>en dos tramos<div class=\"d0 w147\">\u00a0</div>con las siguientes<div class=\"d0 w85\">\u00a0</div>caracter\u00edsticas: </div><div class=\"po0 fs33 cl2 l382 t1373\" id=\"a13017\">-</div><div class=\"po0 fs14 cl2 l383 t1374\" id=\"a13019\">El<div class=\"d0 w111\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>nominal<div class=\"d0 w295\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>deuda<div class=\"d0 w230\">\u00a0</div>Senior<div class=\"d0 w395\">\u00a0</div>qued\u00f3<div class=\"d0 w367\">\u00a0</div>fijado<div class=\"d0 w543\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>575.105<div class=\"d0 w110\">\u00a0</div>miles<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros,<div class=\"d0 w60\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l383 t1376\" id=\"a13020\">inclu\u00eda 5.633 miles de<div class=\"d0 w479\">\u00a0</div>euros de gastos<div class=\"d0 w498\">\u00a0</div>de refinanciaci\u00f3n con<div class=\"d0 w498\">\u00a0</div>las entidades de<div class=\"d0 w341\">\u00a0</div>cr\u00e9dito que </div><div class=\"po0 fs14 cl2 l383 t1377\" id=\"a13021\">increment\u00f3 el<div class=\"d0 w50\">\u00a0</div>principal de<div class=\"d0 w396\">\u00a0</div>la deuda, y<div class=\"d0 w239\">\u00a0</div>con un<div class=\"d0 w47\">\u00a0</div>vencimiento que se<div class=\"d0 w420\">\u00a0</div>extiende hasta el<div class=\"d0 w229\">\u00a0</div>31 </div><div class=\"po0 fs14 cl2 l383 t1378\" id=\"a13023\">de diciembre de 2026.<div class=\"d0 w726\">\u00a0</div></div><div class=\"po0 fs33 cl2 l382 t3229\" id=\"a13025\">-</div><div class=\"po0 fs14 cl2 l383 t3230\" id=\"a13027\">El importe<div class=\"d0 w292\">\u00a0</div>nominal de<div class=\"d0 w248\">\u00a0</div>la deuda<div class=\"d0 w224\">\u00a0</div>Junior qued\u00f3<div class=\"d0 w225\">\u00a0</div>fijado inicialmente<div class=\"d0 w419\">\u00a0</div>en 185.349<div class=\"d0 w229\">\u00a0</div>miles<div class=\"d0 w21\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l383 t3231\" id=\"a13028\">euros, que inclu\u00eda 3.707 miles de euros de gastos de refinanciaci\u00f3n con las entidades de </div><div class=\"po0 fs14 cl2 l383 t3232\" id=\"a13029\">cr\u00e9dito que<div class=\"d0 w50\">\u00a0</div>increment\u00f3 el principal<div class=\"d0 w48\">\u00a0</div>de la<div class=\"d0 w34\">\u00a0</div>deuda y con<div class=\"d0 w383\">\u00a0</div>un vencimiento que<div class=\"d0 w48\">\u00a0</div>se extiende </div><div class=\"po0 fs14 cl2 l383 t1382\" id=\"a13031\">hasta el 30 de junio de 2027.<div class=\"d0 w618\">\u00a0</div></div><div class=\"po0 fs33 cl2 l382 t3233\" id=\"a13033\">-</div><div class=\"po0 fs14 cl2 l383 t3234\" id=\"a13035\">El<div class=\"d0 w110\">\u00a0</div>coste<div class=\"d0 w60\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>deuda<div class=\"d0 w228\">\u00a0</div>Senior se<div class=\"d0 w370\">\u00a0</div>encuentra<div class=\"d0 w17\">\u00a0</div>referenciado al<div class=\"d0 w469\">\u00a0</div>Euribor+5,25%<div class=\"d0 w30\">\u00a0</div>pagadero<div class=\"d0 w49\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l383 t3235\" id=\"a13036\">efectivo,<div class=\"d0 w591\">\u00a0</div>mientas<div class=\"d0 w676\">\u00a0</div>que<div class=\"d0 w302\">\u00a0</div>el<div class=\"d0 w673\">\u00a0</div>coste<div class=\"d0 w744\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>la<div class=\"d0 w641\">\u00a0</div>deuda<div class=\"d0 w599\">\u00a0</div>Junior<div class=\"d0 w155\">\u00a0</div>se<div class=\"d0 w302\">\u00a0</div>encuentra<div class=\"d0 w150\">\u00a0</div>referenciando<div class=\"d0 w640\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l383 t3236\" id=\"a13037\">Euribor+8% pagadero una parte en caja<div class=\"d0 w414\">\u00a0</div>y otra capitalizable. En<div class=\"d0 w125\">\u00a0</div>este sentido, se trata del </div><div class=\"po0 fs14 cl2 l383 t3237\" id=\"a13038\">Euribor a 1,<div class=\"d0 w556\">\u00a0</div>3 o 6<div class=\"d0 w414\">\u00a0</div>meses, en funci\u00f3n<div class=\"d0 w267\">\u00a0</div>de la ventana<div class=\"d0 w584\">\u00a0</div>de liquidaci\u00f3n<div class=\"d0 w584\">\u00a0</div>de intereses elegida<div class=\"d0 w584\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l383 t3238\" id=\"a13040\">la Sociedad en cada vencimiento de los mismos.<div class=\"d0 w1086\">\u00a0</div></div><div class=\"po0 fs33 cl2 l382 t3239\" id=\"a13042\">-</div><div class=\"po0 fs14 cl2 l383 t3240\" id=\"a13044\">Modificaci\u00f3n parcial del paquete de garant\u00edas de la deuda.<div class=\"d0 w1087\">\u00a0</div></div><div class=\"po0 fs33 cl2 l382 t3241\" id=\"a13046\">-</div><div class=\"po0 fs14 cl2 l383 t3242\" id=\"a13048\">Flexibilizaci\u00f3n<div class=\"d0 w173\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>compromisos<div class=\"d0 w394\">\u00a0</div>contractuales<div class=\"d0 w199\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>deuda<div class=\"d0 w230\">\u00a0</div>vigente<div class=\"d0 w281\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>permiti\u00f3, </div><div class=\"po0 fs14 cl2 l383 t3243\" id=\"a13049\">entre<div class=\"d0 w503\">\u00a0</div>otras<div class=\"d0 w340\">\u00a0</div>mejoras,<div class=\"d0 w900\">\u00a0</div>aumentar<div class=\"d0 w373\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>margen<div class=\"d0 w270\">\u00a0</div>operativo<div class=\"d0 w482\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>PRISA<div class=\"d0 w372\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>suavizar<div class=\"d0 w494\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>ratios </div><div class=\"po0 fs14 cl2 l383 t3244\" id=\"a13053\">financieras exigidas por sus actuales contratos. </div><div class=\"po0 fs33 cl2 l382 t3245\" id=\"a13057\">-</div><div class=\"po0 fs14 cl2 l383 t3246\" id=\"a13059\">Se<div class=\"d0 w535\">\u00a0</div>acord\u00f3<div class=\"d0 w439\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>comisi\u00f3n<div class=\"d0 w699\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>refinanciaci\u00f3n,<div class=\"d0 w720\">\u00a0</div>estructuraci\u00f3n<div class=\"d0 w506\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>aseguramiento,<div class=\"d0 w720\">\u00a0</div>que<div class=\"d0 w467\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l383 t3247\" id=\"a13060\">Sociedad pod\u00eda pagar en<div class=\"d0 w60\">\u00a0</div>efectivo o mediante la<div class=\"d0 w27\">\u00a0</div>emisi\u00f3n de acciones. La Sociedad<div class=\"d0 w55\">\u00a0</div>opt\u00f3 </div><div class=\"po0 fs14 cl2 l383 t3248\" id=\"a13061\">por abonar la referida comisi\u00f3n mediante la emisi\u00f3n de acciones, por lo que procedi\u00f3 a </div><div class=\"po0 fs14 cl2 l383 t3249\" id=\"a13062\">emitir<div class=\"d0 w4\">\u00a0</div>32<div class=\"d0 w276\">\u00a0</div>millones<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>nuevas<div class=\"d0 w463\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Sociedad,<div class=\"d0 w280\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>entreg\u00f3<div class=\"d0 w168\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>entidades </div><div class=\"po0 fs14 cl2 l383 t3250\" id=\"a13064\">acreedoras<div class=\"d0 w467\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>aquellas<div class=\"d0 w440\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>actuaron<div class=\"d0 w1024\">\u00a0</div>como<div class=\"d0 w717\">\u00a0</div>estructuradoras<div class=\"d0 w370\">\u00a0</div>y/o<div class=\"d0 w213\">\u00a0</div>aseguradoras<div class=\"d0 w439\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l383 t3251\" id=\"a13065\">Refinanciaci\u00f3n,<div class=\"d0 w210\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>ten\u00edan<div class=\"d0 w195\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>derecho<div class=\"d0 w831\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>suscripci\u00f3n.<div class=\"d0 w242\">\u00a0</div>Las<div class=\"d0 w465\">\u00a0</div>nuevas<div class=\"d0 w205\">\u00a0</div>acciones,<div class=\"d0 w207\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l383 t3252\" id=\"a13066\">representaron un 4,3% del<div class=\"d0 w63\">\u00a0</div>capital social post-ampliaci\u00f3n, permiti\u00f3 alinear los intereses </div><div class=\"po0 fs14 cl2 l383 t3253\" id=\"a13070\">de la<div class=\"d0 w421\">\u00a0</div>Sociedad con<div class=\"d0 w333\">\u00a0</div>los de<div class=\"d0 w395\">\u00a0</div>los nuevos<div class=\"d0 w395\">\u00a0</div>acreedores, aumentando<div class=\"d0 w23\">\u00a0</div>a su<div class=\"d0 w236\">\u00a0</div>vez la<div class=\"d0 w296\">\u00a0</div>liquidez del </div><div class=\"po0 fs14 cl2 l383 t3254\" id=\"a13071\">valor en Bolsa. </div><div class=\"po0 fs14 cl2 l362 t3255\" id=\"a13074\">La<div class=\"d0 w33\">\u00a0</div>Refinanciaci\u00f3n acordada<div class=\"d0 w539\">\u00a0</div>flexibiliz\u00f3 las<div class=\"d0 w227\">\u00a0</div>condiciones<div class=\"d0 w63\">\u00a0</div>de la<div class=\"d0 w250\">\u00a0</div>deuda<div class=\"d0 w24\">\u00a0</div>financiera del<div class=\"d0 w232\">\u00a0</div>Grupo y<div class=\"d0 w237\">\u00a0</div>le </div><div class=\"po0 fs14 cl2 l362 t3256\" id=\"a13075\">dot\u00f3 en<div class=\"d0 w395\">\u00a0</div>esa fecha de<div class=\"d0 w486\">\u00a0</div>una estructura financiera<div class=\"d0 w48\">\u00a0</div>que posibilitaba cumplir<div class=\"d0 w9\">\u00a0</div>con sus<div class=\"d0 w129\">\u00a0</div>compromisos </div><div class=\"po0 fs14 cl2 l362 t3257\" id=\"a13076\">financieros, asegurando la estabilidad del Grupo en el corto y medio<div class=\"d0 w126\">\u00a0</div>plazo. </div><div class=\"po0 fs14 cl2 l362 t3258\" id=\"a13080\">Asimismo, el<div class=\"d0 w477\">\u00a0</div>acuerdo de<div class=\"d0 w338\">\u00a0</div>Refinanciaci\u00f3n supuso<div class=\"d0 w247\">\u00a0</div>una<div class=\"d0 w110\">\u00a0</div>reorganizaci\u00f3n de<div class=\"d0 w199\">\u00a0</div>la deuda<div class=\"d0 w224\">\u00a0</div>en lo<div class=\"d0 w281\">\u00a0</div>que a </div><div class=\"po0 fs14 cl2 l362 t3259\" id=\"a13084\">prestatarios se<div class=\"d0 w48\">\u00a0</div>refiere, de manera<div class=\"d0 w59\">\u00a0</div>que se<div class=\"d0 w48\">\u00a0</div>traspas\u00f3 la deuda<div class=\"d0 w8\">\u00a0</div>financiera que<div class=\"d0 w18\">\u00a0</div>hasta ese momento </div><div class=\"po0 fs14 cl2 l362 t3260\" id=\"a13088\">ostentaba Prisa Activos Educativos, S.A.U. a PRISA. </div><div class=\"po0 fs14 cl2 l340 t3261\" id=\"a13093\">La<div class=\"d0 w333\">\u00a0</div>disminuci\u00f3n<div class=\"d0 w20\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>pr\u00e9stamo sindicado<div class=\"d0 w5\">\u00a0</div>Junior<div class=\"d0 w110\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>el<div class=\"d0 w366\">\u00a0</div>ejercicio 2024<div class=\"d0 w2\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>debe<div class=\"d0 w395\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>amortizaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t3262\" id=\"a13095\">parcial y anticipada de 50.000 miles de euros en abril de 2024, con los fondos procedentes de la </div><div class=\"po0 fs14 cl2 l340 t1942\" id=\"a13100\">Emisi\u00f3n 2024 de<div class=\"d0 w330\">\u00a0</div>las obligaciones<div class=\"d0 w558\">\u00a0</div>convertibles (</div><div class=\"po0 fs26 cl2 l987 t3263\" id=\"a13101\">v\u00e9ase nota 1b</div><div class=\"po0 fs14 cl2 l997 t1942\" id=\"a13102\">), compensado con<div class=\"d0 w410\">\u00a0</div>el incremento<div class=\"d0 w126\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t1977\" id=\"a13103\">el devengo del<div class=\"d0 w51\">\u00a0</div>PIK (intereses<div class=\"d0 w341\">\u00a0</div>capitalizables) del<div class=\"d0 w446\">\u00a0</div>citado pr\u00e9stamo<div class=\"d0 w96\">\u00a0</div>y del efecto<div class=\"d0 w413\">\u00a0</div>del valor<div class=\"d0 w402\">\u00a0</div>razonable </div><div class=\"po0 fs14 cl2 l340 t1282\" id=\"a13104\">(</div><div class=\"po0 fs26 cl2 l1955 t3264\" id=\"a13105\">v\u00e9ase nota 15</div><div class=\"po0 fs14 cl2 l1956 t1282\" id=\"a13106\">). </div><div class=\"po0 fs14 cl2 l362 t3265\" id=\"a13109\">En<div class=\"d0 w32\">\u00a0</div>los contratos<div class=\"d0 w420\">\u00a0</div>financieros se<div class=\"d0 w296\">\u00a0</div>establece el<div class=\"d0 w290\">\u00a0</div>cumplimiento de<div class=\"d0 w480\">\u00a0</div>determinadas ratios<div class=\"d0 w7\">\u00a0</div>trimestrales </div><div class=\"po0 fs14 cl2 l362 t3266\" id=\"a13113\">de car\u00e1cter financiero para<div class=\"d0 w295\">\u00a0</div>el Grupo PRISA (ratios de<div class=\"d0 w418\">\u00a0</div>apalancamiento financiero y servicio de </div><div class=\"po0 fs14 cl2 l362 t3267\" id=\"a13117\">la<div class=\"d0 w59\">\u00a0</div>deuda),<div class=\"d0 w19\">\u00a0</div>cuya aplicaci\u00f3n<div class=\"d0 w280\">\u00a0</div>comenz\u00f3<div class=\"d0 w26\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>30<div class=\"d0 w63\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>junio de<div class=\"d0 w222\">\u00a0</div>2022<div class=\"d0 w63\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>resultan aplicables<div class=\"d0 w389\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>31<div class=\"d0 w63\">\u00a0</div>de </div></div></div><div class=\"po1 w198 h247 lh0\" id=\"TextBlockContainer2601\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2601\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13128\">diciembre<div class=\"d0 w420\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2024.<div class=\"d0 w98\">\u00a0</div>Asimismo,<div class=\"d0 w174\">\u00a0</div>estos<div class=\"d0 w394\">\u00a0</div>contratos<div class=\"d0 w164\">\u00a0</div>incluyen<div class=\"d0 w164\">\u00a0</div>disposiciones<div class=\"d0 w383\">\u00a0</div>sobre<div class=\"d0 w334\">\u00a0</div>incumplimiento </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a13129\">cruzado,<div class=\"d0 w347\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>podr\u00edan<div class=\"d0 w156\">\u00a0</div>ocasionar,<div class=\"d0 w512\">\u00a0</div>si<div class=\"d0 w588\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>incumplimiento<div class=\"d0 w397\">\u00a0</div>supera<div class=\"d0 w1088\">\u00a0</div>determinados<div class=\"d0 w211\">\u00a0</div>importes,<div class=\"d0 w187\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a13130\">vencimiento anticipado y resoluci\u00f3n<div class=\"d0 w405\">\u00a0</div>de dichos contratos.<div class=\"d0 w113\">\u00a0</div>Desde la fecha de<div class=\"d0 w515\">\u00a0</div>entrada en vigor de </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a13132\">la Refinanciaci\u00f3n<div class=\"d0 w332\">\u00a0</div>no se<div class=\"d0 w147\">\u00a0</div>han producido<div class=\"d0 w478\">\u00a0</div>tales incumplimientos,<div class=\"d0 w1089\">\u00a0</div>ni se<div class=\"d0 w342\">\u00a0</div>prev\u00e9n en<div class=\"d0 w479\">\u00a0</div>los pr\u00f3ximos<div class=\"d0 w631\">\u00a0</div>doce </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a13133\">meses. </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a13136\">Asimismo, el<div class=\"d0 w264\">\u00a0</div>acuerdo de<div class=\"d0 w27\">\u00a0</div>Refinanciaci\u00f3n incluye causas<div class=\"d0 w228\">\u00a0</div>de vencimiento<div class=\"d0 w38\">\u00a0</div>anticipado habituales </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a13137\">en este tipo<div class=\"d0 w411\">\u00a0</div>de contratos,<div class=\"d0 w472\">\u00a0</div>entre las<div class=\"d0 w332\">\u00a0</div>que se incluye<div class=\"d0 w758\">\u00a0</div>el cambio<div class=\"d0 w147\">\u00a0</div>de la estructura<div class=\"d0 w489\">\u00a0</div>de control<div class=\"d0 w324\">\u00a0</div>de PRISA, </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a13140\">entendido como la adquisici\u00f3n,<div class=\"d0 w267\">\u00a0</div>por parte de una<div class=\"d0 w341\">\u00a0</div>o varias personas<div class=\"d0 w251\">\u00a0</div>concertadas entre s\u00ed, de<div class=\"d0 w498\">\u00a0</div>m\u00e1s </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a13141\">del<div class=\"d0 w3\">\u00a0</div>30%<div class=\"d0 w249\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>capital<div class=\"d0 w224\">\u00a0</div>con<div class=\"d0 w389\">\u00a0</div>derecho<div class=\"d0 w391\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>voto<div class=\"d0 w338\">\u00a0</div>(excluyendo<div class=\"d0 w344\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>estos<div class=\"d0 w176\">\u00a0</div>efectos<div class=\"d0 w235\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>actuales<div class=\"d0 w474\">\u00a0</div>accionistas </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a13142\">significativos de la Sociedad). </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a13146\">Finalmente,<div class=\"d0 w164\">\u00a0</div>dentro<div class=\"d0 w518\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>acuerdo<div class=\"d0 w484\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Refinanciaci\u00f3n,<div class=\"d0 w293\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>reparto<div class=\"d0 w58\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>dividendos<div class=\"d0 w55\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>Sociedad </div><div class=\"po0 fs14 cl2 l341 t1465\" id=\"a13147\">queda sujeto a las limitaciones y compromisos adquiridos con<div class=\"d0 w265\">\u00a0</div>los acreedores financieros.</div></div></div><div class=\"po1 w681 h305 lh0\" id=\"TextBlockContainer2957\"><div class=\"po0 l342 t756 f0\" id=\"div_2948_XBRL_TS_30f11eb37bf04928829ca800706708bc\"><div class=\"po1 w681 h305 lh0\" id=\"TextBlockContainer2955\"><div class=\"po0 l342 t756 f0\" id=\"div_2949_XBRL_TS_279eade42cb344cc90b59f2c5ae885a0\"><div class=\"po1 w681 h305 lh0\" id=\"TextBlockContainer2953\"><div class=\"po0 l342 t756 f0\" id=\"div_2950_XBRL_TS_1211c7fc46184ea1ae8619b923aaebe1\"><div class=\"po1 w681 h305 lh0\" id=\"TextBlockContainer2951\"><div class=\"w89 po0 h12 l2415 t3981 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3981 bgc0\">\u00a0</div>\n<div class=\"w1283 po0 h12 l2416 t3981 bgc0\">\u00a0</div>\n<div 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class=\"w1285 po0 h12 l2421 t3987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3987 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3987 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t375 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t375 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t375 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2420 t3988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2415 t3988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2418 t3988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2417 t3988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2420 t3989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2415 t3989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2418 t3989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2417 t3989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2420 t3990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2415 t3990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2418 t3990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2417 t3990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3991 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t3991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3991 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3991 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3993 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3993 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3993 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2420 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2415 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2418 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2417 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2420 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2415 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2418 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2417 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3996 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3996 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3996 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t2566 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t2566 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t2566 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2420 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2415 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2418 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2417 t3998 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h224 l2421 t3999 bgc3\">\u00a0</div>\n<div class=\"w1286 po0 h37 l2423 t4000 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h224 l2416 t3999 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h37 l2424 t4000 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h224 l2419 t3999 bgc3\">\u00a0</div>\n<div class=\"w918 po0 h37 l2425 t4000 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4001 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t4001 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t4001 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4002 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t4002 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t4002 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4002 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2951\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a16160\">(15)<div class=\"d0 w391\">\u00a0</div>RESULTADO FINANCIERO </div><div class=\"po0 fs14 cl2 l451 t3516\" id=\"a16165\">El desglose del saldo de este ep\u00edgrafe de las cuentas de resultados<div class=\"d0 w402\">\u00a0</div>consolidadas es el siguiente: </div><div class=\"po0 fs32 cl2 l2426 t4003\" id=\"a16169\">Miles de euros </div><div class=\"po0 fs32 cl2 l2427 t4004\" id=\"a16171\">2024 </div><div class=\"po0 fs32 cl2 l2428 t4004\" id=\"a16173\">2023 </div><div class=\"po0 fs32 cl2 l2429 t4005\" id=\"a16175\"><div class=\"d0 w1287\">\u00a0</div>Ingresos de inversiones<div class=\"d0 w824\">\u00a0</div>financieras temporales </div><div class=\"po0 fs32 cl2 l2430 t4005\" id=\"a16178\">3.596 </div><div class=\"po0 fs32 cl2 l2431 t4005\" id=\"a16180\">3.734 </div><div class=\"po0 fs32 cl2 l2429 t4006\" id=\"a16182\"><div class=\"d0 w1287\">\u00a0</div>Ingresos financieros<div class=\"d0 w585\">\u00a0</div>por operaciones de<div class=\"d0 w697\">\u00a0</div>cobertura </div><div class=\"po0 fs32 cl2 l2430 t4006\" id=\"a16185\">4.802 </div><div class=\"po0 fs32 cl2 l2431 t4006\" id=\"a16187\">3.091 </div><div class=\"po0 fs32 cl2 l2429 t4007\" id=\"a16189\"><div class=\"d0 w1287\">\u00a0</div>Otros ingresos financieros </div><div class=\"po0 fs32 cl2 l2430 t4007\" id=\"a16192\">6.248 </div><div class=\"po0 fs32 cl2 l2431 t4007\" id=\"a16194\">2.109 </div><div class=\"po0 fs15 cl2 l2429 t3428\" id=\"a16196\"><div class=\"d0 w1287\">\u00a0</div>Ingresos financieros </div><div class=\"po0 fs15 cl2 l2432 t3428\" id=\"a16199\">14.646 </div><div class=\"po0 fs15 cl2 l2431 t3428\" id=\"a16201\">8.934 </div><div class=\"po0 fs32 cl2 l2429 t4008\" id=\"a16203\"><div class=\"d0 w1287\">\u00a0</div>Intereses de deuda </div><div class=\"po0 fs32 cl2 l2433 t4008\" id=\"a16206\">(82.564) </div><div class=\"po0 fs32 cl2 l2434 t4008\" id=\"a16208\">(86.622) </div><div class=\"po0 fs32 cl2 l2429 t4009\" id=\"a16210\"><div class=\"d0 w1288\">\u00a0</div>Ajustes por inflaci\u00f3n </div><div class=\"po0 fs32 cl2 l2435 t4009\" id=\"a16213\">(6.185) </div><div class=\"po0 fs32 cl2 l2434 t4009\" id=\"a16215\">(11.993) </div><div class=\"po0 fs32 cl2 l2429 t4010\" id=\"a16217\"><div class=\"d0 w1287\">\u00a0</div>Gastos formalizaci\u00f3n<div class=\"d0 w614\">\u00a0</div>de deuda </div><div class=\"po0 fs32 cl2 l2436 t4010\" id=\"a16220\">(8) </div><div class=\"po0 fs32 cl2 l2437 t4010\" id=\"a16222\">314 </div><div class=\"po0 fs32 cl2 l2429 t4011\" id=\"a16224\"><div class=\"d0 w1287\">\u00a0</div>Otros gastos financieros </div><div class=\"po0 fs32 cl2 l2433 t4011\" id=\"a16227\">(10.964) </div><div class=\"po0 fs32 cl2 l2434 t4011\" id=\"a16229\">(14.795) </div><div class=\"po0 fs15 cl2 l2429 t4012\" id=\"a16231\"><div class=\"d0 w1288\">\u00a0</div>Gastos financieros </div><div class=\"po0 fs15 cl2 l2433 t4012\" id=\"a16234\">(99.721) </div><div class=\"po0 fs15 cl2 l2438 t4012\" id=\"a16236\">(113.096) </div><div class=\"po0 fs32 cl2 l2429 t4013\" id=\"a16238\"><div class=\"d0 w1287\">\u00a0</div>Diferencias positivas<div class=\"d0 w384\">\u00a0</div>de cambio </div><div class=\"po0 fs32 cl2 l2432 t4013\" id=\"a16241\">31.687 </div><div class=\"po0 fs32 cl2 l2439 t4013\" id=\"a16243\">57.177 </div><div class=\"po0 fs32 cl2 l2429 t4014\" id=\"a16245\"><div class=\"d0 w1287\">\u00a0</div>Diferencias negativas<div class=\"d0 w585\">\u00a0</div>de cambio </div><div class=\"po0 fs32 cl2 l2433 t4014\" id=\"a16248\">(32.663) </div><div class=\"po0 fs32 cl2 l2434 t4014\" id=\"a16250\">(56.483) </div><div class=\"po0 fs15 cl2 l2429 t4015\" id=\"a16252\"><div class=\"d0 w1288\">\u00a0</div>Diferencias de cambio<div class=\"d0 w696\">\u00a0</div>(neto) </div><div class=\"po0 fs15 cl2 l2440 t4015\" id=\"a16255\">(976) </div><div class=\"po0 fs15 cl2 l2437 t4015\" id=\"a16257\">694 </div><div class=\"po0 fs15 cl2 l2429 t4016\" id=\"a16259\"><div class=\"d0 w1288\">\u00a0</div>Variaciones de valor de<div class=\"d0 w758\">\u00a0</div>instrumentos financieros </div><div class=\"po0 fs15 cl2 l2433 t4016\" id=\"a16262\">(12.486) </div><div class=\"po0 fs15 cl2 l2434 t4016\" id=\"a16264\">(14.813) </div><div class=\"po0 fs15 cl2 l2429 t2813\" id=\"a16266\"><div class=\"d0 w1287\">\u00a0</div>Resultado financiero </div><div class=\"po0 fs15 cl2 l2433 t2813\" id=\"a16269\">(98.537) </div><div class=\"po0 fs15 cl2 l2438 t2813\" id=\"a16271\">(118.281) </div><div class=\"po0 fs14 cl4 l451 t4017\" id=\"a16274\">.</div></div></div></div></div></div></div></div></div><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2998\"><div class=\"po0 l342 t756 f0\" id=\"div_2995_XBRL_TS_46fe21180b2e4cdcbc0f74328952f9a7\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2996\"><div class=\"po1 w198 z0\" id=\"TextContainer2996\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16320\">La disminuci\u00f3n de<div class=\"d0 w231\">\u00a0</div>los \u201cIntereses de deuda\u201d<div class=\"d0 w246\">\u00a0</div>se debe,<div class=\"d0 w1289\">\u00a0</div>fundamentalmente, a la disminuci\u00f3n del </div><div class=\"po0 fs14 cl2 l340 t2214\" id=\"a16326\">gasto de intereses del<div class=\"d0 w57\">\u00a0</div>negocio de Educaci\u00f3n por el menor<div class=\"d0 w58\">\u00a0</div>nivel de endeudamiento y al<div class=\"d0 w48\">\u00a0</div>menor </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a16329\">gasto<div class=\"d0 w20\">\u00a0</div>financiero en<div class=\"d0 w19\">\u00a0</div>PRISA. Esto<div class=\"d0 w169\">\u00a0</div>\u00faltimo se<div class=\"d0 w343\">\u00a0</div>explica porque<div class=\"d0 w7\">\u00a0</div>el incremento<div class=\"d0 w344\">\u00a0</div>del gasto<div class=\"d0 w31\">\u00a0</div>asociado al </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a16337\">aumento<div class=\"d0 w350\">\u00a0</div>del<div class=\"d0 w197\">\u00a0</div>Euribor<div class=\"d0 w192\">\u00a0</div>sobre<div class=\"d0 w638\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>coste<div class=\"d0 w526\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>deuda<div class=\"d0 w187\">\u00a0</div>financiera<div class=\"d0 w256\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>la<div class=\"d0 w444\">\u00a0</div>Sociedad<div class=\"d0 w508\">\u00a0</div>se<div class=\"d0 w598\">\u00a0</div>ha<div class=\"d0 w444\">\u00a0</div>visto </div><div class=\"po0 fs14 cl2 l340 t4022\" id=\"a16343\">compensado<div class=\"d0 w404\">\u00a0</div>con<div class=\"d0 w338\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>menor<div class=\"d0 w248\">\u00a0</div>coste<div class=\"d0 w284\">\u00a0</div>financiero<div class=\"d0 w343\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>haber<div class=\"d0 w173\">\u00a0</div>amortizado<div class=\"d0 w98\">\u00a0</div>50.000<div class=\"d0 w98\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1094\" id=\"a16353\">deuda Junior en abril de 2024 y la menor disposici\u00f3n de 40.000 miles de euros de Deuda Super </div><div class=\"po0 fs14 cl2 l340 t1095\" id=\"a16357\">Senior </div><div class=\"po0 fs26 cl2 l2451 t406\" id=\"a16358\">(v\u00e9ase nota 1 b y nota 11 b).</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInterestExpenseExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_346": {
   "value": "<div class=\"po1 w198 h254 lh0\" id=\"TextBlockContainer2605\"><div class=\"po1 w198 z0\" id=\"TextContainer2605\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13151\">Otros aspectos de la deuda- </div><div class=\"po0 fs14 cl2 l340 t3268\" id=\"a13155\">La estructura de garant\u00edas para la deuda refinanciada sigue el<div class=\"d0 w341\">\u00a0</div>siguiente esquema: </div><div class=\"po0 fs26 cl2 l340 t3269\" id=\"a13158\">Garant\u00edas personales </div><div class=\"po0 fs14 cl2 l340 t3270\" id=\"a13161\">La<div class=\"d0 w485\">\u00a0</div>deuda<div class=\"d0 w230\">\u00a0</div>Senior<div class=\"d0 w286\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>Junior,<div class=\"d0 w31\">\u00a0</div>tal<div class=\"d0 w223\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>como<div class=\"d0 w344\">\u00a0</div>fue<div class=\"d0 w164\">\u00a0</div>refinanciada<div class=\"d0 w165\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>abril<div class=\"d0 w223\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2022,<div class=\"d0 w229\">\u00a0</div>qued\u00f3<div class=\"d0 w367\">\u00a0</div>garantizada </div><div class=\"po0 fs14 cl2 l340 t3271\" id=\"a13165\">solidariamente</div><div class=\"po0 fs14 cl2 l1957 t3271\" id=\"a13167\">por<div class=\"d0 w1090\">\u00a0</div>Promotora<div class=\"d0 w456\">\u00a0</div>de<div class=\"d0 w315\">\u00a0</div>Informaciones,<div class=\"d0 w1091\">\u00a0</div>S.A.<div class=\"d0 w1092\">\u00a0</div>y<div class=\"d0 w1093\">\u00a0</div>las<div class=\"d0 w666\">\u00a0</div>sociedades<div class=\"d0 w1091\">\u00a0</div>Prisa<div class=\"d0 w1094\">\u00a0</div>Activos </div><div class=\"po0 fs14 cl2 l340 t3272\" id=\"a13168\">Educativos, S.A.U., Diario<div class=\"d0 w424\">\u00a0</div>El Pa\u00eds, S.L.U.,<div class=\"d0 w147\">\u00a0</div>Grupo Santillana<div class=\"d0 w85\">\u00a0</div>Educaci\u00f3n Global, S.L.U.,<div class=\"d0 w621\">\u00a0</div>Santillana </div><div class=\"po0 fs14 cl2 l340 t3273\" id=\"a13173\">Latam, S.L.U., Prisa Media S.A.U., y Prisa Gesti\u00f3n Financiera, S.L.U. </div><div class=\"po0 fs26 cl2 l340 t3274\" id=\"a13178\">Garant\u00edas reales </div><div class=\"po0 fs14 cl2 l340 t3275\" id=\"a13181\">Como consecuencia de la Refinanciaci\u00f3n,<div class=\"d0 w532\">\u00a0</div>PRISA otorg\u00f3 prenda<div class=\"d0 w514\">\u00a0</div>sobre ciertas cuentas corrientes </div><div class=\"po0 fs14 cl2 l340 t3276\" id=\"a13187\">de su<div class=\"d0 w361\">\u00a0</div>titularidad y,<div class=\"d0 w39\">\u00a0</div>por otra<div class=\"d0 w23\">\u00a0</div>parte, los<div class=\"d0 w39\">\u00a0</div>garantes tienen<div class=\"d0 w48\">\u00a0</div>otorgadas prendas, seg\u00fan<div class=\"d0 w345\">\u00a0</div>corresponda </div><div class=\"po0 fs14 cl2 l340 t1798\" id=\"a13188\">sobre acciones y participaciones representativos del capital de algunas sociedades<div class=\"d0 w251\">\u00a0</div>del Grupo y </div><div class=\"po0 fs14 cl2 l340 t3277\" id=\"a13189\">sobre<div class=\"d0 w256\">\u00a0</div>ciertas<div class=\"d0 w408\">\u00a0</div>cuentas<div class=\"d0 w602\">\u00a0</div>bancarias<div class=\"d0 w189\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>su<div class=\"d0 w256\">\u00a0</div>titularidad,<div class=\"d0 w195\">\u00a0</div>todo<div class=\"d0 w534\">\u00a0</div>ello<div class=\"d0 w151\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>garant\u00eda<div class=\"d0 w348\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>los<div class=\"d0 w194\">\u00a0</div>referidos </div><div class=\"po0 fs14 cl2 l340 t3278\" id=\"a13191\">acreedores. </div><div class=\"po0 fs14 cl2 l340 t3279\" id=\"a13194\">Se constituy\u00f3 tambi\u00e9n garant\u00eda real sobre las participaciones de Prisa Radio, S.A.U. (80% de su </div><div class=\"po0 fs14 cl2 l340 t3280\" id=\"a13198\">capital social) y<div class=\"d0 w129\">\u00a0</div>sobre el 100%<div class=\"d0 w264\">\u00a0</div>de las participaciones<div class=\"d0 w21\">\u00a0</div>(100% del capital social)<div class=\"d0 w17\">\u00a0</div>de Prisa Activos </div><div class=\"po0 fs14 cl2 l340 t3281\" id=\"a13199\">Educativos,<div class=\"d0 w383\">\u00a0</div>S.A.U.,<div class=\"d0 w110\">\u00a0</div>Prisa<div class=\"d0 w39\">\u00a0</div>Media,<div class=\"d0 w368\">\u00a0</div>S.A.U.,<div class=\"d0 w9\">\u00a0</div>Prisa<div class=\"d0 w383\">\u00a0</div>Gesti\u00f3n<div class=\"d0 w21\">\u00a0</div>Financiera,<div class=\"d0 w295\">\u00a0</div>S.L.U.<div class=\"d0 w129\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>Grupo<div class=\"d0 w57\">\u00a0</div>Santillana </div><div class=\"po0 fs14 cl2 l340 t3282\" id=\"a13204\">Educaci\u00f3n<div class=\"d0 w1095\">\u00a0</div>Global.,<div class=\"d0 w1096\">\u00a0</div>S.L.U.<div class=\"d0 w1097\">\u00a0</div>asegurando<div class=\"d0 w689\">\u00a0</div>la<div class=\"d0 w1098\">\u00a0</div>deuda<div class=\"d0 w1099\">\u00a0</div>refinanciada.<div class=\"d0 w1100\">\u00a0</div>Igualmente,<div class=\"d0 w1101\">\u00a0</div>dada<div class=\"d0 w688\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l340 t3283\" id=\"a13205\">significatividad en el<div class=\"d0 w446\">\u00a0</div>grupo, se constituy\u00f3<div class=\"d0 w147\">\u00a0</div>garant\u00eda real sobre<div class=\"d0 w324\">\u00a0</div>el 100% de<div class=\"d0 w342\">\u00a0</div>las acciones de<div class=\"d0 w326\">\u00a0</div>Editora </div><div class=\"po0 fs14 cl2 l341 t3284\" id=\"a13206\">Moderna Ltda. (Brasil).</div></div></div><div class=\"po1 w681 h357 lh0\" id=\"TextBlockContainer3180\"><div class=\"po1 w681 z0\" id=\"TextContainer3180\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a21921\">(22)<div class=\"d0 w391\">\u00a0</div>GARANT\u00cdAS COMPROMETIDAS CON TERCEROS </div><div class=\"po0 fs14 cl2 l451 t1561\" id=\"a21925\">A<div class=\"d0 w280\">\u00a0</div>31<div class=\"d0 w119\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>diciembre<div class=\"d0 w420\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2024,<div class=\"d0 w404\">\u00a0</div>Grupo<div class=\"d0 w290\">\u00a0</div>PRISA<div class=\"d0 w345\">\u00a0</div>hab\u00eda<div class=\"d0 w239\">\u00a0</div>prestado<div class=\"d0 w199\">\u00a0</div>garant\u00edas<div class=\"d0 w344\">\u00a0</div>personales<div class=\"d0 w394\">\u00a0</div>(incluyendo </div><div class=\"po0 fs14 cl2 l451 t5121\" id=\"a21928\">contragarant\u00edas) por importe de 1.792 miles de euros. </div><div class=\"po0 fs14 cl2 l451 t1863\" id=\"a21934\">En opini\u00f3n de los Administradores de la<div class=\"d0 w47\">\u00a0</div>Sociedad, el posible efecto en la cuenta de<div class=\"d0 w396\">\u00a0</div>resultados </div><div class=\"po0 fs14 cl2 l475 t5122\" id=\"a21935\">consolidada de los avales prestados no ser\u00eda significativo.</div></div></div>",
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    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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  "ID_347": {
   "value": "<div class=\"po1 w198 h259 lh0\" id=\"TextBlockContainer2664\"><div class=\"po1 w198 z0\" id=\"TextContainer2664\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a13453\">Naturaleza y riesgos de los instrumentos financieros </div></div><div class=\"po0 l342 t3329 f0\" id=\"div_2651_XBRL_TS_466fd8017f254e948aaeb9095a0e22fc\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2652\"><div class=\"po1 w198 z0\" id=\"TextContainer2652\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13456\">Riesgo de cr\u00e9dito<div class=\"d0 w990\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a13459\">En relaci\u00f3n al riesgo de cr\u00e9dito comercial,<div class=\"d0 w140\">\u00a0</div>el Grupo eval\u00faa la antig\u00fcedad de<div class=\"d0 w268\">\u00a0</div>los saldos a cobrar </div><div class=\"po0 fs14 cl2 l340 t1302\" id=\"a13460\">(</div><div class=\"po0 fs26 cl2 l1955 t1009\" id=\"a13461\">v\u00e9ase nota</div><div class=\"po0 fs26 cl2 l1965 t1009\" id=\"a13463\">9 b)</div><div class=\"po0 fs14 cl2 l1966 t1302\" id=\"a13464\"><div class=\"d0 w352\">\u00a0</div>y realiza un seguimiento constante<div class=\"d0 w478\">\u00a0</div>de la gesti\u00f3n de los cobros<div class=\"d0 w141\">\u00a0</div>y pagos asociados </div><div class=\"po0 fs14 cl2 l340 t3327\" id=\"a13466\">a<div class=\"d0 w293\">\u00a0</div>todas<div class=\"d0 w369\">\u00a0</div>sus<div class=\"d0 w369\">\u00a0</div>actividades,<div class=\"d0 w231\">\u00a0</div>as\u00ed<div class=\"d0 w245\">\u00a0</div>como<div class=\"d0 w56\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>vencimientos<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>deuda<div class=\"d0 w228\">\u00a0</div>financiera<div class=\"d0 w56\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>comercial<div class=\"d0 w129\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t3328\" id=\"a13467\">analiza<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>manera recurrente<div class=\"d0 w249\">\u00a0</div>otras<div class=\"d0 w57\">\u00a0</div>v\u00edas de<div class=\"d0 w477\">\u00a0</div>financiaci\u00f3n con<div class=\"d0 w3\">\u00a0</div>objeto de<div class=\"d0 w335\">\u00a0</div>cubrir<div class=\"d0 w95\">\u00a0</div>las<div class=\"d0 w32\">\u00a0</div>necesidades </div><div class=\"po0 fs14 cl2 l341 t1312\" id=\"a13469\">previstas de tesorer\u00eda tanto a corto como a medio<div class=\"d0 w406\">\u00a0</div>y largo plazo.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2665\"></div><div class=\"po0 l342 t3338 f0\" id=\"div_2654_XBRL_TS_4c097ce5c7974485b58f9e7eb0894100\"><div class=\"po1 w198 h258 lh0\" id=\"TextBlockContainer2661\"><div class=\"po1 w198 z0\" id=\"TextContainer2661\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13472\">Riesgo de liquidez<div class=\"d0 w1104\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t3330\" id=\"a13475\">Los negocios<div class=\"d0 w167\">\u00a0</div>dependientes de<div class=\"d0 w60\">\u00a0</div>la publicidad<div class=\"d0 w110\">\u00a0</div>tienen un<div class=\"d0 w421\">\u00a0</div>porcentaje elevado<div class=\"d0 w164\">\u00a0</div>de costes<div class=\"d0 w234\">\u00a0</div>fijos, y<div class=\"d0 w390\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3331\" id=\"a13476\">ca\u00edda<div class=\"d0 w612\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>ingresos<div class=\"d0 w500\">\u00a0</div>publicitarios<div class=\"d0 w288\">\u00a0</div>repercute<div class=\"d0 w493\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>manera<div class=\"d0 w4\">\u00a0</div>significativa<div class=\"d0 w271\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>m\u00e1rgenes<div class=\"d0 w900\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3332\" id=\"a13477\">posici\u00f3n de tesorer\u00eda, dificultando la puesta en marcha de medidas adicionales para mejorar<div class=\"d0 w392\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3328\" id=\"a13479\">eficiencia operativa<div class=\"d0 w113\">\u00a0</div>del Grupo. Por<div class=\"d0 w725\">\u00a0</div>otro lado, la<div class=\"d0 w725\">\u00a0</div>naturaleza del<div class=\"d0 w85\">\u00a0</div>negocio de Educaci\u00f3n<div class=\"d0 w96\">\u00a0</div>determina </div><div class=\"po0 fs14 cl2 l340 t1352\" id=\"a13480\">que<div class=\"d0 w728\">\u00a0</div>existan<div class=\"d0 w1105\">\u00a0</div>periodos<div class=\"d0 w1106\">\u00a0</div>de<div class=\"d0 w1107\">\u00a0</div>concentraci\u00f3n<div class=\"d0 w1108\">\u00a0</div>de<div class=\"d0 w1107\">\u00a0</div>cobros<div class=\"d0 w1109\">\u00a0</div>en<div class=\"d0 w1110\">\u00a0</div>torno<div class=\"d0 w1111\">\u00a0</div>a<div class=\"d0 w1112\">\u00a0</div>determinadas<div class=\"d0 w1113\">\u00a0</div>fechas, </div><div class=\"po0 fs14 cl2 l340 t1353\" id=\"a13481\">principalmente durante los<div class=\"d0 w757\">\u00a0</div>\u00faltimos meses de<div class=\"d0 w411\">\u00a0</div>cada a\u00f1o. Lo<div class=\"d0 w556\">\u00a0</div>anterior genera<div class=\"d0 w375\">\u00a0</div>estacionalidad en los </div><div class=\"po0 fs14 cl2 l340 t3333\" id=\"a13483\">flujos de efectivo de Santillana. Si<div class=\"d0 w236\">\u00a0</div>bien la estacionalidad de los flujos de<div class=\"d0 w18\">\u00a0</div>efectivo del Grupo no </div><div class=\"po0 fs14 cl2 l340 t865\" id=\"a13484\">es significativa, en la<div class=\"d0 w125\">\u00a0</div>medida en que los flujos<div class=\"d0 w567\">\u00a0</div>procedentes de las distintas<div class=\"d0 w479\">\u00a0</div>unidades de negocio </div><div class=\"po0 fs14 cl2 l340 t866\" id=\"a13485\">se compensan mitigando, en gran medida, el efecto de la estacionalidad, lo anterior podr\u00eda dar </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a13487\">lugar<div class=\"d0 w859\">\u00a0</div>a<div class=\"d0 w863\">\u00a0</div>algunas<div class=\"d0 w1114\">\u00a0</div>tensiones<div class=\"d0 w603\">\u00a0</div>de<div class=\"d0 w661\">\u00a0</div>tesorer\u00eda<div class=\"d0 w458\">\u00a0</div>durante<div class=\"d0 w320\">\u00a0</div>los<div class=\"d0 w863\">\u00a0</div>periodos<div class=\"d0 w456\">\u00a0</div>en<div class=\"d0 w455\">\u00a0</div>que<div class=\"d0 w771\">\u00a0</div>los<div class=\"d0 w656\">\u00a0</div>cobros<div class=\"d0 w1115\">\u00a0</div>son </div><div class=\"po0 fs14 cl2 l340 t868\" id=\"a13488\">estructuralmente menores. </div><div class=\"po0 fs14 cl2 l340 t1313\" id=\"a13491\">La<div class=\"d0 w351\">\u00a0</div>gesti\u00f3n<div class=\"d0 w189\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>riesgo<div class=\"d0 w255\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>liquidez<div class=\"d0 w195\">\u00a0</div>contempla<div class=\"d0 w206\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>seguimiento<div class=\"d0 w564\">\u00a0</div>detallado<div class=\"d0 w209\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>calendario<div class=\"d0 w203\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1314\" id=\"a13493\">vencimientos de la deuda<div class=\"d0 w113\">\u00a0</div>financiera del Grupo, as\u00ed<div class=\"d0 w634\">\u00a0</div>como el mantenimiento de<div class=\"d0 w515\">\u00a0</div>l\u00edneas de cr\u00e9dito </div><div class=\"po0 fs14 cl2 l340 t1315\" id=\"a13494\">y otras v\u00edas de<div class=\"d0 w19\">\u00a0</div>financiaci\u00f3n que permitan cubrir las necesidades previstas<div class=\"d0 w27\">\u00a0</div>de tesorer\u00eda, tanto a </div><div class=\"po0 fs14 cl2 l340 t3334\" id=\"a13499\">corto como a<div class=\"d0 w516\">\u00a0</div>medio y largo<div class=\"d0 w405\">\u00a0</div>plazo. A este<div class=\"d0 w267\">\u00a0</div>respecto, el Grupo<div class=\"d0 w558\">\u00a0</div>cuenta con<div class=\"d0 w406\">\u00a0</div>una deuda Super<div class=\"d0 w472\">\u00a0</div>Senior </div><div class=\"po0 fs14 cl2 l340 t3335\" id=\"a13502\">para atender<div class=\"d0 w396\">\u00a0</div>necesidades operativas y<div class=\"d0 w296\">\u00a0</div>otras filiales del<div class=\"d0 w543\">\u00a0</div>Grupo disponen de<div class=\"d0 w486\">\u00a0</div>p\u00f3lizas de cr\u00e9dito </div><div class=\"po0 fs14 cl2 l340 t3336\" id=\"a13504\">para el mismo fin.<div class=\"d0 w1116\">\u00a0</div></div></div><div class=\"po0 l342 t3337 f0\" id=\"div_2655_XBRL_TS_03f0d37f160c4bf2bafbc280e0e0552a\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2659\"><div class=\"po0 l342 t756 f0\" id=\"div_2656_XBRL_TS_03c8a82491a3427db2c0cd14ea7a35a8\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2657\"><div class=\"po1 w198 z0\" id=\"TextContainer2657\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13507\">La siguiente tabla detalla el an\u00e1lisis de la liquidez del<div class=\"d0 w24\">\u00a0</div>Grupo PRISA a 31 de diciembre de 2024 </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13510\">para su<div class=\"d0 w300\">\u00a0</div>deuda con<div class=\"d0 w631\">\u00a0</div>entidades de<div class=\"d0 w144\">\u00a0</div>cr\u00e9dito, que<div class=\"d0 w490\">\u00a0</div>suponen la<div class=\"d0 w146\">\u00a0</div>casi totalidad<div class=\"d0 w725\">\u00a0</div>de los<div class=\"d0 w424\">\u00a0</div>pasivos financieros. </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13511\">El<div class=\"d0 w98\">\u00a0</div>cuadro<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w280\">\u00a0</div>elaborado<div class=\"d0 w419\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>partir<div class=\"d0 w174\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>salidas<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>caja<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>vencimientos<div class=\"d0 w293\">\u00a0</div>contractuales </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a13512\">previstos, considerando<div class=\"d0 w424\">\u00a0</div>la amortizaci\u00f3n<div class=\"d0 w145\">\u00a0</div>anticipada de<div class=\"d0 w473\">\u00a0</div>la deuda<div class=\"d0 w478\">\u00a0</div>Junior realizada<div class=\"d0 w725\">\u00a0</div>en abril<div class=\"d0 w144\">\u00a0</div>de 2024 </div></div></div></div></div></div></div></div></div><div class=\"po1 w502 h145 lh0\" id=\"TextBlockContainer2685\"><div class=\"po0 l342 t756 f0\" id=\"div_2673_XBRL_TS_03c8a82491a3427db2c0cd14ea7a35a8_1\"><div class=\"po1 w502 h261 lh0\" id=\"TextBlockContainer2680\"><div class=\"po0 l342 t756 f0\" id=\"div_2674_XBRL_TS_03f0d37f160c4bf2bafbc280e0e0552a_1\"><div class=\"po1 w502 h261 lh0\" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2417 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t2417 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t2417 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1971 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1967 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1294 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1970 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1972 t2418 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h83 l1715 t3339 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h251 l1455 t410 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h83 l1973 t3339 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h251 l1974 t410 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t3340 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t3340 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t3340 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1971 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1967 t3339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1294 t3339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1970 t3339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1972 t3339 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h41 l1715 t3341 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1455 t3342 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h41 l1973 t3341 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1974 t3342 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l1967 t3341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1294 t3341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1970 t3341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1972 t3341 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h41 l1715 t3343 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1455 t3344 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h41 l1973 t3343 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1974 t3344 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l1967 t3343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1294 t3343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1970 t3343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1972 t3343 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h41 l1715 t3345 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1455 t558 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h41 l1973 t3345 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1974 t558 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l1967 t3345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1294 t3345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1970 t3345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1972 t3345 bgc0\">\u00a0</div>\n<div class=\"w1118 po0 h83 l1968 t3346 bgc3\">\u00a0</div>\n<div class=\"w1119 po0 h37 l1975 t3080 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h83 l1715 t3346 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h37 l1455 t3080 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t3347 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t3347 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t3347 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1971 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1967 t3346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2757 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1294 t3346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t2757 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1970 t3346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t2757 bgc0\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2676\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a13535\">por importe de 50<div class=\"d0 w353\">\u00a0</div>millones de euros<div class=\"d0 w265\">\u00a0</div>y la devoluci\u00f3n de<div class=\"d0 w328\">\u00a0</div>40 millones de euros<div class=\"d0 w498\">\u00a0</div>de la Deuda<div class=\"d0 w113\">\u00a0</div>Super </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a13544\">Senior.<div class=\"d0 w31\">\u00a0</div>Los flujos<div class=\"d0 w468\">\u00a0</div>incluyen<div class=\"d0 w33\">\u00a0</div>tanto las<div class=\"d0 w380\">\u00a0</div>amortizaciones esperadas<div class=\"d0 w227\">\u00a0</div>como<div class=\"d0 w50\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>pagos por<div class=\"d0 w633\">\u00a0</div>intereses. </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a13546\">Cuando dicha<div class=\"d0 w226\">\u00a0</div>liquidaci\u00f3n no<div class=\"d0 w224\">\u00a0</div>es fija,<div class=\"d0 w119\">\u00a0</div>el importe<div class=\"d0 w475\">\u00a0</div>ha sido<div class=\"d0 w162\">\u00a0</div>determinado con<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>tipos impl\u00edcitos </div><div class=\"po0 fs14 cl2 l362 t817\" id=\"a13547\">calculados a partir de la curva de tipos de inter\u00e9s disponible m\u00e1s reciente: </div><div class=\"po0 fs15 cl2 l1976 t3348\" id=\"a13552\">Vencimientos </div><div class=\"po0 fs15 cl2 l1690 t3348\" id=\"a13554\">Miles de euros </div><div class=\"po0 fs15 cl2 l1901 t3349\" id=\"a13557\">Curva de tipos </div><div class=\"po0 fs15 cl2 l1977 t3348\" id=\"a13558\">impl\u00edcitos </div><div class=\"po0 fs15 cl2 l853 t3350\" id=\"a13559\">Euribor </div><div class=\"po0 fs32 cl2 l1976 t1755\" id=\"a13561\">Menos de 3 meses </div><div class=\"po0 fs32 cl2 l656 t1755\" id=\"a13563\">21.224 </div><div class=\"po0 fs32 cl2 l604 t1755\" id=\"a13565\">2,74% </div><div class=\"po0 fs32 cl2 l1976 t3351\" id=\"a13567\">3-12 meses </div><div class=\"po0 fs32 cl2 l656 t3351\" id=\"a13571\">55.960 </div><div class=\"po0 fs32 cl2 l604 t3351\" id=\"a13573\">2,12% </div><div class=\"po0 fs32 cl2 l1976 t3352\" id=\"a13575\">De 1 a 3 a\u00f1os </div><div class=\"po0 fs32 cl2 l673 t3352\" id=\"a13577\">877.669 </div><div class=\"po0 fs32 cl2 l604 t3352\" id=\"a13579\">2,03% </div><div class=\"po0 fs32 cl2 l1976 t3353\" id=\"a13581\">De 3 a 5 a\u00f1os </div><div class=\"po0 fs32 cl2 l1537 t3353\" id=\"a13583\">6 </div><div class=\"po0 fs32 cl2 l604 t3353\" id=\"a13585\">2,21% </div><div class=\"po0 fs15 cl2 l1976 t3354\" id=\"a13587\">Total </div><div class=\"po0 fs15 cl2 l673 t3354\" id=\"a13589\">954.859 </div><div class=\"po0 fs14 cl2 l340 t3355\" id=\"a13594\">Los principales pasivos<div class=\"d0 w1120\">\u00a0</div>financieros<div class=\"d0 w1121\">\u00a0</div>del Grupo a 31 de diciembre de<div class=\"d0 w26\">\u00a0</div>2024 son la deuda Junior y </div><div class=\"po0 fs14 cl2 l340 t1922\" id=\"a13610\">Senior y<div class=\"d0 w288\">\u00a0</div>la Deuda<div class=\"d0 w483\">\u00a0</div>Super Senior,<div class=\"d0 w485\">\u00a0</div>las cuales<div class=\"d0 w174\">\u00a0</div>est\u00e1n<div class=\"d0 w47\">\u00a0</div>referenciadas al<div class=\"d0 w288\">\u00a0</div>Euribor.<div class=\"d0 w972\">\u00a0</div>Un incremento<div class=\"d0 w174\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t3356\" id=\"a13626\">Euribor<div class=\"d0 w246\">\u00a0</div>impactar\u00eda<div class=\"d0 w396\">\u00a0</div>directamente en<div class=\"d0 w237\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>inter\u00e9s pagado,<div class=\"d0 w5\">\u00a0</div>fruto de<div class=\"d0 w285\">\u00a0</div>multiplicar<div class=\"d0 w246\">\u00a0</div>dicho<div class=\"d0 w57\">\u00a0</div>incremento </div><div class=\"po0 fs14 cl2 l340 t3357\" id=\"a13627\">por el nominal<div class=\"d0 w231\">\u00a0</div>de los pr\u00e9stamos<div class=\"d0 w59\">\u00a0</div>anteriores, excepto por el nominal<div class=\"d0 w539\">\u00a0</div>cubierto por las siguientes </div><div class=\"po0 fs14 cl2 l340 t3358\" id=\"a13638\">coberturas de tipo<div class=\"d0 w251\">\u00a0</div>de inter\u00e9s: la<div class=\"d0 w147\">\u00a0</div>primera, contratada en<div class=\"d0 w697\">\u00a0</div>septiembre de 2022<div class=\"d0 w330\">\u00a0</div>sobre un nominal<div class=\"d0 w515\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3359\" id=\"a13639\">150<div class=\"d0 w119\">\u00a0</div>millones<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w484\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>limita<div class=\"d0 w290\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>subida<div class=\"d0 w176\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>Euribor<div class=\"d0 w167\">\u00a0</div>a<div class=\"d0 w3\">\u00a0</div>3<div class=\"d0 w475\">\u00a0</div>meses<div class=\"d0 w390\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>encima<div class=\"d0 w486\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>2,25%,<div class=\"d0 w391\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3360\" id=\"a13643\">segunda, contratada en enero de 2023 sobre un importe nominal de 150 millones de euros y un </div><div class=\"po0 fs14 cl2 l340 t3361\" id=\"a13647\">cap del 2,5% (Euribor a 3 meses) y la tercera, contratada en<div class=\"d0 w478\">\u00a0</div>marzo de 2023 sobre un nominal de </div><div class=\"po0 fs14 cl2 l340 t3362\" id=\"a13654\">100 millones de euros,<div class=\"d0 w567\">\u00a0</div>que limita las<div class=\"d0 w331\">\u00a0</div>subidas del Euribor<div class=\"d0 w325\">\u00a0</div>a tres meses por<div class=\"d0 w266\">\u00a0</div>encima del 3%<div class=\"d0 w265\">\u00a0</div>y hasta </div><div class=\"po0 fs14 cl2 l340 t3363\" id=\"a13662\">un m\u00e1ximo del 5% (todas<div class=\"d0 w387\">\u00a0</div>ellas vigentes hasta<div class=\"d0 w251\">\u00a0</div>junio de 2025).<div class=\"d0 w282\">\u00a0</div>En resumen, el nocional<div class=\"d0 w558\">\u00a0</div>de deuda </div><div class=\"po0 fs14 cl2 l340 t3364\" id=\"a13666\">cubierto<div class=\"d0 w554\">\u00a0</div>con<div class=\"d0 w534\">\u00a0</div>las<div class=\"d0 w551\">\u00a0</div>coberturas<div class=\"d0 w465\">\u00a0</div>anteriores<div class=\"d0 w535\">\u00a0</div>asciende<div class=\"d0 w212\">\u00a0</div>a<div class=\"d0 w415\">\u00a0</div>400<div class=\"d0 w206\">\u00a0</div>millones<div class=\"d0 w540\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>euros.<div class=\"d0 w545\">\u00a0</div>Por<div class=\"d0 w750\">\u00a0</div>tanto,<div class=\"d0 w407\">\u00a0</div>cada </div><div class=\"po0 fs14 cl2 l340 t3365\" id=\"a13672\">incremento<div class=\"d0 w676\">\u00a0</div>del<div class=\"d0 w679\">\u00a0</div>Euribor<div class=\"d0 w149\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>un<div class=\"d0 w645\">\u00a0</div>punto<div class=\"d0 w350\">\u00a0</div>supondr\u00eda<div class=\"d0 w638\">\u00a0</div>un<div class=\"d0 w645\">\u00a0</div>mayor<div class=\"d0 w529\">\u00a0</div>pago<div class=\"d0 w679\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>intereses<div class=\"d0 w547\">\u00a0</div>anual<div class=\"d0 w152\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3366\" id=\"a13674\">aproximadamente 4 millones de euros (sobre<div class=\"d0 w57\">\u00a0</div>el nocional no cubierto) y de 8 millones<div class=\"d0 w7\">\u00a0</div>de euros </div><div class=\"po0 fs14 cl2 l341 t456\" id=\"a13681\">sobre el total de la citada deuda, una vez que venzan las coberturas<div class=\"d0 w342\">\u00a0</div>mencionadas.</div></div></div></div></div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer2685\"><div class=\"po0 fs14 cl2 l864 t456\" id=\"a13681_81_2\"><div class=\"d0 w947\">\u00a0</div></div></div><div class=\"po0 l464 t3368 f0\" id=\"div_2682_XBRL_TS_d4475ba8e6c14a289fd8e33d0c9979dd\"><div class=\"po1 w198 h262 lh0\" id=\"TextBlockContainer2683\"><div class=\"po1 w198 z0\" id=\"TextContainer2683\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13684\">Riesgo de mercado \u2013 tipo de cambio </div><div class=\"po0 fs14 cl2 l340 t3268\" id=\"a13690\">El Grupo<div class=\"d0 w225\">\u00a0</div>est\u00e1 expuesto<div class=\"d0 w247\">\u00a0</div>a las<div class=\"d0 w174\">\u00a0</div>fluctuaciones en<div class=\"d0 w30\">\u00a0</div>los tipos<div class=\"d0 w176\">\u00a0</div>de cambio<div class=\"d0 w420\">\u00a0</div>fundamentalmente por<div class=\"d0 w286\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t1329\" id=\"a13691\">inversiones financieras realizadas<div class=\"d0 w228\">\u00a0</div>en participaciones en sociedades<div class=\"d0 w199\">\u00a0</div>radicadas en el<div class=\"d0 w296\">\u00a0</div>continente </div><div class=\"po0 fs14 cl2 l340 t3367\" id=\"a13693\">americano, as\u00ed como por los ingresos y resultados procedentes<div class=\"d0 w406\">\u00a0</div>de dichas inversiones. </div></div></div></div></div><div class=\"po1 w198 h264 lh0\" id=\"TextBlockContainer2696\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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PvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div 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class=\"w89 po0 h12 l1717 t3375 bgc0\">\u00a0</div>\n<div class=\"w1126 po0 h12 l1362 t3375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1983 t3375 bgc0\">\u00a0</div>\n<div class=\"w1126 po0 h12 l1984 t3375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1980 t3375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l1985 t2104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1985 t3376 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1985 t3376 bgc0\">\u00a0</div>\n<div class=\"w1127 po0 h12 l1986 t3376 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l1978 t2104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1978 t3376 bgc0\">\u00a0</div>\n<div class=\"w1124 po0 h12 l1979 t3376 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l1981 t2104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1981 t3376 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1982 t3376 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l1717 t2104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1717 t3376 bgc0\">\u00a0</div>\n<div class=\"w1126 po0 h12 l1362 t3376 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l1983 t2104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1983 t3376 bgc0\">\u00a0</div>\n<div class=\"w1131 po0 h12 l1984 t3376 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2696\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13706\">El<div class=\"d0 w339\">\u00a0</div>impacto<div class=\"d0 w160\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>ingresos<div class=\"d0 w474\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>explotaci\u00f3n<div class=\"d0 w249\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>resultado<div class=\"d0 w468\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>explotaci\u00f3n<div class=\"d0 w249\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>Grupo<div class=\"d0 w280\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a13707\">ejercicio 2024<div class=\"d0 w485\">\u00a0</div>ante un<div class=\"d0 w281\">\u00a0</div>cambio de<div class=\"d0 w233\">\u00a0</div>+/-10% en<div class=\"d0 w167\">\u00a0</div>el tipo<div class=\"d0 w474\">\u00a0</div>de cambio<div class=\"d0 w233\">\u00a0</div>de las<div class=\"d0 w98\">\u00a0</div>principales monedas<div class=\"d0 w228\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a13711\">presenta a continuaci\u00f3n: </div><div class=\"po0 fs15 cl2 l1992 t3377\" id=\"a13715\">10% </div><div class=\"po0 fs15 cl2 l645 t3378\" id=\"a13717\">-10% </div><div class=\"po0 fs38 cl2 l1993 t3379\" id=\"a13720\">Millones de euros </div><div class=\"po0 fs32 cl2 l1743 t3380\" id=\"a13722\">Impacto en </div><div class=\"po0 fs32 cl2 l1741 t3381\" id=\"a13723\">ingresos de </div><div class=\"po0 fs32 cl2 l1283 t3382\" id=\"a13724\">explotaci\u00f3n </div><div class=\"po0 fs32 cl2 l905 t3380\" id=\"a13726\">Impacto en </div><div class=\"po0 fs32 cl2 l1994 t3381\" id=\"a13727\">resultado de </div><div class=\"po0 fs32 cl2 l1995 t3382\" id=\"a13728\">explotaci\u00f3n </div><div class=\"po0 fs32 cl2 l925 t3380\" id=\"a13730\">Impacto en </div><div class=\"po0 fs32 cl2 l1996 t3381\" id=\"a13731\">ingresos de </div><div class=\"po0 fs32 cl2 l932 t3382\" id=\"a13732\">explotaci\u00f3n </div><div class=\"po0 fs32 cl2 l1997 t3380\" id=\"a13734\">Impacto en </div><div class=\"po0 fs32 cl2 l1998 t3381\" id=\"a13735\">resultado de </div><div class=\"po0 fs32 cl2 l1999 t3382\" id=\"a13736\">explotaci\u00f3n </div><div class=\"po0 fs32 cl2 l2000 t2100\" id=\"a13738\">Real brasile\u00f1o vs EUR </div><div class=\"po0 fs32 cl2 l2001 t2100\" id=\"a13740\">(17,9) </div><div class=\"po0 fs32 cl2 l2002 t2100\" id=\"a13742\">(3,2) </div><div class=\"po0 fs32 cl2 l2003 t2100\" id=\"a13744\">17,9 </div><div class=\"po0 fs32 cl2 l769 t2100\" id=\"a13746\">3,2 </div><div class=\"po0 fs32 cl2 l2000 t3383\" id=\"a13748\">Peso mexicano vs EUR </div><div class=\"po0 fs32 cl2 l2001 t3383\" id=\"a13750\">(10,5) </div><div class=\"po0 fs32 cl2 l2002 t3383\" id=\"a13752\">(1,5) </div><div class=\"po0 fs32 cl2 l2003 t3383\" id=\"a13754\">10,5 </div><div class=\"po0 fs32 cl2 l769 t3383\" id=\"a13756\">1,5 </div><div class=\"po0 fs32 cl2 l2000 t2226\" id=\"a13758\">Peso colombiano vs EUR </div><div class=\"po0 fs32 cl2 l2004 t2226\" id=\"a13761\">(9,0) </div><div class=\"po0 fs32 cl2 l2002 t2226\" id=\"a13763\">(0,9) </div><div class=\"po0 fs32 cl2 l1064 t2226\" id=\"a13765\">9,0 </div><div class=\"po0 fs32 cl2 l769 t2226\" id=\"a13767\">0,9 </div><div class=\"po0 fs32 cl2 l2000 t3384\" id=\"a13769\">Peso chileno vs EUR </div><div class=\"po0 fs32 cl2 l2004 t3384\" id=\"a13771\">(3,9) </div><div class=\"po0 fs32 cl2 l2002 t3384\" id=\"a13773\">(1,1) </div><div class=\"po0 fs32 cl2 l1064 t3384\" id=\"a13775\">3,9 </div><div class=\"po0 fs32 cl2 l769 t3384\" id=\"a13777\">1,1 </div><div class=\"po0 fs32 cl2 l2000 t3385\" id=\"a13779\">Peso argentino vs EUR </div><div class=\"po0 fs32 cl2 l2004 t3385\" id=\"a13781\">(2,1) </div><div class=\"po0 fs32 cl2 l2002 t3385\" id=\"a13783\">(0,1) </div><div class=\"po0 fs32 cl2 l1064 t3385\" id=\"a13785\">2,1 </div><div class=\"po0 fs32 cl2 l769 t3385\" id=\"a13787\">0,1 </div><div class=\"po0 fs15 cl2 l2000 t3386\" id=\"a13789\">Total </div><div class=\"po0 fs15 cl2 l2001 t3387\" id=\"a13791\">(43,4) </div><div class=\"po0 fs15 cl2 l2002 t3387\" id=\"a13793\">(6,8) </div><div class=\"po0 fs15 cl2 l1779 t3387\" id=\"a13795\">43,4 </div><div class=\"po0 fs15 cl2 l666 t3387\" id=\"a13797\">6,8 </div><div class=\"po0 fs14 cl2 l340 t3388\" id=\"a13801\">En este contexto, con<div class=\"d0 w446\">\u00a0</div>objeto de mitigar<div class=\"d0 w375\">\u00a0</div>este riesgo,<div class=\"d0 w353\">\u00a0</div>el Grupo valora la<div class=\"d0 w634\">\u00a0</div>posibilidad de formalizar, </div><div class=\"po0 fs14 cl2 l340 t1886\" id=\"a13805\">sobre<div class=\"d0 w50\">\u00a0</div>la base<div class=\"d0 w475\">\u00a0</div>de sus<div class=\"d0 w419\">\u00a0</div>previsiones y<div class=\"d0 w233\">\u00a0</div>presupuestos que<div class=\"d0 w200\">\u00a0</div>se analizan<div class=\"d0 w165\">\u00a0</div>mensualmente, contratos<div class=\"d0 w420\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1887\" id=\"a13806\">cobertura de<div class=\"d0 w557\">\u00a0</div>riesgo en<div class=\"d0 w584\">\u00a0</div>la variaci\u00f3n<div class=\"d0 w414\">\u00a0</div>del tipo<div class=\"d0 w532\">\u00a0</div>de cambio<div class=\"d0 w96\">\u00a0</div>(seguros de<div class=\"d0 w324\">\u00a0</div>cambio, </div><div class=\"po0 fs26 cl2 l2005 t3389\" id=\"a13807\">\u201cforwards\u201d</div><div class=\"po0 fs14 cl2 l2006 t1887\" id=\"a13808\"><div class=\"d0 w708\">\u00a0</div>y opciones </div><div class=\"po0 fs14 cl2 l340 t438\" id=\"a13810\">sobre divisas fundamentalmente) con la finalidad de reducir la volatilidad de los flujos de caja </div><div class=\"po0 fs14 cl2 l340 t1888\" id=\"a13816\">en el reparto de dividendos de las filiales que operan en monedas distintas<div class=\"d0 w561\">\u00a0</div>al euro. </div><div class=\"po0 fs26 cl2 l340 t3390\" id=\"a13820\">Riesgo de mercado - tipo de inter\u00e9s </div><div class=\"po0 fs14 cl2 l340 t3391\" id=\"a13826\">El<div class=\"d0 w1132\">\u00a0</div>Grupo<div class=\"d0 w1133\">\u00a0</div>se<div class=\"d0 w1134\">\u00a0</div>encuentra<div class=\"d0 w1135\">\u00a0</div>expuesto<div class=\"d0 w1136\">\u00a0</div>a<div class=\"d0 w1112\">\u00a0</div>las<div class=\"d0 w734\">\u00a0</div>variaciones<div class=\"d0 w1109\">\u00a0</div>del<div class=\"d0 w1134\">\u00a0</div>tipo<div class=\"d0 w1111\">\u00a0</div>de<div class=\"d0 w1137\">\u00a0</div>inter\u00e9s,<div class=\"d0 w1138\">\u00a0</div>al<div class=\"d0 w1139\">\u00a0</div>obtener </div><div class=\"po0 fs14 cl2 l340 t3392\" id=\"a13827\">aproximadamente un 99,21% de su deuda con entidades financieras<div class=\"d0 w251\">\u00a0</div>a inter\u00e9s variable.<div class=\"d0 w714\">\u00a0</div></div></div><div class=\"po0 l342 t458 f0\" id=\"div_2693_XBRL_TS_cc17c99635eb408e93e60e377f4cc5c1\"><div class=\"po1 w198 h99 lh0\" id=\"TextBlockContainer2694\"><div class=\"po1 w198 z0\" id=\"TextContainer2694\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13832\">A este respecto,<div class=\"d0 w631\">\u00a0</div>el Grupo<div class=\"d0 w402\">\u00a0</div>eval\u00faa la<div class=\"d0 w392\">\u00a0</div>necesidad de<div class=\"d0 w479\">\u00a0</div>formalizar, en<div class=\"d0 w329\">\u00a0</div>base a<div class=\"d0 w328\">\u00a0</div>sus previsiones, contratos </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13834\">de cobertura de tipos<div class=\"d0 w267\">\u00a0</div>de inter\u00e9s.<div class=\"d0 w1087\">\u00a0</div>Al cierre del<div class=\"d0 w561\">\u00a0</div>ejercicio 2024, y en<div class=\"d0 w446\">\u00a0</div>el \u00e1mbito de<div class=\"d0 w85\">\u00a0</div>la deuda asociada </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13837\">a la Refinanciaci\u00f3n, la Sociedad tiene contratadas<div class=\"d0 w516\">\u00a0</div>las coberturas de tipos de inter\u00e9s descritas<div class=\"d0 w268\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a13850\">el apartado<div class=\"d0 w230\">\u00a0</div>anterior. En<div class=\"d0 w418\">\u00a0</div>caso de<div class=\"d0 w200\">\u00a0</div>que el<div class=\"d0 w169\">\u00a0</div>Euribor estuviera<div class=\"d0 w55\">\u00a0</div>por debajo<div class=\"d0 w169\">\u00a0</div>de lo<div class=\"d0 w167\">\u00a0</div>contratado en<div class=\"d0 w31\">\u00a0</div>esas </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a13854\">coberturas, estas no ser\u00edan de aplicaci\u00f3n.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2697\"><div class=\"po0 fs14 cl2 l2007 t3393\" id=\"a13854_42_2\"><div class=\"d0 w1140\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t3394\" id=\"a13864\">En<div class=\"d0 w32\">\u00a0</div>el apartado<div class=\"d0 w230\">\u00a0</div>anterior de<div class=\"d0 w343\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l2008 t3395\" id=\"a13865\">Riesgo de<div class=\"d0 w164\">\u00a0</div>liquidez</div><div class=\"po0 fs14 cl2 l565 t3394\" id=\"a13866\">\u201d se<div class=\"d0 w421\">\u00a0</div>incluye<div class=\"d0 w47\">\u00a0</div>un an\u00e1lisis<div class=\"d0 w345\">\u00a0</div>del riesgo<div class=\"d0 w229\">\u00a0</div>en el<div class=\"d0 w245\">\u00a0</div>pago de </div><div class=\"po0 fs14 cl2 l341 t3396\" id=\"a13867\">intereses referenciados a tipo de inter\u00e9s variable.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinancialRiskManagementExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_348": {
   "value": "<div class=\"po1 w198 h258 lh0\" id=\"TextBlockContainer2661\"><div class=\"po1 w198 z0\" id=\"TextContainer2661\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13472\">Riesgo de liquidez<div class=\"d0 w1104\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t3330\" id=\"a13475\">Los negocios<div class=\"d0 w167\">\u00a0</div>dependientes de<div class=\"d0 w60\">\u00a0</div>la publicidad<div class=\"d0 w110\">\u00a0</div>tienen un<div class=\"d0 w421\">\u00a0</div>porcentaje elevado<div class=\"d0 w164\">\u00a0</div>de costes<div class=\"d0 w234\">\u00a0</div>fijos, y<div class=\"d0 w390\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3331\" id=\"a13476\">ca\u00edda<div class=\"d0 w612\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>ingresos<div class=\"d0 w500\">\u00a0</div>publicitarios<div class=\"d0 w288\">\u00a0</div>repercute<div class=\"d0 w493\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>manera<div class=\"d0 w4\">\u00a0</div>significativa<div class=\"d0 w271\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>m\u00e1rgenes<div class=\"d0 w900\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3332\" id=\"a13477\">posici\u00f3n de tesorer\u00eda, dificultando la puesta en marcha de medidas adicionales para mejorar<div class=\"d0 w392\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3328\" id=\"a13479\">eficiencia operativa<div class=\"d0 w113\">\u00a0</div>del Grupo. Por<div class=\"d0 w725\">\u00a0</div>otro lado, la<div class=\"d0 w725\">\u00a0</div>naturaleza del<div class=\"d0 w85\">\u00a0</div>negocio de Educaci\u00f3n<div class=\"d0 w96\">\u00a0</div>determina </div><div class=\"po0 fs14 cl2 l340 t1352\" id=\"a13480\">que<div class=\"d0 w728\">\u00a0</div>existan<div class=\"d0 w1105\">\u00a0</div>periodos<div class=\"d0 w1106\">\u00a0</div>de<div class=\"d0 w1107\">\u00a0</div>concentraci\u00f3n<div class=\"d0 w1108\">\u00a0</div>de<div class=\"d0 w1107\">\u00a0</div>cobros<div class=\"d0 w1109\">\u00a0</div>en<div class=\"d0 w1110\">\u00a0</div>torno<div class=\"d0 w1111\">\u00a0</div>a<div class=\"d0 w1112\">\u00a0</div>determinadas<div class=\"d0 w1113\">\u00a0</div>fechas, </div><div class=\"po0 fs14 cl2 l340 t1353\" id=\"a13481\">principalmente durante los<div class=\"d0 w757\">\u00a0</div>\u00faltimos meses de<div class=\"d0 w411\">\u00a0</div>cada a\u00f1o. Lo<div class=\"d0 w556\">\u00a0</div>anterior genera<div class=\"d0 w375\">\u00a0</div>estacionalidad en los </div><div class=\"po0 fs14 cl2 l340 t3333\" id=\"a13483\">flujos de efectivo de Santillana. Si<div class=\"d0 w236\">\u00a0</div>bien la estacionalidad de los flujos de<div class=\"d0 w18\">\u00a0</div>efectivo del Grupo no </div><div class=\"po0 fs14 cl2 l340 t865\" id=\"a13484\">es significativa, en la<div class=\"d0 w125\">\u00a0</div>medida en que los flujos<div class=\"d0 w567\">\u00a0</div>procedentes de las distintas<div class=\"d0 w479\">\u00a0</div>unidades de negocio </div><div class=\"po0 fs14 cl2 l340 t866\" id=\"a13485\">se compensan mitigando, en gran medida, el efecto de la estacionalidad, lo anterior podr\u00eda dar </div><div class=\"po0 fs14 cl2 l340 t867\" id=\"a13487\">lugar<div class=\"d0 w859\">\u00a0</div>a<div class=\"d0 w863\">\u00a0</div>algunas<div class=\"d0 w1114\">\u00a0</div>tensiones<div class=\"d0 w603\">\u00a0</div>de<div class=\"d0 w661\">\u00a0</div>tesorer\u00eda<div class=\"d0 w458\">\u00a0</div>durante<div class=\"d0 w320\">\u00a0</div>los<div class=\"d0 w863\">\u00a0</div>periodos<div class=\"d0 w456\">\u00a0</div>en<div class=\"d0 w455\">\u00a0</div>que<div class=\"d0 w771\">\u00a0</div>los<div class=\"d0 w656\">\u00a0</div>cobros<div class=\"d0 w1115\">\u00a0</div>son </div><div class=\"po0 fs14 cl2 l340 t868\" id=\"a13488\">estructuralmente menores. </div><div class=\"po0 fs14 cl2 l340 t1313\" id=\"a13491\">La<div class=\"d0 w351\">\u00a0</div>gesti\u00f3n<div class=\"d0 w189\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>riesgo<div class=\"d0 w255\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>liquidez<div class=\"d0 w195\">\u00a0</div>contempla<div class=\"d0 w206\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>seguimiento<div class=\"d0 w564\">\u00a0</div>detallado<div class=\"d0 w209\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>calendario<div class=\"d0 w203\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1314\" id=\"a13493\">vencimientos de la deuda<div class=\"d0 w113\">\u00a0</div>financiera del Grupo, as\u00ed<div class=\"d0 w634\">\u00a0</div>como el mantenimiento de<div class=\"d0 w515\">\u00a0</div>l\u00edneas de cr\u00e9dito </div><div class=\"po0 fs14 cl2 l340 t1315\" id=\"a13494\">y otras v\u00edas de<div class=\"d0 w19\">\u00a0</div>financiaci\u00f3n que permitan cubrir las necesidades previstas<div class=\"d0 w27\">\u00a0</div>de tesorer\u00eda, tanto a </div><div class=\"po0 fs14 cl2 l340 t3334\" id=\"a13499\">corto como a<div class=\"d0 w516\">\u00a0</div>medio y largo<div class=\"d0 w405\">\u00a0</div>plazo. A este<div class=\"d0 w267\">\u00a0</div>respecto, el Grupo<div class=\"d0 w558\">\u00a0</div>cuenta con<div class=\"d0 w406\">\u00a0</div>una deuda Super<div class=\"d0 w472\">\u00a0</div>Senior </div><div class=\"po0 fs14 cl2 l340 t3335\" id=\"a13502\">para atender<div class=\"d0 w396\">\u00a0</div>necesidades operativas y<div class=\"d0 w296\">\u00a0</div>otras filiales del<div class=\"d0 w543\">\u00a0</div>Grupo disponen de<div class=\"d0 w486\">\u00a0</div>p\u00f3lizas de cr\u00e9dito </div><div class=\"po0 fs14 cl2 l340 t3336\" id=\"a13504\">para el mismo fin.<div class=\"d0 w1116\">\u00a0</div></div></div><div class=\"po0 l342 t3337 f0\" id=\"div_2655_XBRL_TS_03f0d37f160c4bf2bafbc280e0e0552a\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2659\"><div class=\"po0 l342 t756 f0\" id=\"div_2656_XBRL_TS_03c8a82491a3427db2c0cd14ea7a35a8\"><div class=\"po1 w198 h54 lh0\" id=\"TextBlockContainer2657\"><div class=\"po1 w198 z0\" id=\"TextContainer2657\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13507\">La siguiente tabla detalla el an\u00e1lisis de la liquidez del<div class=\"d0 w24\">\u00a0</div>Grupo PRISA a 31 de diciembre de 2024 </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13510\">para su<div class=\"d0 w300\">\u00a0</div>deuda con<div class=\"d0 w631\">\u00a0</div>entidades de<div class=\"d0 w144\">\u00a0</div>cr\u00e9dito, que<div class=\"d0 w490\">\u00a0</div>suponen la<div class=\"d0 w146\">\u00a0</div>casi totalidad<div class=\"d0 w725\">\u00a0</div>de los<div class=\"d0 w424\">\u00a0</div>pasivos financieros. </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13511\">El<div class=\"d0 w98\">\u00a0</div>cuadro<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w280\">\u00a0</div>elaborado<div class=\"d0 w419\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>partir<div class=\"d0 w174\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>salidas<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>caja<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>vencimientos<div class=\"d0 w293\">\u00a0</div>contractuales </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a13512\">previstos, considerando<div class=\"d0 w424\">\u00a0</div>la amortizaci\u00f3n<div class=\"d0 w145\">\u00a0</div>anticipada de<div class=\"d0 w473\">\u00a0</div>la deuda<div class=\"d0 w478\">\u00a0</div>Junior realizada<div class=\"d0 w725\">\u00a0</div>en abril<div class=\"d0 w144\">\u00a0</div>de 2024 </div></div></div></div></div></div></div><div class=\"po1 w502 h261 lh0\" id=\"TextBlockContainer2676\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2417 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t2417 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t2417 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1971 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1967 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1294 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1970 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1972 t2418 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h83 l1715 t3339 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h251 l1455 t410 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h83 l1973 t3339 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h251 l1974 t410 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t3340 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t3340 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t3340 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1971 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t3340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1967 t3339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1294 t3339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1970 t3339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1972 t3339 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h41 l1715 t3341 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1455 t3342 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h41 l1973 t3341 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1974 t3342 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l1967 t3341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1294 t3341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1970 t3341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1972 t3341 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h41 l1715 t3343 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1455 t3344 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h41 l1973 t3343 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1974 t3344 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l1967 t3343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1294 t3343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1970 t3343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1972 t3343 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h41 l1715 t3345 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1455 t558 bgc1\">\u00a0</div>\n<div class=\"w935 po0 h41 l1973 t3345 bgc1\">\u00a0</div>\n<div class=\"w938 po0 h250 l1974 t558 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l1967 t3345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1294 t3345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1970 t3345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1972 t3345 bgc0\">\u00a0</div>\n<div class=\"w1118 po0 h83 l1968 t3346 bgc3\">\u00a0</div>\n<div class=\"w1119 po0 h37 l1975 t3080 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h83 l1715 t3346 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h37 l1455 t3080 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t3347 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t3347 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t3347 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1971 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1972 t3347 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1967 t3346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1967 t2757 bgc0\">\u00a0</div>\n<div class=\"w1117 po0 h12 l1968 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1294 t3346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1294 t2757 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l1969 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1970 t3346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t2757 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1970 t2757 bgc0\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2676\"><div class=\"po0 fs14 cl2 l362 t756\" id=\"a13535\">por importe de 50<div class=\"d0 w353\">\u00a0</div>millones de euros<div class=\"d0 w265\">\u00a0</div>y la devoluci\u00f3n de<div class=\"d0 w328\">\u00a0</div>40 millones de euros<div class=\"d0 w498\">\u00a0</div>de la Deuda<div class=\"d0 w113\">\u00a0</div>Super </div><div class=\"po0 fs14 cl2 l362 t816\" id=\"a13544\">Senior.<div class=\"d0 w31\">\u00a0</div>Los flujos<div class=\"d0 w468\">\u00a0</div>incluyen<div class=\"d0 w33\">\u00a0</div>tanto las<div class=\"d0 w380\">\u00a0</div>amortizaciones esperadas<div class=\"d0 w227\">\u00a0</div>como<div class=\"d0 w50\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>pagos por<div class=\"d0 w633\">\u00a0</div>intereses. </div><div class=\"po0 fs14 cl2 l362 t902\" id=\"a13546\">Cuando dicha<div class=\"d0 w226\">\u00a0</div>liquidaci\u00f3n no<div class=\"d0 w224\">\u00a0</div>es fija,<div class=\"d0 w119\">\u00a0</div>el importe<div class=\"d0 w475\">\u00a0</div>ha sido<div class=\"d0 w162\">\u00a0</div>determinado con<div class=\"d0 w167\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>tipos impl\u00edcitos </div><div class=\"po0 fs14 cl2 l362 t817\" id=\"a13547\">calculados a partir de la curva de tipos de inter\u00e9s disponible m\u00e1s reciente: </div><div class=\"po0 fs15 cl2 l1976 t3348\" id=\"a13552\">Vencimientos </div><div class=\"po0 fs15 cl2 l1690 t3348\" id=\"a13554\">Miles de euros </div><div class=\"po0 fs15 cl2 l1901 t3349\" id=\"a13557\">Curva de tipos </div><div class=\"po0 fs15 cl2 l1977 t3348\" id=\"a13558\">impl\u00edcitos </div><div class=\"po0 fs15 cl2 l853 t3350\" id=\"a13559\">Euribor </div><div class=\"po0 fs32 cl2 l1976 t1755\" id=\"a13561\">Menos de 3 meses </div><div class=\"po0 fs32 cl2 l656 t1755\" id=\"a13563\">21.224 </div><div class=\"po0 fs32 cl2 l604 t1755\" id=\"a13565\">2,74% </div><div class=\"po0 fs32 cl2 l1976 t3351\" id=\"a13567\">3-12 meses </div><div class=\"po0 fs32 cl2 l656 t3351\" id=\"a13571\">55.960 </div><div class=\"po0 fs32 cl2 l604 t3351\" id=\"a13573\">2,12% </div><div class=\"po0 fs32 cl2 l1976 t3352\" id=\"a13575\">De 1 a 3 a\u00f1os </div><div class=\"po0 fs32 cl2 l673 t3352\" id=\"a13577\">877.669 </div><div class=\"po0 fs32 cl2 l604 t3352\" id=\"a13579\">2,03% </div><div class=\"po0 fs32 cl2 l1976 t3353\" id=\"a13581\">De 3 a 5 a\u00f1os </div><div class=\"po0 fs32 cl2 l1537 t3353\" id=\"a13583\">6 </div><div class=\"po0 fs32 cl2 l604 t3353\" id=\"a13585\">2,21% </div><div class=\"po0 fs15 cl2 l1976 t3354\" id=\"a13587\">Total </div><div class=\"po0 fs15 cl2 l673 t3354\" id=\"a13589\">954.859 </div><div class=\"po0 fs14 cl2 l340 t3355\" id=\"a13594\">Los principales pasivos<div class=\"d0 w1120\">\u00a0</div>financieros<div class=\"d0 w1121\">\u00a0</div>del Grupo a 31 de diciembre de<div class=\"d0 w26\">\u00a0</div>2024 son la deuda Junior y </div><div class=\"po0 fs14 cl2 l340 t1922\" id=\"a13610\">Senior y<div class=\"d0 w288\">\u00a0</div>la Deuda<div class=\"d0 w483\">\u00a0</div>Super Senior,<div class=\"d0 w485\">\u00a0</div>las cuales<div class=\"d0 w174\">\u00a0</div>est\u00e1n<div class=\"d0 w47\">\u00a0</div>referenciadas al<div class=\"d0 w288\">\u00a0</div>Euribor.<div class=\"d0 w972\">\u00a0</div>Un incremento<div class=\"d0 w174\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t3356\" id=\"a13626\">Euribor<div class=\"d0 w246\">\u00a0</div>impactar\u00eda<div class=\"d0 w396\">\u00a0</div>directamente en<div class=\"d0 w237\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>inter\u00e9s pagado,<div class=\"d0 w5\">\u00a0</div>fruto de<div class=\"d0 w285\">\u00a0</div>multiplicar<div class=\"d0 w246\">\u00a0</div>dicho<div class=\"d0 w57\">\u00a0</div>incremento </div><div class=\"po0 fs14 cl2 l340 t3357\" id=\"a13627\">por el nominal<div class=\"d0 w231\">\u00a0</div>de los pr\u00e9stamos<div class=\"d0 w59\">\u00a0</div>anteriores, excepto por el nominal<div class=\"d0 w539\">\u00a0</div>cubierto por las siguientes </div><div class=\"po0 fs14 cl2 l340 t3358\" id=\"a13638\">coberturas de tipo<div class=\"d0 w251\">\u00a0</div>de inter\u00e9s: la<div class=\"d0 w147\">\u00a0</div>primera, contratada en<div class=\"d0 w697\">\u00a0</div>septiembre de 2022<div class=\"d0 w330\">\u00a0</div>sobre un nominal<div class=\"d0 w515\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3359\" id=\"a13639\">150<div class=\"d0 w119\">\u00a0</div>millones<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w484\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>limita<div class=\"d0 w290\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>subida<div class=\"d0 w176\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>Euribor<div class=\"d0 w167\">\u00a0</div>a<div class=\"d0 w3\">\u00a0</div>3<div class=\"d0 w475\">\u00a0</div>meses<div class=\"d0 w390\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>encima<div class=\"d0 w486\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>2,25%,<div class=\"d0 w391\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3360\" id=\"a13643\">segunda, contratada en enero de 2023 sobre un importe nominal de 150 millones de euros y un </div><div class=\"po0 fs14 cl2 l340 t3361\" id=\"a13647\">cap del 2,5% (Euribor a 3 meses) y la tercera, contratada en<div class=\"d0 w478\">\u00a0</div>marzo de 2023 sobre un nominal de </div><div class=\"po0 fs14 cl2 l340 t3362\" id=\"a13654\">100 millones de euros,<div class=\"d0 w567\">\u00a0</div>que limita las<div class=\"d0 w331\">\u00a0</div>subidas del Euribor<div class=\"d0 w325\">\u00a0</div>a tres meses por<div class=\"d0 w266\">\u00a0</div>encima del 3%<div class=\"d0 w265\">\u00a0</div>y hasta </div><div class=\"po0 fs14 cl2 l340 t3363\" id=\"a13662\">un m\u00e1ximo del 5% (todas<div class=\"d0 w387\">\u00a0</div>ellas vigentes hasta<div class=\"d0 w251\">\u00a0</div>junio de 2025).<div class=\"d0 w282\">\u00a0</div>En resumen, el nocional<div class=\"d0 w558\">\u00a0</div>de deuda </div><div class=\"po0 fs14 cl2 l340 t3364\" id=\"a13666\">cubierto<div class=\"d0 w554\">\u00a0</div>con<div class=\"d0 w534\">\u00a0</div>las<div class=\"d0 w551\">\u00a0</div>coberturas<div class=\"d0 w465\">\u00a0</div>anteriores<div class=\"d0 w535\">\u00a0</div>asciende<div class=\"d0 w212\">\u00a0</div>a<div class=\"d0 w415\">\u00a0</div>400<div class=\"d0 w206\">\u00a0</div>millones<div class=\"d0 w540\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>euros.<div class=\"d0 w545\">\u00a0</div>Por<div class=\"d0 w750\">\u00a0</div>tanto,<div class=\"d0 w407\">\u00a0</div>cada </div><div class=\"po0 fs14 cl2 l340 t3365\" id=\"a13672\">incremento<div class=\"d0 w676\">\u00a0</div>del<div class=\"d0 w679\">\u00a0</div>Euribor<div class=\"d0 w149\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>un<div class=\"d0 w645\">\u00a0</div>punto<div class=\"d0 w350\">\u00a0</div>supondr\u00eda<div class=\"d0 w638\">\u00a0</div>un<div class=\"d0 w645\">\u00a0</div>mayor<div class=\"d0 w529\">\u00a0</div>pago<div class=\"d0 w679\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>intereses<div class=\"d0 w547\">\u00a0</div>anual<div class=\"d0 w152\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3366\" id=\"a13674\">aproximadamente 4 millones de euros (sobre<div class=\"d0 w57\">\u00a0</div>el nocional no cubierto) y de 8 millones<div class=\"d0 w7\">\u00a0</div>de euros </div><div class=\"po0 fs14 cl2 l341 t456\" id=\"a13681\">sobre el total de la citada deuda, una vez que venzan las coberturas<div class=\"d0 w342\">\u00a0</div>mencionadas.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfLiquidityRiskExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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class=\"d0 w406\">\u00a0</div>de dichas inversiones. </div></div></div><div class=\"po1 w198 h264 lh0\" id=\"TextBlockContainer2699\"><div class=\"po0 l342 t756 f0\" id=\"div_2692_XBRL_TS_fe5d3b94abfc42df9006f0f050923c91_2\"><div class=\"po1 w198 h264 lh0\" id=\"TextBlockContainer2696\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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PvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div 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class=\"w89 po0 h12 l1717 t3375 bgc0\">\u00a0</div>\n<div class=\"w1126 po0 h12 l1362 t3375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1983 t3375 bgc0\">\u00a0</div>\n<div class=\"w1126 po0 h12 l1984 t3375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1980 t3375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l1985 t2104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1985 t3376 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1985 t3376 bgc0\">\u00a0</div>\n<div class=\"w1127 po0 h12 l1986 t3376 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l1978 t2104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1978 t3376 bgc0\">\u00a0</div>\n<div class=\"w1124 po0 h12 l1979 t3376 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l1981 t2104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1981 t3376 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1982 t3376 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l1717 t2104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1717 t3376 bgc0\">\u00a0</div>\n<div class=\"w1126 po0 h12 l1362 t3376 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l1983 t2104 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1983 t3376 bgc0\">\u00a0</div>\n<div class=\"w1131 po0 h12 l1984 t3376 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2696\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13706\">El<div class=\"d0 w339\">\u00a0</div>impacto<div class=\"d0 w160\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>ingresos<div class=\"d0 w474\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>explotaci\u00f3n<div class=\"d0 w249\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>resultado<div class=\"d0 w468\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>explotaci\u00f3n<div class=\"d0 w249\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>Grupo<div class=\"d0 w280\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a13707\">ejercicio 2024<div class=\"d0 w485\">\u00a0</div>ante un<div class=\"d0 w281\">\u00a0</div>cambio de<div class=\"d0 w233\">\u00a0</div>+/-10% en<div class=\"d0 w167\">\u00a0</div>el tipo<div class=\"d0 w474\">\u00a0</div>de cambio<div class=\"d0 w233\">\u00a0</div>de las<div class=\"d0 w98\">\u00a0</div>principales monedas<div class=\"d0 w228\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a13711\">presenta a continuaci\u00f3n: </div><div class=\"po0 fs15 cl2 l1992 t3377\" id=\"a13715\">10% </div><div class=\"po0 fs15 cl2 l645 t3378\" id=\"a13717\">-10% </div><div class=\"po0 fs38 cl2 l1993 t3379\" id=\"a13720\">Millones de euros </div><div class=\"po0 fs32 cl2 l1743 t3380\" id=\"a13722\">Impacto en </div><div class=\"po0 fs32 cl2 l1741 t3381\" id=\"a13723\">ingresos de </div><div class=\"po0 fs32 cl2 l1283 t3382\" id=\"a13724\">explotaci\u00f3n </div><div class=\"po0 fs32 cl2 l905 t3380\" id=\"a13726\">Impacto en </div><div class=\"po0 fs32 cl2 l1994 t3381\" id=\"a13727\">resultado de </div><div class=\"po0 fs32 cl2 l1995 t3382\" id=\"a13728\">explotaci\u00f3n </div><div class=\"po0 fs32 cl2 l925 t3380\" id=\"a13730\">Impacto en </div><div class=\"po0 fs32 cl2 l1996 t3381\" id=\"a13731\">ingresos de </div><div class=\"po0 fs32 cl2 l932 t3382\" id=\"a13732\">explotaci\u00f3n </div><div class=\"po0 fs32 cl2 l1997 t3380\" id=\"a13734\">Impacto en </div><div class=\"po0 fs32 cl2 l1998 t3381\" id=\"a13735\">resultado de </div><div class=\"po0 fs32 cl2 l1999 t3382\" id=\"a13736\">explotaci\u00f3n </div><div class=\"po0 fs32 cl2 l2000 t2100\" id=\"a13738\">Real brasile\u00f1o vs EUR </div><div class=\"po0 fs32 cl2 l2001 t2100\" id=\"a13740\">(17,9) </div><div class=\"po0 fs32 cl2 l2002 t2100\" id=\"a13742\">(3,2) </div><div class=\"po0 fs32 cl2 l2003 t2100\" id=\"a13744\">17,9 </div><div class=\"po0 fs32 cl2 l769 t2100\" id=\"a13746\">3,2 </div><div class=\"po0 fs32 cl2 l2000 t3383\" id=\"a13748\">Peso mexicano vs EUR </div><div class=\"po0 fs32 cl2 l2001 t3383\" id=\"a13750\">(10,5) </div><div class=\"po0 fs32 cl2 l2002 t3383\" id=\"a13752\">(1,5) </div><div class=\"po0 fs32 cl2 l2003 t3383\" id=\"a13754\">10,5 </div><div class=\"po0 fs32 cl2 l769 t3383\" id=\"a13756\">1,5 </div><div class=\"po0 fs32 cl2 l2000 t2226\" id=\"a13758\">Peso colombiano vs EUR </div><div class=\"po0 fs32 cl2 l2004 t2226\" id=\"a13761\">(9,0) </div><div class=\"po0 fs32 cl2 l2002 t2226\" id=\"a13763\">(0,9) </div><div class=\"po0 fs32 cl2 l1064 t2226\" id=\"a13765\">9,0 </div><div class=\"po0 fs32 cl2 l769 t2226\" id=\"a13767\">0,9 </div><div class=\"po0 fs32 cl2 l2000 t3384\" id=\"a13769\">Peso chileno vs EUR </div><div class=\"po0 fs32 cl2 l2004 t3384\" id=\"a13771\">(3,9) </div><div class=\"po0 fs32 cl2 l2002 t3384\" id=\"a13773\">(1,1) </div><div class=\"po0 fs32 cl2 l1064 t3384\" id=\"a13775\">3,9 </div><div class=\"po0 fs32 cl2 l769 t3384\" id=\"a13777\">1,1 </div><div class=\"po0 fs32 cl2 l2000 t3385\" id=\"a13779\">Peso argentino vs EUR </div><div class=\"po0 fs32 cl2 l2004 t3385\" id=\"a13781\">(2,1) </div><div class=\"po0 fs32 cl2 l2002 t3385\" id=\"a13783\">(0,1) </div><div class=\"po0 fs32 cl2 l1064 t3385\" id=\"a13785\">2,1 </div><div class=\"po0 fs32 cl2 l769 t3385\" id=\"a13787\">0,1 </div><div class=\"po0 fs15 cl2 l2000 t3386\" id=\"a13789\">Total </div><div class=\"po0 fs15 cl2 l2001 t3387\" id=\"a13791\">(43,4) </div><div class=\"po0 fs15 cl2 l2002 t3387\" id=\"a13793\">(6,8) </div><div class=\"po0 fs15 cl2 l1779 t3387\" id=\"a13795\">43,4 </div><div class=\"po0 fs15 cl2 l666 t3387\" id=\"a13797\">6,8 </div><div class=\"po0 fs14 cl2 l340 t3388\" id=\"a13801\">En este contexto, con<div class=\"d0 w446\">\u00a0</div>objeto de mitigar<div class=\"d0 w375\">\u00a0</div>este riesgo,<div class=\"d0 w353\">\u00a0</div>el Grupo valora la<div class=\"d0 w634\">\u00a0</div>posibilidad de formalizar, </div><div class=\"po0 fs14 cl2 l340 t1886\" id=\"a13805\">sobre<div class=\"d0 w50\">\u00a0</div>la base<div class=\"d0 w475\">\u00a0</div>de sus<div class=\"d0 w419\">\u00a0</div>previsiones y<div class=\"d0 w233\">\u00a0</div>presupuestos que<div class=\"d0 w200\">\u00a0</div>se analizan<div class=\"d0 w165\">\u00a0</div>mensualmente, contratos<div class=\"d0 w420\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1887\" id=\"a13806\">cobertura de<div class=\"d0 w557\">\u00a0</div>riesgo en<div class=\"d0 w584\">\u00a0</div>la variaci\u00f3n<div class=\"d0 w414\">\u00a0</div>del tipo<div class=\"d0 w532\">\u00a0</div>de cambio<div class=\"d0 w96\">\u00a0</div>(seguros de<div class=\"d0 w324\">\u00a0</div>cambio, </div><div class=\"po0 fs26 cl2 l2005 t3389\" id=\"a13807\">\u201cforwards\u201d</div><div class=\"po0 fs14 cl2 l2006 t1887\" id=\"a13808\"><div class=\"d0 w708\">\u00a0</div>y opciones </div><div class=\"po0 fs14 cl2 l340 t438\" id=\"a13810\">sobre divisas fundamentalmente) con la finalidad de reducir la volatilidad de los flujos de caja </div><div class=\"po0 fs14 cl2 l340 t1888\" id=\"a13816\">en el reparto de dividendos de las filiales que operan en monedas distintas<div class=\"d0 w561\">\u00a0</div>al euro. </div><div class=\"po0 fs26 cl2 l340 t3390\" id=\"a13820\">Riesgo de mercado - tipo de inter\u00e9s </div><div class=\"po0 fs14 cl2 l340 t3391\" id=\"a13826\">El<div class=\"d0 w1132\">\u00a0</div>Grupo<div class=\"d0 w1133\">\u00a0</div>se<div class=\"d0 w1134\">\u00a0</div>encuentra<div class=\"d0 w1135\">\u00a0</div>expuesto<div class=\"d0 w1136\">\u00a0</div>a<div class=\"d0 w1112\">\u00a0</div>las<div class=\"d0 w734\">\u00a0</div>variaciones<div class=\"d0 w1109\">\u00a0</div>del<div class=\"d0 w1134\">\u00a0</div>tipo<div class=\"d0 w1111\">\u00a0</div>de<div class=\"d0 w1137\">\u00a0</div>inter\u00e9s,<div class=\"d0 w1138\">\u00a0</div>al<div class=\"d0 w1139\">\u00a0</div>obtener </div><div class=\"po0 fs14 cl2 l340 t3392\" id=\"a13827\">aproximadamente un 99,21% de su deuda con entidades financieras<div class=\"d0 w251\">\u00a0</div>a inter\u00e9s variable.<div class=\"d0 w714\">\u00a0</div></div></div><div class=\"po0 l342 t458 f0\" id=\"div_2693_XBRL_TS_cc17c99635eb408e93e60e377f4cc5c1\"><div class=\"po1 w198 h99 lh0\" id=\"TextBlockContainer2694\"><div class=\"po1 w198 z0\" id=\"TextContainer2694\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13832\">A este respecto,<div class=\"d0 w631\">\u00a0</div>el Grupo<div class=\"d0 w402\">\u00a0</div>eval\u00faa la<div class=\"d0 w392\">\u00a0</div>necesidad de<div class=\"d0 w479\">\u00a0</div>formalizar, en<div class=\"d0 w329\">\u00a0</div>base a<div class=\"d0 w328\">\u00a0</div>sus previsiones, contratos </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13834\">de cobertura de tipos<div class=\"d0 w267\">\u00a0</div>de inter\u00e9s.<div class=\"d0 w1087\">\u00a0</div>Al cierre del<div class=\"d0 w561\">\u00a0</div>ejercicio 2024, y en<div class=\"d0 w446\">\u00a0</div>el \u00e1mbito de<div class=\"d0 w85\">\u00a0</div>la deuda asociada </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13837\">a la Refinanciaci\u00f3n, la Sociedad tiene contratadas<div class=\"d0 w516\">\u00a0</div>las coberturas de tipos de inter\u00e9s descritas<div class=\"d0 w268\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a13850\">el apartado<div class=\"d0 w230\">\u00a0</div>anterior. En<div class=\"d0 w418\">\u00a0</div>caso de<div class=\"d0 w200\">\u00a0</div>que el<div class=\"d0 w169\">\u00a0</div>Euribor estuviera<div class=\"d0 w55\">\u00a0</div>por debajo<div class=\"d0 w169\">\u00a0</div>de lo<div class=\"d0 w167\">\u00a0</div>contratado en<div class=\"d0 w31\">\u00a0</div>esas </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a13854\">coberturas, estas no ser\u00edan de aplicaci\u00f3n.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2697\"><div class=\"po0 fs14 cl2 l2007 t3393\" id=\"a13854_42_2\"><div class=\"d0 w1140\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t3394\" id=\"a13864\">En<div class=\"d0 w32\">\u00a0</div>el apartado<div class=\"d0 w230\">\u00a0</div>anterior de<div class=\"d0 w343\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l2008 t3395\" id=\"a13865\">Riesgo de<div class=\"d0 w164\">\u00a0</div>liquidez</div><div class=\"po0 fs14 cl2 l565 t3394\" id=\"a13866\">\u201d se<div class=\"d0 w421\">\u00a0</div>incluye<div class=\"d0 w47\">\u00a0</div>un an\u00e1lisis<div class=\"d0 w345\">\u00a0</div>del riesgo<div class=\"d0 w229\">\u00a0</div>en el<div class=\"d0 w245\">\u00a0</div>pago de </div><div class=\"po0 fs14 cl2 l341 t3396\" id=\"a13867\">intereses referenciados a tipo de inter\u00e9s variable.</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfMarketRiskExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_350": {
   "value": "<div class=\"po1 w198 h99 lh0\" id=\"TextBlockContainer2694\"><div class=\"po1 w198 z0\" id=\"TextContainer2694\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13832\">A este respecto,<div class=\"d0 w631\">\u00a0</div>el Grupo<div class=\"d0 w402\">\u00a0</div>eval\u00faa la<div class=\"d0 w392\">\u00a0</div>necesidad de<div class=\"d0 w479\">\u00a0</div>formalizar, en<div class=\"d0 w329\">\u00a0</div>base a<div class=\"d0 w328\">\u00a0</div>sus previsiones, contratos </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13834\">de cobertura de tipos<div class=\"d0 w267\">\u00a0</div>de inter\u00e9s.<div class=\"d0 w1087\">\u00a0</div>Al cierre del<div class=\"d0 w561\">\u00a0</div>ejercicio 2024, y en<div class=\"d0 w446\">\u00a0</div>el \u00e1mbito de<div class=\"d0 w85\">\u00a0</div>la deuda asociada </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13837\">a la Refinanciaci\u00f3n, la Sociedad tiene contratadas<div class=\"d0 w516\">\u00a0</div>las coberturas de tipos de inter\u00e9s descritas<div class=\"d0 w268\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a13850\">el apartado<div class=\"d0 w230\">\u00a0</div>anterior. En<div class=\"d0 w418\">\u00a0</div>caso de<div class=\"d0 w200\">\u00a0</div>que el<div class=\"d0 w169\">\u00a0</div>Euribor estuviera<div class=\"d0 w55\">\u00a0</div>por debajo<div class=\"d0 w169\">\u00a0</div>de lo<div class=\"d0 w167\">\u00a0</div>contratado en<div class=\"d0 w31\">\u00a0</div>esas </div><div class=\"po0 fs14 cl2 l341 t760\" id=\"a13854\">coberturas, estas no ser\u00edan de aplicaci\u00f3n.</div></div></div><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2711\"><div class=\"po0 l342 t756 f0\" id=\"div_2702_XBRL_TS_b76b8dc36ecc4c3cbaef18061819d67f\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2709\"><div class=\"po0 l342 t756 f0\" id=\"div_2703_XBRL_TS_ebd58ac4e3624a6dbaf520248aa46a4b\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2707\"><div class=\"po0 l342 t756 f0\" id=\"div_2704_XBRL_TS_08df6eab26db4fee904e890ed37fbf57\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2705\"><div class=\"po1 w198 z0\" id=\"TextContainer2705\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a13871\">Instrumentos financieros derivados </div><div class=\"po0 fs14 cl2 l340 t2948\" id=\"a13874\">El<div class=\"d0 w218\">\u00a0</div>Grupo<div class=\"d0 w182\">\u00a0</div>PRISA<div class=\"d0 w546\">\u00a0</div>contrata<div class=\"d0 w529\">\u00a0</div>instrumentos<div class=\"d0 w154\">\u00a0</div>financieros<div class=\"d0 w622\">\u00a0</div>derivados<div class=\"d0 w641\">\u00a0</div>con<div class=\"d0 w676\">\u00a0</div>entidades<div class=\"d0 w546\">\u00a0</div>financieras </div><div class=\"po0 fs14 cl2 l340 t2949\" id=\"a13875\">nacionales e internacionales de elevado </div><div class=\"po0 fs26 cl2 l2009 t1153\" id=\"a13876\">rating </div><div class=\"po0 fs14 cl2 l2010 t2949\" id=\"a13877\">crediticio. </div><div class=\"po0 fs14 cl2 l340 t3397\" id=\"a13880\">Los derivados que el Grupo PRISA posee se clasifican en el nivel 2. </div></div></div></div></div></div></div></div></div><div class=\"po1 w198 h271 lh0\" id=\"TextBlockContainer2741\"><div class=\"po0 l342 t756 f0\" id=\"div_2719_XBRL_TS_08df6eab26db4fee904e890ed37fbf57_1\"><div class=\"po1 w198 h266 lh0\" id=\"TextBlockContainer2723\"><div class=\"po0 l342 t756 f0\" id=\"div_2720_XBRL_TS_ebd58ac4e3624a6dbaf520248aa46a4b_1\"><div class=\"po1 w198 h266 lh0\" id=\"TextBlockContainer2721\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2721\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13892\">Derivados de tipos de inter\u00e9s </div><div class=\"po0 fs14 cl2 l340 t3399\" id=\"a13895\">El<div class=\"d0 w110\">\u00a0</div>Grupo mantiene<div class=\"d0 w382\">\u00a0</div>formalizados seguros<div class=\"d0 w281\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>tipos<div class=\"d0 w49\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>inter\u00e9s sobre<div class=\"d0 w615\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>deuda<div class=\"d0 w24\">\u00a0</div>financiera de<div class=\"d0 w476\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3400\" id=\"a13896\">Sociedad, conforme a lo descrito en el apartado a) anterior. </div><div class=\"po0 fs26 cl2 l340 t3401\" id=\"a13898\"><div class=\"d0 w1141\">\u00a0</div></div><div class=\"po0 fs26 cl2 l340 t1334\" id=\"a13900\">Derivados de tipo de cambio- </div><div class=\"po0 fs14 cl2 l340 t1294\" id=\"a13904\">Durante el<div class=\"d0 w246\">\u00a0</div>ejercicio 2024 el<div class=\"d0 w60\">\u00a0</div>Grupo ha formalizado<div class=\"d0 w236\">\u00a0</div>seguros de<div class=\"d0 w50\">\u00a0</div>cambio con objeto<div class=\"d0 w236\">\u00a0</div>de mitigar el </div><div class=\"po0 fs14 cl2 l341 t3402\" id=\"a13908\">riesgo ante variaciones del tipo de cambio.</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2741\"></div><div class=\"po0 l342 t3338 f0\" id=\"div_2725_XBRL_TS_ed32ad6549944320b0bbac0b40656739\"><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer2729\"><div class=\"po0 l342 t756 f0\" id=\"div_2726_XBRL_TS_2154cb3d943f4c309043cda20fd9d6db\"><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer2727\"><div class=\"po1 w198 z0\" id=\"TextContainer2727\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a13911\">Para<div class=\"d0 w227\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>determinaci\u00f3n<div class=\"d0 w229\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>valor<div class=\"d0 w390\">\u00a0</div>razonable<div class=\"d0 w366\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>seguros<div class=\"d0 w391\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cambio<div class=\"d0 w228\">\u00a0</div>contratados,<div class=\"d0 w248\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Grupo </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a13912\">PRISA utiliza metodolog\u00edas<div class=\"d0 w9\">\u00a0</div>de valoraci\u00f3n en<div class=\"d0 w18\">\u00a0</div>las que las<div class=\"d0 w264\">\u00a0</div>variables significativas est\u00e1n basadas </div><div class=\"po0 fs14 cl2 l340 t758\" id=\"a13913\">en datos proporcionados<div class=\"d0 w726\">\u00a0</div>por un experto independiente.</div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2742\"></div><div 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class=\"w89 po0 h167 l2020 t3405 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h167 l2022 t3405 bgc0\">\u00a0</div>\n<div class=\"w792 po0 h143 l806 t3410 bgc1\">\u00a0</div>\n<div class=\"w792 po0 h37 l806 t3411 bgc1\">\u00a0</div>\n<div class=\"w999 po0 h143 l2030 t3410 bgc1\">\u00a0</div>\n<div class=\"w999 po0 h37 l2030 t3411 bgc1\">\u00a0</div>\n<div class=\"w814 po0 h143 l2019 t3410 bgc3\">\u00a0</div>\n<div class=\"w815 po0 h37 l2027 t3411 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h143 l2028 t3410 bgc3\">\u00a0</div>\n<div class=\"w1003 po0 h37 l2029 t3411 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1124 t3412 bgc0\">\u00a0</div>\n<div class=\"w1147 po0 h12 l2031 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2011 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1035 t3412 bgc0\">\u00a0</div>\n<div class=\"w1148 po0 h12 l1036 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2012 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2013 t3412 bgc0\">\u00a0</div>\n<div class=\"w934 po0 h12 l2032 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2014 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2015 t3412 bgc0\">\u00a0</div>\n<div class=\"w787 po0 h12 l2033 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2016 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2017 t3412 bgc0\">\u00a0</div>\n<div class=\"w815 po0 h12 l2034 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3412 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l2019 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2020 t3412 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2021 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3412 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2018 t3410 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2018 t3413 bgc0\">\u00a0</div>\n<div class=\"w807 po0 h12 l2019 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2020 t3410 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2020 t3413 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2021 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2022 t3410 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2022 t3413 bgc0\">\u00a0</div>\n<div class=\"po1 w1149 z0\" id=\"TextContainer2733\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a13919\">El detalle de los seguros de cambio a 31 de diciembre de 2024 es el<div class=\"d0 w268\">\u00a0</div>siguiente: </div><div class=\"po0 fs32 cl2 l1371 t3414\" id=\"a13922\">Sociedad </div><div class=\"po0 fs32 cl2 l2035 t3414\" id=\"a13924\">Instrumento </div><div class=\"po0 fs32 cl2 l2036 t3414\" id=\"a13926\">Vencimiento </div><div class=\"po0 fs32 cl2 l2037 t3415\" id=\"a13928\">Moneda </div><div class=\"po0 fs32 cl2 l670 t3416\" id=\"a13929\">local </div><div class=\"po0 fs32 cl2 l2038 t3415\" id=\"a13931\">Moneda </div><div class=\"po0 fs32 cl2 l1774 t3416\" id=\"a13932\">cobertura </div><div class=\"po0 fs32 cl2 l427 t3417\" id=\"a13934\">Nominal </div><div class=\"po0 fs32 cl2 l989 t3414\" id=\"a13935\">(miles de </div><div class=\"po0 fs32 cl2 l2039 t3418\" id=\"a13936\">euros) </div><div class=\"po0 fs32 cl2 l2040 t3419\" id=\"a13938\">Valor </div><div class=\"po0 fs32 cl2 l1828 t3415\" id=\"a13939\">Razonable </div><div class=\"po0 fs32 cl2 l2041 t3416\" id=\"a13940\">(miles de </div><div class=\"po0 fs32 cl2 l2042 t3420\" id=\"a13941\">euros) </div><div class=\"po0 fs32 cl2 l1371 t3421\" id=\"a13943\">Editora Moderna, LTDA. </div><div class=\"po0 fs32 cl2 l1371 t3422\" id=\"a13944\">(Brasil) </div><div class=\"po0 fs32 cl2 l1778 t3423\" id=\"a13946\">NDF </div><div class=\"po0 fs32 cl2 l2043 t3421\" id=\"a13948\">Abr 25 - May </div><div class=\"po0 fs32 cl2 l1060 t3422\" id=\"a13952\">25 </div><div class=\"po0 fs32 cl2 l2044 t3423\" id=\"a13954\">BRL </div><div class=\"po0 fs32 cl2 l2045 t3423\" id=\"a13956\">USD </div><div class=\"po0 fs32 cl2 l1000 t3423\" id=\"a13958\">752 </div><div class=\"po0 fs32 cl2 l2046 t3423\" id=\"a13960\">84 </div><div class=\"po0 fs40 cl2 l2047 t3424\" id=\"a13962\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1000 t3425\" id=\"a13968\">752 </div><div class=\"po0 fs15 cl2 l2048 t3425\" id=\"a13970\">84 </div><div class=\"po0 fs14 cl4 l540 t3426\" id=\"a13973\">..</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2738\"></div><div class=\"po0 l342 t2686 f0\" id=\"div_2735_XBRL_TS_247c63e09bdc471d9889fc27332d5cc5\"><div class=\"po1 w198 h269 lh0\" id=\"TextBlockContainer2736\"><div class=\"w89 po0 h12 l2049 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t2293 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t2293 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t2293 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2049 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2051 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2052 t2421 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3413 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t3413 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3413 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2049 t3427 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2051 t3427 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2052 t3427 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3428 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t3428 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t3428 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t3428 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3428 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2049 t3429 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2049 t3430 bgc0\">\u00a0</div>\n<div class=\"w1150 po0 h12 l2050 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2051 t3429 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2051 t3430 bgc0\">\u00a0</div>\n<div class=\"w650 po0 h12 l1878 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2052 t3429 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3430 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2052 t3430 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2736\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a13975\">An\u00e1lisis de sensibilidad al tipo de cambio </div><div class=\"po0 fs14 cl2 l340 t3325\" id=\"a13978\">Las variaciones de valor razonable de<div class=\"d0 w23\">\u00a0</div>los seguros de tipo de cambio contratados<div class=\"d0 w20\">\u00a0</div>por el Grupo </div><div class=\"po0 fs14 cl2 l340 t3326\" id=\"a13979\">PRISA dependen de la variaci\u00f3n entre el tipo de cambio del d\u00f3lar vs.<div class=\"d0 w479\">\u00a0</div>el real brasile\u00f1o.</div><div class=\"po0 fs14 cl2 l340 t3328\" id=\"a13983\">Se<div class=\"d0 w404\">\u00a0</div>muestra<div class=\"d0 w474\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>continuaci\u00f3n<div class=\"d0 w539\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>detalle<div class=\"d0 w284\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>an\u00e1lisis<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>sensibilidad,<div class=\"d0 w98\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros,<div class=\"d0 w474\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t1352\" id=\"a13984\">derivados de tipo de cambio: </div><div class=\"po0 fs15 cl2 l2053 t3431\" id=\"a13987\">Sensibilidad (antes de<div class=\"d0 w555\">\u00a0</div>impuestos) </div><div class=\"po0 fs15 cl2 l2054 t3431\" id=\"a13989\">31.12.2024 </div><div class=\"po0 fs32 cl2 l2053 t3432\" id=\"a13991\">+10% (incremento en el<div class=\"d0 w626\">\u00a0</div>tipo de cambio del d\u00f3lar) </div><div class=\"po0 fs32 cl2 l2055 t3432\" id=\"a13994\">8<div class=\"d0 w1151\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2053 t3433\" id=\"a13996\">-10% (disminuci\u00f3n en el<div class=\"d0 w757\">\u00a0</div>tipo de cambio del d\u00f3lar) </div><div class=\"po0 fs32 cl2 l2056 t3433\" id=\"a13999\">(9) </div><div class=\"po0 fs14 cl2 l340 t3434\" id=\"a14003\">El an\u00e1lisis de sensibilidad muestra que los derivados de tipo de cambio registran descensos de </div><div class=\"po0 fs14 cl2 l340 t3435\" id=\"a14004\">su<div class=\"d0 w256\">\u00a0</div>valor<div class=\"d0 w542\">\u00a0</div>razonable,<div class=\"d0 w565\">\u00a0</div>ante<div class=\"d0 w211\">\u00a0</div>movimientos<div class=\"d0 w191\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>tipo<div class=\"d0 w564\">\u00a0</div>de<div class=\"d0 w542\">\u00a0</div>cambio<div class=\"d0 w187\">\u00a0</div>al<div class=\"d0 w189\">\u00a0</div>alza,<div class=\"d0 w541\">\u00a0</div>mientras<div class=\"d0 w602\">\u00a0</div>que,<div class=\"d0 w511\">\u00a0</div>ante </div><div class=\"po0 fs14 cl2 l341 t564\" id=\"a14006\">movimientos de tipos a la baja, el valor razonable de dichos derivados<div class=\"d0 w423\">\u00a0</div>se ver\u00eda aumentado.</div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDerivativeFinancialInstrumentsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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l2075 t3457 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2066 t3457 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1384 t3458 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2065 t3458 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l791 t3458 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2068 t3458 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2070 t3458 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1170 t3458 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2072 t3458 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2074 t3458 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2066 t3458 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1384 t3459 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2065 t3459 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l791 t3459 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2068 t3459 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2070 t3459 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1170 t3459 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2072 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l2077 t2776 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h143 l2069 t392 bgc3\">\u00a0</div>\n<div class=\"w1016 po0 h33 l744 t2776 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h143 l2071 t392 bgc3\">\u00a0</div>\n<div class=\"w905 po0 h33 l2078 t2776 bgc3\">\u00a0</div>\n<div class=\"w812 po0 h143 l1710 t392 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h33 l717 t2776 bgc3\">\u00a0</div>\n<div class=\"w1160 po0 h143 l634 t392 bgc3\">\u00a0</div>\n<div class=\"w1004 po0 h33 l2079 t2776 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h143 l2075 t392 bgc3\">\u00a0</div>\n<div class=\"w1004 po0 h33 l2080 t2776 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t3461 bgc0\">\u00a0</div>\n<div class=\"w1158 po0 h12 l1556 t3461 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2065 t3461 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l132 t3461 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l791 t3461 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2067 t3461 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2070 t3464 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l2071 t3464 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l815 t3464 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l2082 t3464 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2083 t3464 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2084 t3464 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2085 t3464 bgc0\">\u00a0</div>\n<div class=\"w1160 po0 h12 l2086 t3464 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2081 t3464 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l2065 t3465 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l791 t3465 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l2068 t3465 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l2070 t3465 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l815 t3465 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l2083 t3465 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l2085 t3465 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h179 l2081 t3465 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t3466 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t3466 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1556 t3466 bgc0\">\u00a0</div>\n<div class=\"w1157 po0 h12 l1557 t3466 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2065 t3466 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l132 t3466 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l791 t3466 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2067 t3466 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2068 t3466 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2069 t3466 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2070 t3466 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l2071 t3466 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l815 t3466 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l2082 t3466 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2083 t3466 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2084 t3466 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2085 t3466 bgc0\">\u00a0</div>\n<div class=\"w1160 po0 h12 l2086 t3466 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2081 t3466 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1384 t3467 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2065 t3467 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l791 t3467 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2068 t3467 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2070 t3467 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l815 t3467 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2083 t3467 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2085 t3467 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2081 t3467 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1384 t625 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2065 t625 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l791 t625 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2068 t625 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2070 t625 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l815 t625 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2083 t625 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2085 t625 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2081 t625 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1384 t3468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2065 t3468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l791 t3468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2068 t3468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2070 t3468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l815 t3468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2083 t3468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2085 t3468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2081 t3468 bgc0\">\u00a0</div>\n<div class=\"w1158 po0 h41 l1556 t3469 bgc3\">\u00a0</div>\n<div class=\"w1159 po0 h33 l1558 t3470 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h41 l132 t3469 bgc3\">\u00a0</div>\n<div class=\"w1004 po0 h33 l2076 t3470 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h41 l2067 t3469 bgc3\">\u00a0</div>\n<div class=\"w1004 po0 h33 l2077 t3470 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h41 l2069 t3469 bgc3\">\u00a0</div>\n<div class=\"w1016 po0 h33 l744 t3470 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h41 l2071 t3469 bgc3\">\u00a0</div>\n<div class=\"w879 po0 h33 l2078 t3470 bgc3\">\u00a0</div>\n<div class=\"w871 po0 h41 l728 t3469 bgc3\">\u00a0</div>\n<div class=\"w897 po0 h33 l2087 t3470 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h41 l2084 t3469 bgc3\">\u00a0</div>\n<div class=\"w1016 po0 h33 l2088 t3470 bgc3\">\u00a0</div>\n<div class=\"w898 po0 h41 l2086 t3469 bgc3\">\u00a0</div>\n<div class=\"w1004 po0 h33 l2089 t3470 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t630 bgc0\">\u00a0</div>\n<div class=\"w1158 po0 h12 l1556 t630 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2065 t630 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l132 t630 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l791 t630 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2067 t630 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2068 t630 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2069 t630 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2070 t630 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l2071 t630 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l815 t630 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l2082 t630 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2083 t630 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2084 t630 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2085 t630 bgc0\">\u00a0</div>\n<div class=\"w1160 po0 h12 l2086 t630 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2081 t630 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1384 t3469 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t3471 bgc0\">\u00a0</div>\n<div class=\"w1158 po0 h12 l1556 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2065 t3469 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2065 t3471 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l132 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l791 t3469 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l791 t3471 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2067 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2068 t3469 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2068 t3471 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2069 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2070 t3469 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2070 t3471 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l2071 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l815 t3469 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l815 t3471 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l2082 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2083 t3469 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2083 t3471 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2084 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2085 t3469 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2085 t3471 bgc0\">\u00a0</div>\n<div class=\"w1160 po0 h12 l2086 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2081 t3469 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2081 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2081 t3471 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2773\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a14090\">(12)<div class=\"d0 w391\">\u00a0</div>PROVISIONES NO CORRIENTES </div><div class=\"po0 fs14 cl2 l451 t1561\" id=\"a14094\">El<div class=\"d0 w98\">\u00a0</div>detalle<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>variaciones<div class=\"d0 w480\">\u00a0</div>durante<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2024<div class=\"d0 w119\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>diferentes<div class=\"d0 w165\">\u00a0</div>cuentas<div class=\"d0 w172\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs14 cl2 l451 t1659\" id=\"a14095\">\"</div><div class=\"po0 fs26 cl2 l2090 t3472\" id=\"a14096\">Provisiones no corrientes</div><div class=\"po0 fs14 cl2 l2091 t1659\" id=\"a14097\">\u201d es el siguiente: </div><div class=\"po0 fs38 cl2 l2092 t3473\" id=\"a14101\">Miles de euros </div><div class=\"po0 fs38 cl2 l1182 t3474\" id=\"a14104\">Saldo al </div><div class=\"po0 fs38 cl2 l2093 t3475\" id=\"a14105\">31.12.2023 </div><div class=\"po0 fs38 cl2 l2094 t3474\" id=\"a14107\">Ajuste </div><div class=\"po0 fs38 cl2 l2095 t3475\" id=\"a14108\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l2096 t3476\" id=\"a14110\">Variaci\u00f3n </div><div class=\"po0 fs38 cl2 l2097 t3477\" id=\"a14111\">del </div><div class=\"po0 fs38 cl2 l2098 t3478\" id=\"a14112\">per\u00edmetro </div><div class=\"po0 fs38 cl2 l2099 t3474\" id=\"a14114\">Dotaciones </div><div class=\"po0 fs38 cl2 l753 t3475\" id=\"a14115\">/ Excesos </div><div class=\"po0 fs38 cl2 l432 t3477\" id=\"a14117\">Aplicaciones </div><div class=\"po0 fs38 cl2 l646 t3477\" id=\"a14119\">Traspasos </div><div class=\"po0 fs38 cl2 l2100 t3474\" id=\"a14121\">Saldo al </div><div class=\"po0 fs38 cl2 l2101 t3475\" id=\"a14122\">31.12.2024 </div><div class=\"po0 fs38 cl2 l1825 t3479\" id=\"a14124\">Para impuestos </div><div class=\"po0 fs38 cl2 l2102 t3479\" id=\"a14126\">750 </div><div class=\"po0 fs38 cl2 l606 t3479\" id=\"a14128\">8 </div><div class=\"po0 fs38 cl2 l2103 t3479\" id=\"a14130\">- </div><div class=\"po0 fs38 cl2 l1815 t3479\" id=\"a14132\">19 </div><div class=\"po0 fs38 cl2 l2104 t3479\" id=\"a14134\">(371) </div><div class=\"po0 fs38 cl2 l2105 t3479\" id=\"a14136\">- </div><div class=\"po0 fs38 cl2 l2106 t3479\" id=\"a14138\">406 </div><div class=\"po0 fs38 cl2 l1825 t3480\" id=\"a14140\">Para indemnizaciones </div><div class=\"po0 fs38 cl2 l675 t3480\" id=\"a14142\">4.445 </div><div class=\"po0 fs38 cl2 l1696 t3480\" id=\"a14144\">(245) </div><div class=\"po0 fs38 cl2 l2103 t3480\" id=\"a14146\">- </div><div class=\"po0 fs38 cl2 l2107 t3480\" id=\"a14148\">1.066 </div><div class=\"po0 fs38 cl2 l2108 t3480\" id=\"a14150\">(1.299) </div><div class=\"po0 fs38 cl2 l2109 t3480\" id=\"a14152\">(1.107) </div><div class=\"po0 fs38 cl2 l2110 t3480\" id=\"a14154\">2.860 </div><div class=\"po0 fs38 cl2 l1825 t3481\" id=\"a14156\">Para responsabilidades y otras </div><div class=\"po0 fs38 cl2 l675 t3481\" id=\"a14158\">5.863 </div><div class=\"po0 fs38 cl2 l1696 t3481\" id=\"a14160\">(402) </div><div class=\"po0 fs38 cl2 l2111 t3481\" id=\"a14162\">22 </div><div class=\"po0 fs38 cl2 l2107 t3481\" id=\"a14164\">1.294 </div><div class=\"po0 fs38 cl2 l2108 t3481\" id=\"a14166\">(1.551) </div><div class=\"po0 fs38 cl2 l2112 t3481\" id=\"a14168\">(3) </div><div class=\"po0 fs38 cl2 l2110 t3481\" id=\"a14170\">5.223 </div><div class=\"po0 fs39 cl2 l1825 t3482\" id=\"a14172\">Total </div><div class=\"po0 fs39 cl2 l2113 t3482\" id=\"a14174\">11.058 </div><div class=\"po0 fs39 cl2 l1696 t3482\" id=\"a14176\">(639) </div><div class=\"po0 fs39 cl2 l2111 t3482\" id=\"a14178\">22 </div><div class=\"po0 fs39 cl2 l2107 t3482\" id=\"a14180\">2.379 </div><div class=\"po0 fs39 cl2 l2108 t3482\" id=\"a14182\">(3.221) </div><div class=\"po0 fs39 cl2 l2109 t3482\" id=\"a14184\">(1.110) </div><div class=\"po0 fs39 cl2 l2110 t3482\" id=\"a14186\">8.489 </div><div class=\"po0 fs14 cl2 l451 t3483\" id=\"a14190\">El<div class=\"d0 w98\">\u00a0</div>detalle<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>variaciones<div class=\"d0 w480\">\u00a0</div>durante<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2023<div class=\"d0 w3\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>diferentes<div class=\"d0 w165\">\u00a0</div>cuentas<div class=\"d0 w172\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs14 cl2 l451 t3484\" id=\"a14193\">\"Provisiones no corrientes\u201d fue siguiente: </div><div class=\"po0 fs38 cl2 l2114 t3485\" id=\"a14197\">Miles de euros </div><div class=\"po0 fs38 cl2 l1182 t3486\" id=\"a14200\">Saldo al </div><div class=\"po0 fs38 cl2 l2093 t3487\" id=\"a14201\">31.12.2022 </div><div class=\"po0 fs38 cl2 l2094 t3486\" id=\"a14203\">Ajuste </div><div class=\"po0 fs38 cl2 l2095 t3487\" id=\"a14204\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l2096 t3488\" id=\"a14206\">Variaci\u00f3n </div><div class=\"po0 fs38 cl2 l2097 t3489\" id=\"a14207\">del </div><div class=\"po0 fs38 cl2 l2098 t3490\" id=\"a14208\">per\u00edmetro </div><div class=\"po0 fs38 cl2 l2115 t3486\" id=\"a14210\">Dotaciones / </div><div class=\"po0 fs38 cl2 l2116 t3487\" id=\"a14211\">Excesos </div><div class=\"po0 fs38 cl2 l982 t3489\" id=\"a14213\">Aplicaciones </div><div class=\"po0 fs38 cl2 l2117 t3489\" id=\"a14215\">Traspasos </div><div class=\"po0 fs38 cl2 l2118 t3486\" id=\"a14217\">Saldo al </div><div class=\"po0 fs38 cl2 l2119 t3487\" id=\"a14218\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1825 t3491\" id=\"a14220\">Para impuestos </div><div class=\"po0 fs38 cl2 l2102 t3491\" id=\"a14222\">698 </div><div class=\"po0 fs38 cl2 l591 t3491\" id=\"a14224\">(2) </div><div class=\"po0 fs38 cl2 l2103 t3491\" id=\"a14226\">- </div><div class=\"po0 fs38 cl2 l2120 t3491\" id=\"a14228\">124 </div><div class=\"po0 fs38 cl2 l2121 t3491\" id=\"a14230\">(70) </div><div class=\"po0 fs38 cl2 l2122 t3491\" id=\"a14232\">- </div><div class=\"po0 fs38 cl2 l2123 t3491\" id=\"a14234\">750 </div><div class=\"po0 fs38 cl2 l1825 t3492\" id=\"a14236\">Para indemnizaciones </div><div class=\"po0 fs38 cl2 l675 t3492\" id=\"a14238\">6.243 </div><div class=\"po0 fs38 cl2 l2124 t3492\" id=\"a14240\">66 </div><div class=\"po0 fs38 cl2 l2103 t3492\" id=\"a14242\">- </div><div class=\"po0 fs38 cl2 l2120 t3492\" id=\"a14244\">633 </div><div class=\"po0 fs38 cl2 l784 t3492\" id=\"a14246\">(1.272) </div><div class=\"po0 fs38 cl2 l664 t3492\" id=\"a14248\">(1.225) </div><div class=\"po0 fs38 cl2 l2125 t3492\" id=\"a14250\">4.445 </div><div class=\"po0 fs38 cl2 l1825 t3493\" id=\"a14252\">Para responsabilidades y otras </div><div class=\"po0 fs38 cl2 l675 t3493\" id=\"a14254\">8.367 </div><div class=\"po0 fs38 cl2 l2126 t3493\" id=\"a14256\">491 </div><div class=\"po0 fs38 cl2 l1240 t3493\" id=\"a14258\">(624) </div><div class=\"po0 fs38 cl2 l2127 t3493\" id=\"a14260\">1.126 </div><div class=\"po0 fs38 cl2 l784 t3493\" id=\"a14262\">(3.497) </div><div class=\"po0 fs38 cl2 l2122 t3493\" id=\"a14264\">- </div><div class=\"po0 fs38 cl2 l2125 t3493\" id=\"a14266\">5.863 </div><div class=\"po0 fs39 cl2 l1825 t3494\" id=\"a14268\">Total </div><div class=\"po0 fs39 cl2 l2113 t3494\" id=\"a14270\">15.308 </div><div class=\"po0 fs39 cl2 l2126 t3494\" id=\"a14272\">555 </div><div class=\"po0 fs39 cl2 l1240 t3494\" id=\"a14274\">(624) </div><div class=\"po0 fs39 cl2 l2127 t3494\" id=\"a14276\">1.883 </div><div class=\"po0 fs39 cl2 l784 t3494\" id=\"a14278\">(4.839) </div><div class=\"po0 fs39 cl2 l664 t3494\" id=\"a14280\">(1.225) </div><div class=\"po0 fs39 cl2 l2128 t3494\" id=\"a14282\">11.058 </div></div><div class=\"po0 l450 t3224 f0\" id=\"div_2770_XBRL_TS_fedac771e7b443c783c7687786357ff1\"><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2771\"><div class=\"po1 w198 z0\" id=\"TextContainer2771\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a14286\">La<div class=\"d0 w164\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l2129 t814\" id=\"a14287\">Provisi\u00f3n<div class=\"d0 w475\">\u00a0</div>para<div class=\"d0 w480\">\u00a0</div>impuestos</div><div class=\"po0 fs14 cl2 l2130 t756\" id=\"a14288\">\u201d<div class=\"d0 w293\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>corresponde<div class=\"d0 w60\">\u00a0</div>con<div class=\"d0 w264\">\u00a0</div>el<div class=\"d0 w344\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>estimado<div class=\"d0 w480\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>deudas<div class=\"d0 w55\">\u00a0</div>tributarias </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a14290\">derivadas de las inspecciones realizadas<div class=\"d0 w1162\">\u00a0</div>a diversas sociedades del Grupo.<div class=\"d0 w1163\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a14302\">La \u201c</div><div class=\"po0 fs26 cl2 l854 t3495\" id=\"a14303\">Provisi\u00f3n para<div class=\"d0 w616\">\u00a0</div>indemnizaciones</div><div class=\"po0 fs14 cl2 l639 t1009\" id=\"a14304\">\u201d incluye<div class=\"d0 w385\">\u00a0</div>la provisi\u00f3n<div class=\"d0 w329\">\u00a0</div>constituida en<div class=\"d0 w557\">\u00a0</div>los \u00faltimos<div class=\"d0 w560\">\u00a0</div>ejercicios para </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a14305\">hacer frente<div class=\"d0 w27\">\u00a0</div>a las responsabilidades<div class=\"d0 w17\">\u00a0</div>probables o ciertas<div class=\"d0 w59\">\u00a0</div>procedentes de indemnizaciones<div class=\"d0 w50\">\u00a0</div>a los </div></div></div></div></div></div></div><div class=\"po1 w198 h275 lh0\" id=\"TextBlockContainer2783\"><div class=\"po0 l342 t756 f0\" id=\"div_2780_XBRL_TS_fedac771e7b443c783c7687786357ff1_1\"><div class=\"po1 w198 h75 lh0\" id=\"TextBlockContainer2781\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2781\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a14315\">trabajadores para<div class=\"d0 w395\">\u00a0</div>rescindir sus<div class=\"d0 w38\">\u00a0</div>relaciones laborales que<div class=\"d0 w21\">\u00a0</div>ser\u00e1n pagaderas<div class=\"d0 w63\">\u00a0</div>en ejercicios futuros, </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a14317\">pero<div class=\"d0 w227\">\u00a0</div>para<div class=\"d0 w229\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>creado<div class=\"d0 w247\">\u00a0</div>una<div class=\"d0 w98\">\u00a0</div>expectativa<div class=\"d0 w56\">\u00a0</div>v\u00e1lida<div class=\"d0 w247\">\u00a0</div>entre<div class=\"d0 w250\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>empleados<div class=\"d0 w223\">\u00a0</div>afectados<div class=\"d0 w172\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a14318\">ejercicio en el que se dotan </div><div class=\"po0 fs26 cl2 l2131 t2658\" id=\"a14319\">(v\u00e9ase nota 14)</div><div class=\"po0 fs14 cl2 ls8 l2132 t902\" id=\"a14320\">.<div class=\"d0 w352\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a14323\">Durante el<div class=\"d0 w50\">\u00a0</div>ejercicio 2024 el<div class=\"d0 w30\">\u00a0</div>Grupo ha<div class=\"d0 w26\">\u00a0</div>dotado una provisi\u00f3n<div class=\"d0 w31\">\u00a0</div>por este<div class=\"d0 w63\">\u00a0</div>concepto por importe<div class=\"d0 w231\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a14324\">1.066 miles de euros<div class=\"d0 w420\">\u00a0</div>(633 miles de euros en<div class=\"d0 w369\">\u00a0</div>el ejercicio 2023), ha<div class=\"d0 w27\">\u00a0</div>aplicado 1.299 miles de<div class=\"d0 w231\">\u00a0</div>euros </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a14328\">(1.272 miles de<div class=\"d0 w236\">\u00a0</div>euros en el ejercicio<div class=\"d0 w63\">\u00a0</div>2023), fundamentalmente por el<div class=\"d0 w48\">\u00a0</div>pago de indemnizaciones </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a14336\">(anterior a la fecha prevista)<div class=\"d0 w286\">\u00a0</div>y ha traspasado al<div class=\"d0 w7\">\u00a0</div>corto plazo 1.107 miles de<div class=\"d0 w201\">\u00a0</div>euros que se estima </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a14346\">pagar en 2025. El Grupo espera aplicar esta provisi\u00f3n en los pr\u00f3ximos cinco ejercicios. </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a14352\">Por su parte, la \u201c</div><div class=\"po0 fs26 cl2 l2133 t2686\" id=\"a14353\">Provisi\u00f3n para responsabilidades y<div class=\"d0 w113\">\u00a0</div>otras</div><div class=\"po0 fs14 cl2 l2134 t824\" id=\"a14354\">\u201d se corresponde con el importe<div class=\"d0 w354\">\u00a0</div>estimado </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a14355\">para<div class=\"d0 w22\">\u00a0</div>hacer frente<div class=\"d0 w2\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>otras reclamaciones<div class=\"d0 w167\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>litigios probables<div class=\"d0 w293\">\u00a0</div>contra las<div class=\"d0 w549\">\u00a0</div>empresas del<div class=\"d0 w226\">\u00a0</div>Grupo y </div><div class=\"po0 fs14 cl2 l341 t1103\" id=\"a14356\">otras obligaciones futuras contra\u00eddas con los empleados.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2783\"><div class=\"po0 fs14 cl2 l620 t1103\" id=\"a14356_56_2\"><div class=\"d0 w1164\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a14359\">Dadas las caracter\u00edsticas de<div class=\"d0 w17\">\u00a0</div>los riesgos que cubren<div class=\"d0 w21\">\u00a0</div>estas provisiones, no es posible<div class=\"d0 w26\">\u00a0</div>determinar </div><div class=\"po0 fs14 cl2 l340 t1057\" id=\"a14360\">un calendario razonable de fechas de pago si, en su<div class=\"d0 w59\">\u00a0</div>caso, las hubiese, ni el efecto financiero de </div><div class=\"po0 fs14 cl2 l340 t1059\" id=\"a14361\">las mismas. No<div class=\"d0 w403\">\u00a0</div>obstante, tanto<div class=\"d0 w375\">\u00a0</div>los asesores<div class=\"d0 w619\">\u00a0</div>legales del<div class=\"d0 w446\">\u00a0</div>Grupo PRISA como<div class=\"d0 w696\">\u00a0</div>sus Administradores </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a14366\">entienden que<div class=\"d0 w345\">\u00a0</div>la conclusi\u00f3n<div class=\"d0 w110\">\u00a0</div>de estos<div class=\"d0 w171\">\u00a0</div>procedimientos y<div class=\"d0 w59\">\u00a0</div>reclamaciones no<div class=\"d0 w27\">\u00a0</div>producir\u00e1 un<div class=\"d0 w480\">\u00a0</div>efecto </div><div class=\"po0 fs14 cl2 l340 t1124\" id=\"a14367\">significativo en las cuentas anuales<div class=\"d0 w515\">\u00a0</div>consolidadas de los ejercicios<div class=\"d0 w472\">\u00a0</div>en los que finalicen, adicional </div><div class=\"po0 fs14 cl2 l341 t3496\" id=\"a14368\">al importe provisionado en contabilidad.</div></div></div><div class=\"po1 w681 h359 lh0\" id=\"TextBlockContainer3207\"><div class=\"po0 l342 t756 f0\" id=\"div_3201_XBRL_TS_483cb109c1754a178ea023ffaf205c1c\"><div class=\"po1 w681 h359 lh0\" id=\"TextBlockContainer3205\"><div class=\"po0 l342 t756 f0\" id=\"div_3202_XBRL_TS_0a65b3a632474560b7349e62181ac12a\"><div class=\"po1 w681 h359 lh0\" id=\"TextBlockContainer3203\"><div class=\"po1 w681 z0\" id=\"TextContainer3203\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a22191\">(24)<div class=\"d0 w391\">\u00a0</div>LITIGIOS Y RECLAMACIONES EN CURSO </div><div class=\"po0 fs25 cl2 l509 t5175\" id=\"a22195\">A)<div class=\"d0 w1467\">\u00a0</div>CNMC - Santillana </div><div class=\"po0 fs14 cl2 l509 t5176\" id=\"a22203\">La Comisi\u00f3n Nacional de los Mercados y la Competencia (CNMC), mediante Resoluci\u00f3n de 30 </div><div class=\"po0 fs14 cl2 l509 t5177\" id=\"a22204\">de<div class=\"d0 w271\">\u00a0</div>mayo<div class=\"d0 w496\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>2019,<div class=\"d0 w278\">\u00a0</div>declar\u00f3<div class=\"d0 w2\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>algunas<div class=\"d0 w285\">\u00a0</div>sociedades<div class=\"d0 w531\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>Grupo<div class=\"d0 w494\">\u00a0</div>Santillana<div class=\"d0 w289\">\u00a0</div>-Grupo<div class=\"d0 w586\">\u00a0</div>Santillana </div><div class=\"po0 fs14 cl2 l509 t5178\" id=\"a22207\">Educaci\u00f3n<div class=\"d0 w582\">\u00a0</div>Global,<div class=\"d0 w452\">\u00a0</div>S.L.,<div class=\"d0 w1460\">\u00a0</div>Santillana<div class=\"d0 w217\">\u00a0</div>Educaci\u00f3n,<div class=\"d0 w302\">\u00a0</div>S.L.,<div class=\"d0 w608\">\u00a0</div>Ediciones<div class=\"d0 w308\">\u00a0</div>Grazalema,<div class=\"d0 w355\">\u00a0</div>S.L.,<div class=\"d0 w1460\">\u00a0</div>Edicions </div><div class=\"po0 fs14 cl2 l509 t5179\" id=\"a22209\">Obradoiro, S.L., Edicions<div class=\"d0 w402\">\u00a0</div>Voramar, S.A.,<div class=\"d0 w140\">\u00a0</div>Zubia Editoriala S.L.<div class=\"d0 w532\">\u00a0</div>y Grup Promotor<div class=\"d0 w325\">\u00a0</div>d'Ensenyament </div><div class=\"po0 fs14 cl2 l509 t5180\" id=\"a22210\">i<div class=\"d0 w174\">\u00a0</div>Difusio<div class=\"d0 w250\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>Catala,<div class=\"d0 w98\">\u00a0</div>S.L.<div class=\"d0 w334\">\u00a0</div>(conjuntamente,<div class=\"d0 w383\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>\u201cSociedades<div class=\"d0 w8\">\u00a0</div>Afectadas\u201d)-<div class=\"d0 w404\">\u00a0</div>(as\u00ed<div class=\"d0 w421\">\u00a0</div>como<div class=\"d0 w344\">\u00a0</div>sociedades </div><div class=\"po0 fs14 cl2 l509 t5181\" id=\"a22214\">pertenecientes<div class=\"d0 w39\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>otros<div class=\"d0 w21\">\u00a0</div>grupos<div class=\"d0 w236\">\u00a0</div>editoriales) habr\u00edan<div class=\"d0 w477\">\u00a0</div>cometido dos<div class=\"d0 w379\">\u00a0</div>infracciones muy<div class=\"d0 w282\">\u00a0</div>graves<div class=\"d0 w7\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l509 t5182\" id=\"a22216\">art\u00edculo 1<div class=\"d0 w3\">\u00a0</div>de la<div class=\"d0 w250\">\u00a0</div>Ley 15/2007<div class=\"d0 w164\">\u00a0</div>de Defensa<div class=\"d0 w475\">\u00a0</div>de la<div class=\"d0 w421\">\u00a0</div>Competencia y<div class=\"d0 w282\">\u00a0</div>del art\u00edculo<div class=\"d0 w238\">\u00a0</div>101<div class=\"d0 w63\">\u00a0</div>del Tratado<div class=\"d0 w420\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l509 t5183\" id=\"a22217\">Funcionamiento de<div class=\"d0 w165\">\u00a0</div>la Uni\u00f3n<div class=\"d0 w23\">\u00a0</div>Europea; imponiendo<div class=\"d0 w236\">\u00a0</div>una sanci\u00f3n<div class=\"d0 w228\">\u00a0</div>acumulada de<div class=\"d0 w286\">\u00a0</div>9.214 miles<div class=\"d0 w21\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l509 t5184\" id=\"a22218\">euros, sin perjuicio del desglose de las sanciones que la Resoluci\u00f3n aplica<div class=\"d0 w514\">\u00a0</div>a cada sociedad. </div><div class=\"po0 fs14 cl2 l509 t5185\" id=\"a22222\">El<div class=\"d0 w441\">\u00a0</div>19<div class=\"d0 w206\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>julio<div class=\"d0 w203\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>2019<div class=\"d0 w210\">\u00a0</div>se<div class=\"d0 w415\">\u00a0</div>interpuso<div class=\"d0 w203\">\u00a0</div>recurso<div class=\"d0 w207\">\u00a0</div>contencioso-administrativo<div class=\"d0 w493\">\u00a0</div>contra<div class=\"d0 w401\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>referida </div><div class=\"po0 fs14 cl2 l509 t5186\" id=\"a22225\">Resoluci\u00f3n<div class=\"d0 w404\">\u00a0</div>ante<div class=\"d0 w8\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>Secci\u00f3n<div class=\"d0 w343\">\u00a0</div>Sexta<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>Audiencia<div class=\"d0 w286\">\u00a0</div>Nacional<div class=\"d0 w283\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>solicit\u00f3<div class=\"d0 w283\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>suspensi\u00f3n<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l509 t5187\" id=\"a22226\">ejecutividad de la Resoluci\u00f3n durante el tiempo que dure el procedimiento. El 4 de septiembre </div><div class=\"po0 fs14 cl2 l509 t5188\" id=\"a22229\">de<div class=\"d0 w246\">\u00a0</div>2019<div class=\"d0 w63\">\u00a0</div>la Audiencia<div class=\"d0 w98\">\u00a0</div>Nacional suspendi\u00f3<div class=\"d0 w420\">\u00a0</div>la ejecutividad<div class=\"d0 w247\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la Resoluci\u00f3n,<div class=\"d0 w199\">\u00a0</div>condicionada a<div class=\"d0 w474\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l509 t5189\" id=\"a22230\">presentaci\u00f3n de cauci\u00f3n por el importe de la sanci\u00f3n impuesta<div class=\"d0 w392\">\u00a0</div>por la Resoluci\u00f3n.<div class=\"d0 w843\">\u00a0</div></div><div class=\"po0 fs14 cl2 l509 t5190\" id=\"a22233\">El 4<div class=\"d0 w63\">\u00a0</div>de noviembre<div class=\"d0 w20\">\u00a0</div>de 2019 se<div class=\"d0 w390\">\u00a0</div>present\u00f3 aval<div class=\"d0 w38\">\u00a0</div>bancario en la<div class=\"d0 w110\">\u00a0</div>Audiencia Nacional por<div class=\"d0 w383\">\u00a0</div>el referido </div><div class=\"po0 fs14 cl2 l509 t5191\" id=\"a22234\">importe<div class=\"d0 w228\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>mediante<div class=\"d0 w17\">\u00a0</div>providencia<div class=\"d0 w63\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>6<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>noviembre de<div class=\"d0 w531\">\u00a0</div>2019<div class=\"d0 w31\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>acord\u00f3<div class=\"d0 w21\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>Sala<div class=\"d0 w129\">\u00a0</div>tener<div class=\"d0 w34\">\u00a0</div>por </div></div></div></div></div></div></div><div class=\"po1 w502 h86 lh0\" id=\"TextBlockContainer3212\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZkvN8bvxFt5K/5AdCk+g4TnQ5z8ALYEBqL9c+AHM3jgBG4mdpBR/LBb+VtqSwcwUzmCTHMXjQlEXNecYRFgXnPd4JR/nCIhB7+KODG1yRKTF1oH8UDLqLze9nz3ACbCDV1cZBkgEnAJjDo71Db2fYlpCwxZYXe9rZ8YoH8+BBwH16wNCMBMqL5LDWlDF8mqz4loMUPO6i3/d5RBn1JeZj+sV7+QFp234FNPADznTe48Dw7lgFTfby4glgEy06xpIiBcNzB3Vr1viJ/+obrGSPEOeiDAHbEEwA2qwQRnHFvuEfcobhPP1lwQ2hrflurWoyXEo6mAexxfkmABtgyr89rdi7Tui1Qn49qvn8g03sk5scL8gI169UrRTR1Q/lowAncALspYLcq6mgBe7lxWxzAXhKwGyX5mRIgeZnc/AQvgzY6n1v11RvxXQhw659rUjROvI0FcPPi/dDeDIgAtga/a+0tDbaIegM4OF6YmB7U4LU++KMB7Pl6Am4ECUBzzY3PLU3omlv10J9rboCN9kZTAWw0EtoZjR1g5W2mAewjgQxTFDMUIeFuhAQEC1lYHUcVGMxoYZ96E3MNPngE1JgKE9Bce0fgLxaHNF0z+1tPHz1wgPMeNV6SCLhPjrK3sxKNRnvzZlOlABvLAM3uwFZKPdHaVCYvMBMAXFtfV5nr3hZM51m8Q8BGaxN4Y9YBYN+4IfPe30gTC2mwnELIXtP9WfdVdAQSaTugxprh+Xmm0egzZhgANfeSp8i4T2Fx1eIe+S2K+xT37L3T1fvc34QIfqO5hW1/e0lFg5Tf3brZrNrHKw37aGXFPlKnf7R20262btlK5ZaVcrdsNLltneFdO+zfs93OPXvVvmsv4M4d2+3dtePRPetOP5Cz8aHVK/dtvfGRrdQ+EKBvCdDX5O+vubYfSJAwZw7zxBmr21ge8hUX6QqIG+kmGqlr2WAIoI3liuC/Aih3Y53iGr9O11xo55QGv07k55SOJ1Z+RJGJBDOg3WeelRvX6QoXGkSisSQI1KH54oWGq7Icqu5zM5WEObwvoPjCDgSV/Foe0sA09SAS9fY2EmlnDlr6NPNT6WH8ViwAgn7MJxNUZOntAQFACT8CXuT9avu5vXjJDwU8tKdPH/gqNB79ZFksK9GYpmLqCz8ZwGF+I3R4xRIaG3+daDxWCMKVep6d8agskXWWm9Y8QMfTX7fv3LNb8t+db96Vf3/PZyWYsSC9dedD8Qc+a8H5mPAIJ4KRk9FEFgrvl8Nfx7LgJY8nLtSufkR9c/pewU0zZ8y4U8rYK6kWy+WC3WqU7GcrVfvl2pL9enPD/kGa5f7qLduq37J68bblpnesO7orrf6BbXc+sOfnH9jjs+CX3Q9tb/ChnU7u26TwkbTRx7be/JnAfc+a5ZtWK8j3yi17ZL47KcnEZ9FLznqqyEAV8ufFs8p5wr8roQyMgNTBiimNGxAPbTDwxg6AAFsCnFfCeyjR3PalusX+qG8ccEzPmet8vF3CFkAbazBGME9l0Wi/jHP5fTDe9a0BL83lbxmVkAXglUrdr+GnfXjnOau2wnxmDTfvMh9l7Utt1E1V33qbKDOVR5tn8/loQIFCeeJLs9ab97ZjOvP02+7eS3spLf7sxSMH9JPHn0vD8yTYA3+pooNb5/HMO+WXyiWf2mOaz380QBYKGpTyPVh23hafq1wJIrlitBWQYsEAXAe0z0SkB1gu1rrDBDt58wtWj1sgEiSlYkXtMmnxvgTHmSyDAwmmbY8PoNldoM3fxstf3it9r+BOFENQpHbmc1NWmPoL/W80ytLcVfsF4N5YF7hvCtw3Z+A2u2M9gfuwd8/B/aJ9z56cBb+UJt8H3OMPZdp/ZLXKRwL3xw7ulsBdL8j3ygvcMul7LGyZ5AXyvIO7rwqxYi70CoN9VsPvTAGwpIU16DMA0HiKcVCjSTVCpq7hdIgqzAYB6dyASFXzdG6/KKqtfQnUGfOdQ4DLwS1wpYg3AzM1l3oRWAPc+Jus9+YxzPSyAs4nTuDLWuVi7Gy/dP8azcvbUX2VmYNbnMUxkuaetVENBOiA29/JJnCjUVlgArgxnx3cRxm4twF3aG8enHkscPNwyPPnj+MlDQQnpblHE2luuS2sGPOXPar+gA/NSnm8Q67dDnAPhrEKkgdesFJYEJM0900Be7a2ILEAfxONrnNYZ4BVQ4yk0SDmUPE29ruAW4Lv8NCfrjuRsEprCy7u0uX79b7p+/e5vX3RSP5r+OkfphzBtXjJIDKH1WxMm7nZzqCT6d7A16uUrS5fpiVfb5kpHPmiy9WKbTWqtlmHa7Zeq9pqpWpNdfzpIG8H3ZxM+IkEwti222Ntj+2kN5KJP7FhNsgZ/ggZlrN7rRIwrogAFD8KgKk2e1ChEO/qYlChLYheY/JhUuK/MXCiCm+oxxv2c64vw5TZC/r9HWcaYJjMRLeJIMNoHparUiZlYYr70kv1JdcldyCCa7x9Rf2SveETM3dV5rrPr3v0O/xa5trxR1kl5qu0BCjOJU/yvs2S1Vt3XKvSNsxhgmrMHcfDHWNZB/FKZt6kin/rL0D0wFsE33hxoz/QoWMRlFuW8ElvTbnmmvf27dDAuBQt+cnMONAe6oRA4TfD/O2om/G65A8++JmvukNjU0+EW3pIhPoTFMNd4ccaCGLiUlBfUvoIv5qgGSY6727Db6dfiJvQt2xzXtyruF9XOKzeRd9vQG2+TYDagT1LabRA7lthqteK8FQglWav5m2tXsjeRFqwjUZBgFaqfde073ZLPrvMel41vFwu6jq0h0B9PrZHpwP79Ghgj5U+gU8GMu1HsgJkHmoQAuyCqlDhRYfacGDz+Y53Yf565nGZ/2QXIOAVxAxUwMbAn4F7YzMGfxaJvtxrIn2NfOFQuakY0giGoYULMQB1HgOQuWuAQODOV8BJoPBebwJAvDOMc3gxYOQv1oB0P1rAYL7bV4VRX4Fvk/edy6piXpwBTJ7UmcdBCbr5oBdQY7UW89Qr/hth/Agg1/KmE6wD3o0OYFhlxrkJFAAV4YGgI2qND+3R6/UIcrEiz1ngpN94igyz+c7dWIKLtiXyTd/Sx/Q3mpo6IVRuZK90ZnEQwoB+4HzWhlMfd5u8E6JfITaJKaTYAcD3XxNV+3wqbXVNdZFW92W5GzOQE9gLNywR4yrbfL90lT++/01JAzL+0jcRrWUrWC6hM6by2WAi7SvuT+xEzvGxbOgTcUcH0bpDmbX82L2/uFACgB8FqGiMyoW3kvhzgfqz44HSvnWlqQdyrgfKfEsC4t5y0T5YKtkdMT8qcKvJDxTwaCpCBmviu98FwAYzdcLqL0xYf9OKz98yxXPkg5BBhzbCTIx3lfNTsfH88DwhdBK5C/EaobkT+5rno307zh7iSL8mioYCQDA+Z2gffuM7prX8LihNPzMcgaL4PS6CXnRL0nLM6fqcuUDLKje/Jq3llmkKMzPg7RKTRqQ8tLC/+IBlqrOlqh1/CQUWTjDTevFWFWdpeFybiCkQAGS+nWh/3QUiQgO/27Us7scknpU/UB/4k2pyAQA57aUNMV1GVHzT84t4QQbG+duv/qDHqRPPiXMvmV5Lv01GBJ7+IE/MfYRQCKotz+9CIOv/94Bu3b+r/PH9v4O8o+iqS72nb2l/GmBmXYG3K0CSngvcZ0PzlH2jDNzk0pSqh2vSvvFzvvL1lAGg/kxM2tc17mfqmi1p/A+WS863BGz/kQGZCMsSEh7xVa5XBW6IQYmJnDiWn8ZrcvFnGRA1pqSkwVg3zRw3A3Se5oENRS9dJrRK8m0BDPmziopByZQNc8GAGJMVEKRy0hSb5+H/4znvmFaTP8kKL8AqwUTemK34s2jzldWY30XD89goZfnqMJULsDDvASDLRmkfwTkXDpWaa0JMf6wa/xFDAZkHOAB0MM9hD7z/ADfWiLsNAByrQgIl8pJ14WVEH3Lv/BoJOfqb59URVLSFttIHTC9i8rsrIPOf/LyXPfXNGcUm8YPIj+WoBAPb8uHjIZSu+/xodPJPQoaU/ObBDb1vgP9w4J6ji+F5AfWZ9hD74haBcaB0IFeyp21Z1L6fKDNghfDJYbS1nyvua+A8lgn+5KTvpjj5ctswwfmR/FutsrR1/M52aH6WxoY5T+dfxQ0IbFPPWBQSPPBB5sDRAGagoaXhmRYVs3Dk7yWA5/0nngFE5eBvukZ3X5FIcWgZygptFX52IqpNXfnxA1Iiv77eWgOaRvn56u/wNwNQDGpA6m1EkFA2gBXz2uJYiFNxEGACu6Xg9xEQBhCdVVd/ZXJKxfSfCy1x3JcATAJq6kNfD6A2cQrnpn5nfp65fh78oL2xViD7zTMJBjjyDX7brY9pvHjrigtL3Uf/wUK1O/pRrHyjf7EoYp6bNwVBaUyl9H3RjwLcbyKHNgNU2/66WPbpH5oYLAvf/j0GsV+iTk2aNmdtmd2JX50NbPtcLJVfzE/910HgNTn0m3V+mbPsvyDCPt5BXhLT8d75V3ADUv2irqFR4TRYiSL7/LCbmQGwBLZvNwAu+iTKyJ6wUsf5RwfJlwUwqRwfzH5FVl6WRD3jGvIBgKQpD07k+tD8sQw2tS2uydqr9GIqMNqZpuqinCgjsf7pT/lk6Wx/Vv+oYFwbJnrUI+XtqT46O8srBEjqC8pNnPqANKoT+b6Noi6pXcqPetInDExd6j2pjJLvHtYQ4I7rU5tT+r5I9fwxgztLRclchy62oDgvKDqVPm7L/E7gPuwM7ag7VDoyueP+65vwkhxzfo6XHwEk+OaRcrH/5rbYO/+KbkC6sUGXW/A2uqqbf7nsNzcpztG/dO43KppBTkpfRXpBF4VeasfF7vnNr1C6It3/oMtXJE0IXW7TpS/fKK/Xr/l64vqUR6TU4fW+jnwj7/lj9MlV3d+3EeC+sMN+RJSafdE1b6Kv9KTv4vySfG5Z2NaUy7pezdtNbXy4UrJ7/B4YvwUmbc1vf7WksSvS1IBawt8vljz2nN+Q+0+CGGSv84yyPvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer3212\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a22244\">cumplida en tiempo<div class=\"d0 w251\">\u00a0</div>y forma la condici\u00f3n<div class=\"d0 w148\">\u00a0</div>impuesta y, por<div class=\"d0 w341\">\u00a0</div>lo tanto, suspender<div class=\"d0 w498\">\u00a0</div>la ejecutividad de </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a22245\">la Resoluci\u00f3n. </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a22248\">Con<div class=\"d0 w408\">\u00a0</div>fecha<div class=\"d0 w242\">\u00a0</div>16<div class=\"d0 w194\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>abril<div class=\"d0 w407\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>2020,<div class=\"d0 w191\">\u00a0</div>las<div class=\"d0 w541\">\u00a0</div>Sociedades<div class=\"d0 w244\">\u00a0</div>Afectadas<div class=\"d0 w1023\">\u00a0</div>presentaron<div class=\"d0 w583\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>correspondiente </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a22249\">demanda<div class=\"d0 w752\">\u00a0</div>ante<div class=\"d0 w159\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>Audiencia<div class=\"d0 w752\">\u00a0</div>Nacional<div class=\"d0 w534\">\u00a0</div>solicitando<div class=\"d0 w680\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>nulidad<div class=\"d0 w258\">\u00a0</div>\u00edntegra<div class=\"d0 w444\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>Resoluci\u00f3n<div class=\"d0 w636\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a22250\">subsidiariamente<div class=\"d0 w238\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>nulidad<div class=\"d0 w169\">\u00a0</div>\u00edntegra<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>sanci\u00f3n<div class=\"d0 w230\">\u00a0</div>impuesta<div class=\"d0 w296\">\u00a0</div>o<div class=\"d0 w167\">\u00a0</div>su<div class=\"d0 w344\">\u00a0</div>significativa<div class=\"d0 w167\">\u00a0</div>reducci\u00f3n.<div class=\"d0 w247\">\u00a0</div>La </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a22252\">abogac\u00eda del Estado<div class=\"d0 w333\">\u00a0</div>present\u00f3 el<div class=\"d0 w20\">\u00a0</div>correspondiente escrito de<div class=\"d0 w34\">\u00a0</div>contestaci\u00f3n en tiempo<div class=\"d0 w30\">\u00a0</div>y forma, el </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a22253\">26 de octubre se produjo la ratificaci\u00f3n pericial por parte del perito de<div class=\"d0 w27\">\u00a0</div>las demandantes y el 27 </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a22254\">de<div class=\"d0 w271\">\u00a0</div>noviembre<div class=\"d0 w161\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>2020<div class=\"d0 w291\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>Sociedades<div class=\"d0 w281\">\u00a0</div>Afectadas<div class=\"d0 w289\">\u00a0</div>presentaron<div class=\"d0 w4\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>escrito<div class=\"d0 w279\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>conclusiones.<div class=\"d0 w615\">\u00a0</div>La </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a22256\">abogac\u00eda del Estado present\u00f3 tambi\u00e9n su escrito de conclusiones, con fecha 22 de diciembre de </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a22257\">2020.<div class=\"d0 w1267\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a22260\">Con<div class=\"d0 w111\">\u00a0</div>fecha<div class=\"d0 w368\">\u00a0</div>31<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>diciembre<div class=\"d0 w9\">\u00a0</div>2020,<div class=\"d0 w110\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>cerr\u00f3<div class=\"d0 w21\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>venta<div class=\"d0 w22\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>parte<div class=\"d0 w383\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>Santillana<div class=\"d0 w39\">\u00a0</div>Educaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a22261\">Global,<div class=\"d0 w366\">\u00a0</div>S.L.<div class=\"d0 w56\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Santillana<div class=\"d0 w39\">\u00a0</div>Educaci\u00f3n,<div class=\"d0 w129\">\u00a0</div>S.L.<div class=\"d0 w50\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>sus<div class=\"d0 w23\">\u00a0</div>sociedades<div class=\"d0 w234\">\u00a0</div>filiales<div class=\"d0 w231\">\u00a0</div>(Edicions<div class=\"d0 w33\">\u00a0</div>Obradoiro,<div class=\"d0 w38\">\u00a0</div>S.L., </div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a22262\">Edicions<div class=\"d0 w340\">\u00a0</div>Voramar,<div class=\"d0 w280\">\u00a0</div>S.A.,<div class=\"d0 w469\">\u00a0</div>Zubia<div class=\"d0 w274\">\u00a0</div>Editoriala<div class=\"d0 w615\">\u00a0</div>S.L.,<div class=\"d0 w225\">\u00a0</div>Ediciones<div class=\"d0 w281\">\u00a0</div>Grazalema,<div class=\"d0 w281\">\u00a0</div>S.L.<div class=\"d0 w377\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>Grup<div class=\"d0 w615\">\u00a0</div>Promotor </div><div class=\"po0 fs14 cl2 l340 t1057\" id=\"a22264\">d\u2019Ensenyament i Difusi\u00f3 en Catal\u00e1, S.L.) a Sanoma Pro Oy, de forma que dichas sociedades no </div><div class=\"po0 fs14 cl2 l340 t1059\" id=\"a22265\">forman parte del per\u00edmetro de Grupo. No obstante, y de acuerdo con los t\u00e9rminos del contrato </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a22266\">de compraventa firmado<div class=\"d0 w420\">\u00a0</div>entre las partes,<div class=\"d0 w480\">\u00a0</div>Grupo Santillana Educaci\u00f3n<div class=\"d0 w20\">\u00a0</div>Global, S.L.<div class=\"d0 w19\">\u00a0</div>otorg\u00f3 una </div><div class=\"po0 fs14 cl2 l340 t1124\" id=\"a22268\">indemnidad a Sanoma Pro Oy por el resultado de este proceso.<div class=\"d0 w402\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1063\" id=\"a22271\">El pasado 3 de enero de 2022, Santillana present\u00f3 escrito ante la Audiencia Nacional, en virtud </div><div class=\"po0 fs14 cl2 l340 t1125\" id=\"a22272\">del<div class=\"d0 w197\">\u00a0</div>cual<div class=\"d0 w197\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>aporta<div class=\"d0 w188\">\u00a0</div>al<div class=\"d0 w430\">\u00a0</div>expediente<div class=\"d0 w195\">\u00a0</div>una<div class=\"d0 w191\">\u00a0</div>sentencia<div class=\"d0 w151\">\u00a0</div>recientemente<div class=\"d0 w534\">\u00a0</div>emitida<div class=\"d0 w415\">\u00a0</div>por<div class=\"d0 w749\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>Sala<div class=\"d0 w197\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>lo </div><div class=\"po0 fs14 cl2 l340 t1064\" id=\"a22273\">Contencioso Administrativo (y<div class=\"d0 w446\">\u00a0</div>posterior a la fecha<div class=\"d0 w144\">\u00a0</div>en que Santillana<div class=\"d0 w342\">\u00a0</div>present\u00f3 sus conclusiones) </div><div class=\"po0 fs14 cl2 l340 t1065\" id=\"a22275\">dentro<div class=\"d0 w404\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>procedimiento<div class=\"d0 w171\">\u00a0</div>ordinario<div class=\"d0 w486\">\u00a0</div>contra<div class=\"d0 w169\">\u00a0</div>una<div class=\"d0 w98\">\u00a0</div>resoluci\u00f3n<div class=\"d0 w286\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>CNMC<div class=\"d0 w232\">\u00a0</div>-sustancialmente </div><div class=\"po0 fs14 cl2 l340 t1128\" id=\"a22278\">id\u00e9ntico<div class=\"d0 w338\">\u00a0</div>al<div class=\"d0 w162\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>Santillana-,<div class=\"d0 w517\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>virtud<div class=\"d0 w162\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>cual<div class=\"d0 w3\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>referida<div class=\"d0 w338\">\u00a0</div>Sala<div class=\"d0 w3\">\u00a0</div>admite<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>argumentos<div class=\"d0 w3\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t1129\" id=\"a22281\">fundamentan la<div class=\"d0 w113\">\u00a0</div>nulidad solicitada<div class=\"d0 w143\">\u00a0</div>y que as\u00ed<div class=\"d0 w385\">\u00a0</div>mismo coinciden plenamente<div class=\"d0 w422\">\u00a0</div>con los<div class=\"d0 w406\">\u00a0</div>expuestos por </div><div class=\"po0 fs14 cl2 l340 t1130\" id=\"a22283\">Santillana dentro del procedimiento.<div class=\"d0 w1102\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1132\" id=\"a22286\">El 16<div class=\"d0 w293\">\u00a0</div>de diciembre<div class=\"d0 w201\">\u00a0</div>de 2024<div class=\"d0 w391\">\u00a0</div>se dict\u00f3<div class=\"d0 w60\">\u00a0</div>Providencia por<div class=\"d0 w420\">\u00a0</div>la Audiencia<div class=\"d0 w111\">\u00a0</div>Nacional se\u00f1alando<div class=\"d0 w55\">\u00a0</div>el 8<div class=\"d0 w539\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1134\" id=\"a22287\">enero de 2025<div class=\"d0 w126\">\u00a0</div>como fecha<div class=\"d0 w141\">\u00a0</div>para la votaci\u00f3n<div class=\"d0 w330\">\u00a0</div>y fallo de<div class=\"d0 w697\">\u00a0</div>los recursos presentados<div class=\"d0 w620\">\u00a0</div>por las sociedades </div><div class=\"po0 fs14 cl2 l340 t1272\" id=\"a22289\">del Grupo Santillana. El 7<div class=\"d0 w85\">\u00a0</div>de febrero de 2025<div class=\"d0 w516\">\u00a0</div>la Audiencia Nacional<div class=\"d0 w403\">\u00a0</div>dict\u00f3 nueva Providencia en </div><div class=\"po0 fs14 cl2 l340 t1273\" id=\"a22290\">la<div class=\"d0 w162\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>dejaba<div class=\"d0 w483\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>suspenso<div class=\"d0 w280\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>se\u00f1alamiento<div class=\"d0 w233\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>votaci\u00f3n<div class=\"d0 w290\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>fallo<div class=\"d0 w518\">\u00a0</div>y,<div class=\"d0 w485\">\u00a0</div>sin<div class=\"d0 w390\">\u00a0</div>prejuzgar<div class=\"d0 w485\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>fallo<div class=\"d0 w404\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t1274\" id=\"a22291\">pudiera recaer,<div class=\"d0 w561\">\u00a0</div>daba a<div class=\"d0 w392\">\u00a0</div>las partes<div class=\"d0 w265\">\u00a0</div>del procedimiento<div class=\"d0 w550\">\u00a0</div>el plazo<div class=\"d0 w516\">\u00a0</div>de 10 d\u00edas<div class=\"d0 w626\">\u00a0</div>para que<div class=\"d0 w478\">\u00a0</div>se pronunciasen </div><div class=\"po0 fs14 cl2 l340 t1275\" id=\"a22293\">sobre la caducidad<div class=\"d0 w697\">\u00a0</div>del procedimiento<div class=\"d0 w385\">\u00a0</div>sancionador. El<div class=\"d0 w515\">\u00a0</div>lunes 24<div class=\"d0 w446\">\u00a0</div>de febrero<div class=\"d0 w561\">\u00a0</div>de 2025<div class=\"d0 w556\">\u00a0</div>las sociedades </div><div class=\"po0 fs14 cl2 l340 t5054\" id=\"a22294\">del<div class=\"d0 w467\">\u00a0</div>grupo<div class=\"d0 w717\">\u00a0</div>Santillana<div class=\"d0 w370\">\u00a0</div>cumplieron,<div class=\"d0 w370\">\u00a0</div>dentro<div class=\"d0 w507\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>plazo<div class=\"d0 w270\">\u00a0</div>estipulado,<div class=\"d0 w25\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>tr\u00e1mite<div class=\"d0 w460\">\u00a0</div>conferido<div class=\"d0 w25\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t1276\" id=\"a22297\">resoluci\u00f3n de 7 de febrero de 2025, solicitando la caducidad<div class=\"d0 w392\">\u00a0</div>del procedimiento sancionador.<div class=\"d0 w1368\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1278\" id=\"a22301\">A la fecha,<div class=\"d0 w942\">\u00a0</div>el procedimiento contin\u00faa pendiente de se\u00f1alamiento<div class=\"d0 w488\">\u00a0</div>para votaci\u00f3n y fallo. </div><div class=\"po0 fs14 cl2 l340 t1279\" id=\"a22307\">Los<div class=\"d0 w438\">\u00a0</div>Administradores<div class=\"d0 w487\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>asesores<div class=\"d0 w745\">\u00a0</div>legales<div class=\"d0 w439\">\u00a0</div>internos<div class=\"d0 w464\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>externos<div class=\"d0 w433\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>Grupo<div class=\"d0 w435\">\u00a0</div>no<div class=\"d0 w431\">\u00a0</div>consideran </div><div class=\"po0 fs14 cl2 l340 t5056\" id=\"a22308\">probable<div class=\"d0 w166\">\u00a0</div>que,<div class=\"d0 w503\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>resoluci\u00f3n<div class=\"d0 w279\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>este<div class=\"d0 w377\">\u00a0</div>procedimiento,<div class=\"d0 w232\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>deriven<div class=\"d0 w226\">\u00a0</div>pasivos<div class=\"d0 w170\">\u00a0</div>significativos<div class=\"d0 w282\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t5193\" id=\"a22309\">registrados por el Grupo. </div><div class=\"po0 fs25 cl2 l340 t5194\" id=\"a22312\">B)<div class=\"d0 w1468\">\u00a0</div>CNMC -DTS </div><div class=\"po0 fs14 cl2 l340 t3564\" id=\"a22319\">El Grupo<div class=\"d0 w225\">\u00a0</div>mantiene registrada<div class=\"d0 w367\">\u00a0</div>a 31<div class=\"d0 w226\">\u00a0</div>de diciembre<div class=\"d0 w201\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>2024 una<div class=\"d0 w293\">\u00a0</div>provisi\u00f3n por<div class=\"d0 w226\">\u00a0</div>importe de<div class=\"d0 w233\">\u00a0</div>3.320 </div><div class=\"po0 fs14 cl2 l340 t3565\" id=\"a22322\">miles de euros,<div class=\"d0 w296\">\u00a0</div>asociada a una<div class=\"d0 w34\">\u00a0</div>sentencia desfavorable recibida por<div class=\"d0 w59\">\u00a0</div>Telef\u00f3nica y comunicada<div class=\"d0 w57\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l340 t5195\" id=\"a22324\">PRISA por parte de esta \u00faltima<div class=\"d0 w392\">\u00a0</div>en enero de 2022 (que<div class=\"d0 w332\">\u00a0</div>fue recurrida en casaci\u00f3n<div class=\"d0 w342\">\u00a0</div>por Telef\u00f3nica), </div><div class=\"po0 fs14 cl2 l340 t5196\" id=\"a22329\">en relaci\u00f3n con determinadas operaciones de<div class=\"d0 w561\">\u00a0</div>Distribuidora de Televisi\u00f3n Digital, S.A. (\u201cDTS\u201d), </div></div></div><div class=\"po1 w502 h247 lh0\" id=\"TextBlockContainer3221\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZk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class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer3221\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a22339\">filial<div class=\"d0 w475\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>fue<div class=\"d0 w485\">\u00a0</div>vendida<div class=\"d0 w419\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>dicha<div class=\"d0 w248\">\u00a0</div>compa\u00f1\u00eda<div class=\"d0 w171\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>2015.<div class=\"d0 w98\">\u00a0</div>El<div class=\"d0 w98\">\u00a0</div>acuerdo<div class=\"d0 w199\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>venta<div class=\"d0 w229\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>DTS<div class=\"d0 w284\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>Telef\u00f3nica </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a22340\">contemplaba la asunci\u00f3n, por parte<div class=\"d0 w8\">\u00a0</div>de PRISA de un<div class=\"d0 w27\">\u00a0</div>porcentaje de los da\u00f1os<div class=\"d0 w26\">\u00a0</div>derivados de este </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a22341\">procedimiento judicial.<div class=\"d0 w1469\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a22344\">Mediante<div class=\"d0 w39\">\u00a0</div>sentencia<div class=\"d0 w296\">\u00a0</div>firme<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>6<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>noviembre<div class=\"d0 w48\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>2024,<div class=\"d0 w111\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>Tribunal<div class=\"d0 w33\">\u00a0</div>Supremo<div class=\"d0 w55\">\u00a0</div>ha<div class=\"d0 w171\">\u00a0</div>declarado<div class=\"d0 w47\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a22345\">haber<div class=\"d0 w396\">\u00a0</div>lugar<div class=\"d0 w361\">\u00a0</div>al referido<div class=\"d0 w2\">\u00a0</div>recurso<div class=\"d0 w30\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>casaci\u00f3n,<div class=\"d0 w33\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>lo que,<div class=\"d0 w463\">\u00a0</div>terminado<div class=\"d0 w20\">\u00a0</div>el procedimiento<div class=\"d0 w168\">\u00a0</div>judicial, </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a22346\">Telef\u00f3nica liquidar\u00e1<div class=\"d0 w164\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>pagar\u00e1 los<div class=\"d0 w382\">\u00a0</div>da\u00f1os derivados<div class=\"d0 w174\">\u00a0</div>del juicio,<div class=\"d0 w477\">\u00a0</div>tras lo<div class=\"d0 w615\">\u00a0</div>cual<div class=\"d0 w39\">\u00a0</div>PRISA proceder\u00e1<div class=\"d0 w287\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a22350\">pago a Telef\u00f3nica del porcentaje de dichos da\u00f1os. </div><div class=\"po0 fs25 cl2 l340 t5197\" id=\"a22359\">C)<div class=\"d0 w1470\">\u00a0</div>Otros litigios </div><div class=\"po0 fs14 cl2 l340 t5198\" id=\"a22363\">Adicionalmente,<div class=\"d0 w548\">\u00a0</div>el<div class=\"d0 w629\">\u00a0</div>Grupo<div class=\"d0 w591\">\u00a0</div>mantiene<div class=\"d0 w311\">\u00a0</div>otros<div class=\"d0 w842\">\u00a0</div>litigios<div class=\"d0 w630\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>menor<div class=\"d0 w683\">\u00a0</div>cuant\u00eda,<div class=\"d0 w312\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>los<div class=\"d0 w637\">\u00a0</div>cuales,<div class=\"d0 w627\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t4777\" id=\"a22364\">Administradores<div class=\"d0 w249\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>asesores<div class=\"d0 w549\">\u00a0</div>internos<div class=\"d0 w225\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>externos,<div class=\"d0 w388\">\u00a0</div>no<div class=\"d0 w388\">\u00a0</div>consideran<div class=\"d0 w166\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>deriven<div class=\"d0 w226\">\u00a0</div>pasivos </div><div class=\"po0 fs14 cl2 l341 t1465\" id=\"a22365\">significativos.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherProvisionsContingentLiabilitiesAndContingentAssetsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l791 t3471 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2067 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2068 t3469 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2068 t3471 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2069 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2070 t3469 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2070 t3471 bgc0\">\u00a0</div>\n<div class=\"w871 po0 h12 l2071 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l815 t3469 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l815 t3471 bgc0\">\u00a0</div>\n<div class=\"w893 po0 h12 l2082 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2083 t3469 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2083 t3471 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2084 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2085 t3469 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2085 t3471 bgc0\">\u00a0</div>\n<div class=\"w1160 po0 h12 l2086 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2081 t3469 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2081 t3471 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2081 t3471 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2773\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a14090\">(12)<div class=\"d0 w391\">\u00a0</div>PROVISIONES NO CORRIENTES </div><div class=\"po0 fs14 cl2 l451 t1561\" id=\"a14094\">El<div class=\"d0 w98\">\u00a0</div>detalle<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>variaciones<div class=\"d0 w480\">\u00a0</div>durante<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2024<div class=\"d0 w119\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>diferentes<div class=\"d0 w165\">\u00a0</div>cuentas<div class=\"d0 w172\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs14 cl2 l451 t1659\" id=\"a14095\">\"</div><div class=\"po0 fs26 cl2 l2090 t3472\" id=\"a14096\">Provisiones no corrientes</div><div class=\"po0 fs14 cl2 l2091 t1659\" id=\"a14097\">\u201d es el siguiente: </div><div class=\"po0 fs38 cl2 l2092 t3473\" id=\"a14101\">Miles de euros </div><div class=\"po0 fs38 cl2 l1182 t3474\" id=\"a14104\">Saldo al </div><div class=\"po0 fs38 cl2 l2093 t3475\" id=\"a14105\">31.12.2023 </div><div class=\"po0 fs38 cl2 l2094 t3474\" id=\"a14107\">Ajuste </div><div class=\"po0 fs38 cl2 l2095 t3475\" id=\"a14108\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l2096 t3476\" id=\"a14110\">Variaci\u00f3n </div><div class=\"po0 fs38 cl2 l2097 t3477\" id=\"a14111\">del </div><div class=\"po0 fs38 cl2 l2098 t3478\" id=\"a14112\">per\u00edmetro </div><div class=\"po0 fs38 cl2 l2099 t3474\" id=\"a14114\">Dotaciones </div><div class=\"po0 fs38 cl2 l753 t3475\" id=\"a14115\">/ Excesos </div><div class=\"po0 fs38 cl2 l432 t3477\" id=\"a14117\">Aplicaciones </div><div class=\"po0 fs38 cl2 l646 t3477\" id=\"a14119\">Traspasos </div><div class=\"po0 fs38 cl2 l2100 t3474\" id=\"a14121\">Saldo al </div><div class=\"po0 fs38 cl2 l2101 t3475\" id=\"a14122\">31.12.2024 </div><div class=\"po0 fs38 cl2 l1825 t3479\" id=\"a14124\">Para impuestos </div><div class=\"po0 fs38 cl2 l2102 t3479\" id=\"a14126\">750 </div><div class=\"po0 fs38 cl2 l606 t3479\" id=\"a14128\">8 </div><div class=\"po0 fs38 cl2 l2103 t3479\" id=\"a14130\">- </div><div class=\"po0 fs38 cl2 l1815 t3479\" id=\"a14132\">19 </div><div class=\"po0 fs38 cl2 l2104 t3479\" id=\"a14134\">(371) </div><div class=\"po0 fs38 cl2 l2105 t3479\" id=\"a14136\">- </div><div class=\"po0 fs38 cl2 l2106 t3479\" id=\"a14138\">406 </div><div class=\"po0 fs38 cl2 l1825 t3480\" id=\"a14140\">Para indemnizaciones </div><div class=\"po0 fs38 cl2 l675 t3480\" id=\"a14142\">4.445 </div><div class=\"po0 fs38 cl2 l1696 t3480\" id=\"a14144\">(245) </div><div class=\"po0 fs38 cl2 l2103 t3480\" id=\"a14146\">- </div><div class=\"po0 fs38 cl2 l2107 t3480\" id=\"a14148\">1.066 </div><div class=\"po0 fs38 cl2 l2108 t3480\" id=\"a14150\">(1.299) </div><div class=\"po0 fs38 cl2 l2109 t3480\" id=\"a14152\">(1.107) </div><div class=\"po0 fs38 cl2 l2110 t3480\" id=\"a14154\">2.860 </div><div class=\"po0 fs38 cl2 l1825 t3481\" id=\"a14156\">Para responsabilidades y otras </div><div class=\"po0 fs38 cl2 l675 t3481\" id=\"a14158\">5.863 </div><div class=\"po0 fs38 cl2 l1696 t3481\" id=\"a14160\">(402) </div><div class=\"po0 fs38 cl2 l2111 t3481\" id=\"a14162\">22 </div><div class=\"po0 fs38 cl2 l2107 t3481\" id=\"a14164\">1.294 </div><div class=\"po0 fs38 cl2 l2108 t3481\" id=\"a14166\">(1.551) </div><div class=\"po0 fs38 cl2 l2112 t3481\" id=\"a14168\">(3) </div><div class=\"po0 fs38 cl2 l2110 t3481\" id=\"a14170\">5.223 </div><div class=\"po0 fs39 cl2 l1825 t3482\" id=\"a14172\">Total </div><div class=\"po0 fs39 cl2 l2113 t3482\" id=\"a14174\">11.058 </div><div class=\"po0 fs39 cl2 l1696 t3482\" id=\"a14176\">(639) </div><div class=\"po0 fs39 cl2 l2111 t3482\" id=\"a14178\">22 </div><div class=\"po0 fs39 cl2 l2107 t3482\" id=\"a14180\">2.379 </div><div class=\"po0 fs39 cl2 l2108 t3482\" id=\"a14182\">(3.221) </div><div class=\"po0 fs39 cl2 l2109 t3482\" id=\"a14184\">(1.110) </div><div class=\"po0 fs39 cl2 l2110 t3482\" id=\"a14186\">8.489 </div><div class=\"po0 fs14 cl2 l451 t3483\" id=\"a14190\">El<div class=\"d0 w98\">\u00a0</div>detalle<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>variaciones<div class=\"d0 w480\">\u00a0</div>durante<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2023<div class=\"d0 w3\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>diferentes<div class=\"d0 w165\">\u00a0</div>cuentas<div class=\"d0 w172\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs14 cl2 l451 t3484\" id=\"a14193\">\"Provisiones no corrientes\u201d fue siguiente: </div><div class=\"po0 fs38 cl2 l2114 t3485\" id=\"a14197\">Miles de euros </div><div class=\"po0 fs38 cl2 l1182 t3486\" id=\"a14200\">Saldo al </div><div class=\"po0 fs38 cl2 l2093 t3487\" id=\"a14201\">31.12.2022 </div><div class=\"po0 fs38 cl2 l2094 t3486\" id=\"a14203\">Ajuste </div><div class=\"po0 fs38 cl2 l2095 t3487\" id=\"a14204\">conversi\u00f3n </div><div class=\"po0 fs38 cl2 l2096 t3488\" id=\"a14206\">Variaci\u00f3n </div><div class=\"po0 fs38 cl2 l2097 t3489\" id=\"a14207\">del </div><div class=\"po0 fs38 cl2 l2098 t3490\" id=\"a14208\">per\u00edmetro </div><div class=\"po0 fs38 cl2 l2115 t3486\" id=\"a14210\">Dotaciones / </div><div class=\"po0 fs38 cl2 l2116 t3487\" id=\"a14211\">Excesos </div><div class=\"po0 fs38 cl2 l982 t3489\" id=\"a14213\">Aplicaciones </div><div class=\"po0 fs38 cl2 l2117 t3489\" id=\"a14215\">Traspasos </div><div class=\"po0 fs38 cl2 l2118 t3486\" id=\"a14217\">Saldo al </div><div class=\"po0 fs38 cl2 l2119 t3487\" id=\"a14218\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1825 t3491\" id=\"a14220\">Para impuestos </div><div class=\"po0 fs38 cl2 l2102 t3491\" id=\"a14222\">698 </div><div class=\"po0 fs38 cl2 l591 t3491\" id=\"a14224\">(2) </div><div class=\"po0 fs38 cl2 l2103 t3491\" id=\"a14226\">- </div><div class=\"po0 fs38 cl2 l2120 t3491\" id=\"a14228\">124 </div><div class=\"po0 fs38 cl2 l2121 t3491\" id=\"a14230\">(70) </div><div class=\"po0 fs38 cl2 l2122 t3491\" id=\"a14232\">- </div><div class=\"po0 fs38 cl2 l2123 t3491\" id=\"a14234\">750 </div><div class=\"po0 fs38 cl2 l1825 t3492\" id=\"a14236\">Para indemnizaciones </div><div class=\"po0 fs38 cl2 l675 t3492\" id=\"a14238\">6.243 </div><div class=\"po0 fs38 cl2 l2124 t3492\" id=\"a14240\">66 </div><div class=\"po0 fs38 cl2 l2103 t3492\" id=\"a14242\">- </div><div class=\"po0 fs38 cl2 l2120 t3492\" id=\"a14244\">633 </div><div class=\"po0 fs38 cl2 l784 t3492\" id=\"a14246\">(1.272) </div><div class=\"po0 fs38 cl2 l664 t3492\" id=\"a14248\">(1.225) </div><div class=\"po0 fs38 cl2 l2125 t3492\" id=\"a14250\">4.445 </div><div class=\"po0 fs38 cl2 l1825 t3493\" id=\"a14252\">Para responsabilidades y otras </div><div class=\"po0 fs38 cl2 l675 t3493\" id=\"a14254\">8.367 </div><div class=\"po0 fs38 cl2 l2126 t3493\" id=\"a14256\">491 </div><div class=\"po0 fs38 cl2 l1240 t3493\" id=\"a14258\">(624) </div><div class=\"po0 fs38 cl2 l2127 t3493\" id=\"a14260\">1.126 </div><div class=\"po0 fs38 cl2 l784 t3493\" id=\"a14262\">(3.497) </div><div class=\"po0 fs38 cl2 l2122 t3493\" id=\"a14264\">- </div><div class=\"po0 fs38 cl2 l2125 t3493\" id=\"a14266\">5.863 </div><div class=\"po0 fs39 cl2 l1825 t3494\" id=\"a14268\">Total </div><div class=\"po0 fs39 cl2 l2113 t3494\" id=\"a14270\">15.308 </div><div class=\"po0 fs39 cl2 l2126 t3494\" id=\"a14272\">555 </div><div class=\"po0 fs39 cl2 l1240 t3494\" id=\"a14274\">(624) </div><div class=\"po0 fs39 cl2 l2127 t3494\" id=\"a14276\">1.883 </div><div class=\"po0 fs39 cl2 l784 t3494\" id=\"a14278\">(4.839) </div><div class=\"po0 fs39 cl2 l664 t3494\" id=\"a14280\">(1.225) </div><div class=\"po0 fs39 cl2 l2128 t3494\" id=\"a14282\">11.058 </div></div><div class=\"po0 l450 t3224 f0\" id=\"div_2770_XBRL_TS_fedac771e7b443c783c7687786357ff1\"><div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2771\"><div class=\"po1 w198 z0\" id=\"TextContainer2771\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a14286\">La<div class=\"d0 w164\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l2129 t814\" id=\"a14287\">Provisi\u00f3n<div class=\"d0 w475\">\u00a0</div>para<div class=\"d0 w480\">\u00a0</div>impuestos</div><div class=\"po0 fs14 cl2 l2130 t756\" id=\"a14288\">\u201d<div class=\"d0 w293\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>corresponde<div class=\"d0 w60\">\u00a0</div>con<div class=\"d0 w264\">\u00a0</div>el<div class=\"d0 w344\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>estimado<div class=\"d0 w480\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>deudas<div class=\"d0 w55\">\u00a0</div>tributarias </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a14290\">derivadas de las inspecciones realizadas<div class=\"d0 w1162\">\u00a0</div>a diversas sociedades del Grupo.<div class=\"d0 w1163\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a14302\">La \u201c</div><div class=\"po0 fs26 cl2 l854 t3495\" id=\"a14303\">Provisi\u00f3n para<div class=\"d0 w616\">\u00a0</div>indemnizaciones</div><div class=\"po0 fs14 cl2 l639 t1009\" id=\"a14304\">\u201d incluye<div class=\"d0 w385\">\u00a0</div>la provisi\u00f3n<div class=\"d0 w329\">\u00a0</div>constituida en<div class=\"d0 w557\">\u00a0</div>los \u00faltimos<div class=\"d0 w560\">\u00a0</div>ejercicios para </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a14305\">hacer frente<div class=\"d0 w27\">\u00a0</div>a las responsabilidades<div class=\"d0 w17\">\u00a0</div>probables o ciertas<div class=\"d0 w59\">\u00a0</div>procedentes de indemnizaciones<div class=\"d0 w50\">\u00a0</div>a los </div></div></div></div></div><div class=\"po1 w198 h275 lh0\" id=\"TextBlockContainer2785\"><div class=\"po0 l342 t756 f0\" id=\"div_2779_XBRL_TS_d3b13668caf743feb061d4752f67eaf7_1\"><div class=\"po1 w198 h275 lh0\" id=\"TextBlockContainer2783\"><div class=\"po0 l342 t756 f0\" id=\"div_2780_XBRL_TS_fedac771e7b443c783c7687786357ff1_1\"><div class=\"po1 w198 h75 lh0\" id=\"TextBlockContainer2781\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2781\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a14315\">trabajadores para<div class=\"d0 w395\">\u00a0</div>rescindir sus<div class=\"d0 w38\">\u00a0</div>relaciones laborales que<div class=\"d0 w21\">\u00a0</div>ser\u00e1n pagaderas<div class=\"d0 w63\">\u00a0</div>en ejercicios futuros, </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a14317\">pero<div class=\"d0 w227\">\u00a0</div>para<div class=\"d0 w229\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>creado<div class=\"d0 w247\">\u00a0</div>una<div class=\"d0 w98\">\u00a0</div>expectativa<div class=\"d0 w56\">\u00a0</div>v\u00e1lida<div class=\"d0 w247\">\u00a0</div>entre<div class=\"d0 w250\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>empleados<div class=\"d0 w223\">\u00a0</div>afectados<div class=\"d0 w172\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a14318\">ejercicio en el que se dotan </div><div class=\"po0 fs26 cl2 l2131 t2658\" id=\"a14319\">(v\u00e9ase nota 14)</div><div class=\"po0 fs14 cl2 ls8 l2132 t902\" id=\"a14320\">.<div class=\"d0 w352\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a14323\">Durante el<div class=\"d0 w50\">\u00a0</div>ejercicio 2024 el<div class=\"d0 w30\">\u00a0</div>Grupo ha<div class=\"d0 w26\">\u00a0</div>dotado una provisi\u00f3n<div class=\"d0 w31\">\u00a0</div>por este<div class=\"d0 w63\">\u00a0</div>concepto por importe<div class=\"d0 w231\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a14324\">1.066 miles de euros<div class=\"d0 w420\">\u00a0</div>(633 miles de euros en<div class=\"d0 w369\">\u00a0</div>el ejercicio 2023), ha<div class=\"d0 w27\">\u00a0</div>aplicado 1.299 miles de<div class=\"d0 w231\">\u00a0</div>euros </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a14328\">(1.272 miles de<div class=\"d0 w236\">\u00a0</div>euros en el ejercicio<div class=\"d0 w63\">\u00a0</div>2023), fundamentalmente por el<div class=\"d0 w48\">\u00a0</div>pago de indemnizaciones </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a14336\">(anterior a la fecha prevista)<div class=\"d0 w286\">\u00a0</div>y ha traspasado al<div class=\"d0 w7\">\u00a0</div>corto plazo 1.107 miles de<div class=\"d0 w201\">\u00a0</div>euros que se estima </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a14346\">pagar en 2025. El Grupo espera aplicar esta provisi\u00f3n en los pr\u00f3ximos cinco ejercicios. </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a14352\">Por su parte, la \u201c</div><div class=\"po0 fs26 cl2 l2133 t2686\" id=\"a14353\">Provisi\u00f3n para responsabilidades y<div class=\"d0 w113\">\u00a0</div>otras</div><div class=\"po0 fs14 cl2 l2134 t824\" id=\"a14354\">\u201d se corresponde con el importe<div class=\"d0 w354\">\u00a0</div>estimado </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a14355\">para<div class=\"d0 w22\">\u00a0</div>hacer frente<div class=\"d0 w2\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>otras reclamaciones<div class=\"d0 w167\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>litigios probables<div class=\"d0 w293\">\u00a0</div>contra las<div class=\"d0 w549\">\u00a0</div>empresas del<div class=\"d0 w226\">\u00a0</div>Grupo y </div><div class=\"po0 fs14 cl2 l341 t1103\" id=\"a14356\">otras obligaciones futuras contra\u00eddas con los empleados.</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer2783\"><div class=\"po0 fs14 cl2 l620 t1103\" id=\"a14356_56_2\"><div class=\"d0 w1164\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a14359\">Dadas las caracter\u00edsticas de<div class=\"d0 w17\">\u00a0</div>los riesgos que cubren<div class=\"d0 w21\">\u00a0</div>estas provisiones, no es posible<div class=\"d0 w26\">\u00a0</div>determinar </div><div class=\"po0 fs14 cl2 l340 t1057\" id=\"a14360\">un calendario razonable de fechas de pago si, en su<div class=\"d0 w59\">\u00a0</div>caso, las hubiese, ni el efecto financiero de </div><div class=\"po0 fs14 cl2 l340 t1059\" id=\"a14361\">las mismas. No<div class=\"d0 w403\">\u00a0</div>obstante, tanto<div class=\"d0 w375\">\u00a0</div>los asesores<div class=\"d0 w619\">\u00a0</div>legales del<div class=\"d0 w446\">\u00a0</div>Grupo PRISA como<div class=\"d0 w696\">\u00a0</div>sus Administradores </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a14366\">entienden que<div class=\"d0 w345\">\u00a0</div>la conclusi\u00f3n<div class=\"d0 w110\">\u00a0</div>de estos<div class=\"d0 w171\">\u00a0</div>procedimientos y<div class=\"d0 w59\">\u00a0</div>reclamaciones no<div class=\"d0 w27\">\u00a0</div>producir\u00e1 un<div class=\"d0 w480\">\u00a0</div>efecto </div><div class=\"po0 fs14 cl2 l340 t1124\" id=\"a14367\">significativo en las cuentas anuales<div class=\"d0 w515\">\u00a0</div>consolidadas de los ejercicios<div class=\"d0 w472\">\u00a0</div>en los que finalicen, adicional </div><div class=\"po0 fs14 cl2 l341 t3496\" id=\"a14368\">al importe provisionado en contabilidad.</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfProvisionsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_353": {
   "value": "<div class=\"po1 w198 h57 lh0\" id=\"TextBlockContainer2771\"><div class=\"po1 w198 z0\" id=\"TextContainer2771\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a14286\">La<div class=\"d0 w164\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l2129 t814\" id=\"a14287\">Provisi\u00f3n<div class=\"d0 w475\">\u00a0</div>para<div class=\"d0 w480\">\u00a0</div>impuestos</div><div class=\"po0 fs14 cl2 l2130 t756\" id=\"a14288\">\u201d<div class=\"d0 w293\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>corresponde<div class=\"d0 w60\">\u00a0</div>con<div class=\"d0 w264\">\u00a0</div>el<div class=\"d0 w344\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>estimado<div class=\"d0 w480\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>deudas<div class=\"d0 w55\">\u00a0</div>tributarias </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a14290\">derivadas de las inspecciones realizadas<div class=\"d0 w1162\">\u00a0</div>a diversas sociedades del Grupo.<div class=\"d0 w1163\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1009\" id=\"a14302\">La \u201c</div><div class=\"po0 fs26 cl2 l854 t3495\" id=\"a14303\">Provisi\u00f3n para<div class=\"d0 w616\">\u00a0</div>indemnizaciones</div><div class=\"po0 fs14 cl2 l639 t1009\" id=\"a14304\">\u201d incluye<div class=\"d0 w385\">\u00a0</div>la provisi\u00f3n<div class=\"d0 w329\">\u00a0</div>constituida en<div class=\"d0 w557\">\u00a0</div>los \u00faltimos<div class=\"d0 w560\">\u00a0</div>ejercicios para </div><div class=\"po0 fs14 cl2 l340 t953\" id=\"a14305\">hacer frente<div class=\"d0 w27\">\u00a0</div>a las responsabilidades<div class=\"d0 w17\">\u00a0</div>probables o ciertas<div class=\"d0 w59\">\u00a0</div>procedentes de indemnizaciones<div class=\"d0 w50\">\u00a0</div>a los </div></div></div><div class=\"po1 w198 h75 lh0\" id=\"TextBlockContainer2781\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2781\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a14315\">trabajadores para<div class=\"d0 w395\">\u00a0</div>rescindir sus<div class=\"d0 w38\">\u00a0</div>relaciones laborales que<div class=\"d0 w21\">\u00a0</div>ser\u00e1n pagaderas<div class=\"d0 w63\">\u00a0</div>en ejercicios futuros, </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a14317\">pero<div class=\"d0 w227\">\u00a0</div>para<div class=\"d0 w229\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>creado<div class=\"d0 w247\">\u00a0</div>una<div class=\"d0 w98\">\u00a0</div>expectativa<div class=\"d0 w56\">\u00a0</div>v\u00e1lida<div class=\"d0 w247\">\u00a0</div>entre<div class=\"d0 w250\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>empleados<div class=\"d0 w223\">\u00a0</div>afectados<div class=\"d0 w172\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a14318\">ejercicio en el que se dotan </div><div class=\"po0 fs26 cl2 l2131 t2658\" id=\"a14319\">(v\u00e9ase nota 14)</div><div class=\"po0 fs14 cl2 ls8 l2132 t902\" id=\"a14320\">.<div class=\"d0 w352\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a14323\">Durante el<div class=\"d0 w50\">\u00a0</div>ejercicio 2024 el<div class=\"d0 w30\">\u00a0</div>Grupo ha<div class=\"d0 w26\">\u00a0</div>dotado una provisi\u00f3n<div class=\"d0 w31\">\u00a0</div>por este<div class=\"d0 w63\">\u00a0</div>concepto por importe<div class=\"d0 w231\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a14324\">1.066 miles de euros<div class=\"d0 w420\">\u00a0</div>(633 miles de euros en<div class=\"d0 w369\">\u00a0</div>el ejercicio 2023), ha<div class=\"d0 w27\">\u00a0</div>aplicado 1.299 miles de<div class=\"d0 w231\">\u00a0</div>euros </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a14328\">(1.272 miles de<div class=\"d0 w236\">\u00a0</div>euros en el ejercicio<div class=\"d0 w63\">\u00a0</div>2023), fundamentalmente por el<div class=\"d0 w48\">\u00a0</div>pago de indemnizaciones </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a14336\">(anterior a la fecha prevista)<div class=\"d0 w286\">\u00a0</div>y ha traspasado al<div class=\"d0 w7\">\u00a0</div>corto plazo 1.107 miles de<div class=\"d0 w201\">\u00a0</div>euros que se estima </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a14346\">pagar en 2025. El Grupo espera aplicar esta provisi\u00f3n en los pr\u00f3ximos cinco ejercicios. </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a14352\">Por su parte, la \u201c</div><div class=\"po0 fs26 cl2 l2133 t2686\" id=\"a14353\">Provisi\u00f3n para responsabilidades y<div class=\"d0 w113\">\u00a0</div>otras</div><div class=\"po0 fs14 cl2 l2134 t824\" id=\"a14354\">\u201d se corresponde con el importe<div class=\"d0 w354\">\u00a0</div>estimado </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a14355\">para<div class=\"d0 w22\">\u00a0</div>hacer frente<div class=\"d0 w2\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>otras reclamaciones<div class=\"d0 w167\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>litigios probables<div class=\"d0 w293\">\u00a0</div>contra las<div class=\"d0 w549\">\u00a0</div>empresas del<div class=\"d0 w226\">\u00a0</div>Grupo y </div><div class=\"po0 fs14 cl2 l341 t1103\" id=\"a14356\">otras obligaciones futuras contra\u00eddas con los empleados.</div></div></div><div class=\"po1 w681 h78 lh0\" id=\"TextBlockContainer3086\"><div class=\"po1 w681 z0\" id=\"TextContainer3086\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a19939\">Los<div class=\"d0 w23\">\u00a0</div>ejercicios abiertos<div class=\"d0 w174\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>inspecci\u00f3n en<div class=\"d0 w225\">\u00a0</div>relaci\u00f3n con<div class=\"d0 w485\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>principales impuestos<div class=\"d0 w174\">\u00a0</div>var\u00edan para<div class=\"d0 w482\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l451 t757\" id=\"a19940\">diferentes<div class=\"d0 w466\">\u00a0</div>sociedades<div class=\"d0 w507\">\u00a0</div>consolidadas,<div class=\"d0 w388\">\u00a0</div>si<div class=\"d0 w431\">\u00a0</div>bien,<div class=\"d0 w617\">\u00a0</div>generalmente,<div class=\"d0 w491\">\u00a0</div>comprenden<div class=\"d0 w370\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>cuatro<div class=\"d0 w720\">\u00a0</div>\u00faltimos </div><div class=\"po0 fs14 cl2 l451 t902\" id=\"a19941\">ejercicios.<div class=\"d0 w737\">\u00a0</div></div><div class=\"po0 fs14 cl2 l451 t818\" id=\"a19944\">En<div class=\"d0 w588\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>ejercicio<div class=\"d0 w243\">\u00a0</div>2019<div class=\"d0 w156\">\u00a0</div>concluyeron<div class=\"d0 w197\">\u00a0</div>las<div class=\"d0 w588\">\u00a0</div>actuaciones<div class=\"d0 w189\">\u00a0</div>inspectoras<div class=\"d0 w197\">\u00a0</div>relativas<div class=\"d0 w602\">\u00a0</div>al<div class=\"d0 w430\">\u00a0</div>Impuesto<div class=\"d0 w564\">\u00a0</div>sobre </div><div class=\"po0 fs14 cl2 l451 t819\" id=\"a19945\">Sociedades correspondiente a los ejercicios 2012 y 2013<div class=\"d0 w59\">\u00a0</div>del Grupo 194/09 del que Prisa Radio, </div><div class=\"po0 fs14 cl2 l451 t820\" id=\"a19946\">S.A era<div class=\"d0 w167\">\u00a0</div>sociedad dominante, y<div class=\"d0 w226\">\u00a0</div>al Impuesto<div class=\"d0 w34\">\u00a0</div>sobre Sociedades<div class=\"d0 w9\">\u00a0</div>de los<div class=\"d0 w286\">\u00a0</div>ejercicios 2012<div class=\"d0 w295\">\u00a0</div>a 2015<div class=\"d0 w111\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l451 t821\" id=\"a19948\">Grupo<div class=\"d0 w280\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>consolidaci\u00f3n<div class=\"d0 w169\">\u00a0</div>fiscal<div class=\"d0 w293\">\u00a0</div>2/91,<div class=\"d0 w162\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>Promotora<div class=\"d0 w238\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>Informaciones,<div class=\"d0 w518\">\u00a0</div>S.A.<div class=\"d0 w284\">\u00a0</div>es<div class=\"d0 w368\">\u00a0</div>sociedad </div><div class=\"po0 fs14 cl2 l451 t4719\" id=\"a19949\">dominante, con la<div class=\"d0 w228\">\u00a0</div>firma de dos<div class=\"d0 w47\">\u00a0</div>actas en disconformidad de<div class=\"d0 w396\">\u00a0</div>las que no<div class=\"d0 w264\">\u00a0</div>se ha derivado<div class=\"d0 w20\">\u00a0</div>cuota a </div><div class=\"po0 fs14 cl2 l451 t4720\" id=\"a19950\">ingresar alguna, y cuyo efecto principal ha supuesto<div class=\"d0 w47\">\u00a0</div>una redistribuci\u00f3n en los cr\u00e9ditos fiscales </div><div class=\"po0 fs14 cl2 l451 t4721\" id=\"a19952\">de<div class=\"d0 w661\">\u00a0</div>una<div class=\"d0 w318\">\u00a0</div>categor\u00eda<div class=\"d0 w301\">\u00a0</div>a<div class=\"d0 w457\">\u00a0</div>otra.<div class=\"d0 w710\">\u00a0</div>Las<div class=\"d0 w177\">\u00a0</div>sociedades<div class=\"d0 w604\">\u00a0</div>interpusieron<div class=\"d0 w365\">\u00a0</div>la<div class=\"d0 w216\">\u00a0</div>correspondiente<div class=\"d0 w759\">\u00a0</div>reclamaci\u00f3n </div><div class=\"po0 fs14 cl2 l451 t4722\" id=\"a19953\">econ\u00f3mico-administrativa<div class=\"d0 w1390\">\u00a0</div>ante<div class=\"d0 w1391\">\u00a0</div>el<div class=\"d0 w1392\">\u00a0</div>TEAC<div class=\"d0 w1393\">\u00a0</div>y,<div class=\"d0 w1394\">\u00a0</div>posteriormente,<div class=\"d0 w1394\">\u00a0</div>recursos<div class=\"d0 w1395\">\u00a0</div>contencioso-</div><div class=\"po0 fs14 cl2 l451 t4723\" id=\"a19957\">administrativos<div class=\"d0 w552\">\u00a0</div>ante<div class=\"d0 w440\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>Audiencia<div class=\"d0 w202\">\u00a0</div>Nacional.<div class=\"d0 w440\">\u00a0</div>En<div class=\"d0 w431\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>ejercicio<div class=\"d0 w207\">\u00a0</div>2024<div class=\"d0 w210\">\u00a0</div>se<div class=\"d0 w467\">\u00a0</div>ha<div class=\"d0 w533\">\u00a0</div>recibido<div class=\"d0 w648\">\u00a0</div>sentencia </div><div class=\"po0 fs14 cl2 l451 t4724\" id=\"a19963\">estimatoria de<div class=\"d0 w39\">\u00a0</div>la demanda interpuesta<div class=\"d0 w7\">\u00a0</div>frente al procedimiento inspector<div class=\"d0 w238\">\u00a0</div>relativo al Grupo<div class=\"d0 w56\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t4725\" id=\"a19964\">consolidaci\u00f3n fiscal 194/09, encontr\u00e1ndose el recurso relativo al Grupo de consolidaci\u00f3n fiscal </div><div class=\"po0 fs14 cl2 l451 t4726\" id=\"a19965\">2/91 pendiente de resoluci\u00f3n ante la Audiencia Nacional.<div class=\"d0 w516\">\u00a0</div></div><div class=\"po0 fs14 cl2 l451 t4727\" id=\"a19970\">En el ejercicio 2021 finalizaron<div class=\"d0 w47\">\u00a0</div>las actuaciones inspectoras relativas al Impuesto<div class=\"d0 w18\">\u00a0</div>sobre el Valor </div><div class=\"po0 fs14 cl2 l451 t4728\" id=\"a19971\">A\u00f1adido de<div class=\"d0 w361\">\u00a0</div>los periodos<div class=\"d0 w48\">\u00a0</div>2016-2018, del<div class=\"d0 w129\">\u00a0</div>Grupo de<div class=\"d0 w231\">\u00a0</div>IVA 105/08,<div class=\"d0 w59\">\u00a0</div>con la<div class=\"d0 w234\">\u00a0</div>firma de<div class=\"d0 w30\">\u00a0</div>(i) un<div class=\"d0 w34\">\u00a0</div>Acta en </div><div class=\"po0 fs14 cl2 l451 t4729\" id=\"a19974\">conformidad correspondiente a los ejercicios 2017 y 2018 de la que no se deriv\u00f3 cuota alguna<div class=\"d0 w516\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l451 t4730\" id=\"a19976\">(ii) un Acuerdo de liquidaci\u00f3n relativo al ejercicio 2016 por importe de 147 miles de euros, que </div><div class=\"po0 fs14 cl2 l451 t4731\" id=\"a19977\">fue<div class=\"d0 w33\">\u00a0</div>satisfecho<div class=\"d0 w34\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>la Sociedad.<div class=\"d0 w517\">\u00a0</div>En<div class=\"d0 w32\">\u00a0</div>ejercicio 2024<div class=\"d0 w338\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>ha<div class=\"d0 w57\">\u00a0</div>recibido resoluci\u00f3n<div class=\"d0 w404\">\u00a0</div>desestimatoria del </div><div class=\"po0 fs14 cl2 l451 t4732\" id=\"a19978\">Tribunal<div class=\"d0 w351\">\u00a0</div>Econ\u00f3mico<div class=\"d0 w511\">\u00a0</div>Administrativo<div class=\"d0 w540\">\u00a0</div>Central,<div class=\"d0 w565\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>ha<div class=\"d0 w255\">\u00a0</div>sido<div class=\"d0 w351\">\u00a0</div>objeto<div class=\"d0 w258\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>recurso<div class=\"d0 w209\">\u00a0</div>contencioso-</div><div class=\"po0 fs14 cl2 l451 t4733\" id=\"a19981\">administrativo ante la Audiencia Nacional, el cual se encuentra<div class=\"d0 w328\">\u00a0</div>pendiente de resoluci\u00f3n. </div><div class=\"po0 fs14 cl2 l451 t4734\" id=\"a19984\">En el ejercicio 2024, han finalizado las actuaciones inspectoras de car\u00e1cter parcial, relativas a la </div><div class=\"po0 fs14 cl2 l451 t4735\" id=\"a19985\">comprobaci\u00f3n de<div class=\"d0 w247\">\u00a0</div>la deducci\u00f3n<div class=\"d0 w228\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>doble imposici\u00f3n<div class=\"d0 w296\">\u00a0</div>regulada en<div class=\"d0 w283\">\u00a0</div>el art\u00edculo<div class=\"d0 w230\">\u00a0</div>31 de<div class=\"d0 w391\">\u00a0</div>la Ley<div class=\"d0 w233\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l451 t4736\" id=\"a19986\">Impuesto<div class=\"d0 w289\">\u00a0</div>sobre<div class=\"d0 w274\">\u00a0</div>Sociedades<div class=\"d0 w337\">\u00a0</div>generada<div class=\"d0 w163\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2019<div class=\"d0 w276\">\u00a0</div>as\u00ed<div class=\"d0 w612\">\u00a0</div>como<div class=\"d0 w370\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>ajustes<div class=\"d0 w336\">\u00a0</div>al<div class=\"d0 w379\">\u00a0</div>resultado </div><div class=\"po0 fs14 cl2 l451 t4737\" id=\"a19989\">contable<div class=\"d0 w153\">\u00a0</div>positivo<div class=\"d0 w192\">\u00a0</div>y<div class=\"d0 w196\">\u00a0</div>negativo<div class=\"d0 w551\">\u00a0</div>asociados<div class=\"d0 w192\">\u00a0</div>a<div class=\"d0 w194\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>citada<div class=\"d0 w151\">\u00a0</div>deducci\u00f3n,<div class=\"d0 w68\">\u00a0</div>tanto<div class=\"d0 w553\">\u00a0</div>de<div class=\"d0 w589\">\u00a0</div>PRISA<div class=\"d0 w208\">\u00a0</div>como<div class=\"d0 w261\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t4738\" id=\"a19993\">determinadas entidades dependientes.<div class=\"d0 w144\">\u00a0</div>Como resultado de las<div class=\"d0 w410\">\u00a0</div>mismas, se han<div class=\"d0 w342\">\u00a0</div>incrementado las </div><div class=\"po0 fs14 cl2 l451 t4739\" id=\"a19999\">bases<div class=\"d0 w55\">\u00a0</div>imponibles negativas<div class=\"d0 w421\">\u00a0</div>pendientes de<div class=\"d0 w476\">\u00a0</div>compensar de<div class=\"d0 w222\">\u00a0</div>las sociedades<div class=\"d0 w199\">\u00a0</div>que en<div class=\"d0 w224\">\u00a0</div>la actualidad </div></div></div><div class=\"po1 w198 h104 lh0\" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer3098\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a20010\">forman parte del grupo<div class=\"d0 w446\">\u00a0</div>fiscal en 839<div class=\"d0 w402\">\u00a0</div>miles de euros<div class=\"d0 w324\">\u00a0</div>y se ha reducido<div class=\"d0 w488\">\u00a0</div>el importe de la<div class=\"d0 w410\">\u00a0</div>deducci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a20013\">por doble<div class=\"d0 w111\">\u00a0</div>imposici\u00f3n internacional<div class=\"d0 w295\">\u00a0</div>pendiente de<div class=\"d0 w223\">\u00a0</div>utilizaci\u00f3n correspondiente<div class=\"d0 w418\">\u00a0</div>al ejercicio<div class=\"d0 w9\">\u00a0</div>2019 </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a20014\">en 1.072 miles de euros. </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a20017\">En<div class=\"d0 w475\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2024<div class=\"d0 w63\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>ha<div class=\"d0 w57\">\u00a0</div>notificado<div class=\"d0 w9\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w293\">\u00a0</div>Sociedad<div class=\"d0 w18\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>inicio<div class=\"d0 w55\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>actuaciones<div class=\"d0 w59\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>comprobaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a20020\">relativa<div class=\"d0 w230\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>Impuesto<div class=\"d0 w394\">\u00a0</div>sobre<div class=\"d0 w334\">\u00a0</div>determinados<div class=\"d0 w8\">\u00a0</div>Servicios<div class=\"d0 w30\">\u00a0</div>Digitales<div class=\"d0 w237\">\u00a0</div>correspondiente<div class=\"d0 w56\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>ejercicios </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a20021\">2021<div class=\"d0 w63\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>2023. No<div class=\"d0 w483\">\u00a0</div>se estima<div class=\"d0 w161\">\u00a0</div>que de<div class=\"d0 w176\">\u00a0</div>esta inspecci\u00f3n<div class=\"d0 w172\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>derive un<div class=\"d0 w245\">\u00a0</div>impacto patrimonial<div class=\"d0 w176\">\u00a0</div>negativo </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a20022\">significativo para el Grupo. </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a20027\">La filial<div class=\"d0 w328\">\u00a0</div>Grupo Latino Radiodifusi\u00f3n,<div class=\"d0 w267\">\u00a0</div>SpA (Chile)<div class=\"d0 w147\">\u00a0</div>recibi\u00f3 en<div class=\"d0 w126\">\u00a0</div>2023 una resoluci\u00f3n<div class=\"d0 w85\">\u00a0</div>desestimatoria </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a20030\">de la Corte Suprema de<div class=\"d0 w341\">\u00a0</div>Chile por actas en las<div class=\"d0 w557\">\u00a0</div>que el Servicio de<div class=\"d0 w299\">\u00a0</div>Impuestos Interno denegaba la </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a20031\">deducci\u00f3n de determinados gastos correspondientes a<div class=\"d0 w228\">\u00a0</div>los a\u00f1os tributarios 2012 y<div class=\"d0 w32\">\u00a0</div>2013/2016 y </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a20032\">2017.<div class=\"d0 w155\">\u00a0</div>Por<div class=\"d0 w526\">\u00a0</div>tanto,<div class=\"d0 w193\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>Grupo<div class=\"d0 w255\">\u00a0</div>provision\u00f3<div class=\"d0 w636\">\u00a0</div>3,7<div class=\"d0 w408\">\u00a0</div>millones<div class=\"d0 w636\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>euros<div class=\"d0 w445\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>cuenta<div class=\"d0 w253\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>resultados </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a20034\">consolidada<div class=\"d0 w32\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>ejercicio 2023,<div class=\"d0 w612\">\u00a0</div>asociado<div class=\"d0 w395\">\u00a0</div>principalmente<div class=\"d0 w18\">\u00a0</div>al pago<div class=\"d0 w294\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>ha<div class=\"d0 w171\">\u00a0</div>realizado<div class=\"d0 w20\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>2024 </div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a20035\">derivado de esta resoluci\u00f3n. </div><div class=\"po0 fs14 cl2 l340 t1059\" id=\"a20038\">La<div class=\"d0 w333\">\u00a0</div>provisi\u00f3n para<div class=\"d0 w222\">\u00a0</div>impuestos<div class=\"d0 w27\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l3052 t1060\" id=\"a20040\">v\u00e9ase<div class=\"d0 w246\">\u00a0</div>nota<div class=\"d0 w236\">\u00a0</div>12</div><div class=\"po0 fs14 cl2 l3053 t1059\" id=\"a20041\">)<div class=\"d0 w264\">\u00a0</div>asciende<div class=\"d0 w50\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>406 miles<div class=\"d0 w373\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros para<div class=\"d0 w388\">\u00a0</div>hacer frente, </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a20046\">principalmente, al impacto de los probables pronunciamientos desfavorables estimados en los </div><div class=\"po0 fs14 cl2 l340 t1124\" id=\"a20047\">diferentes procedimientos tributarios, relacionados anteriormente. </div><div class=\"po0 fs14 cl2 l340 t1063\" id=\"a20050\">No se espera<div class=\"d0 w559\">\u00a0</div>que se devenguen<div class=\"d0 w616\">\u00a0</div>pasivos de<div class=\"d0 w375\">\u00a0</div>consideraci\u00f3n, adicionales<div class=\"d0 w143\">\u00a0</div>a los<div class=\"d0 w267\">\u00a0</div>ya registrados,<div class=\"d0 w85\">\u00a0</div>como </div><div class=\"po0 fs14 cl2 l341 t3337\" id=\"a20051\">consecuencia de estos procedimientos o de una futura y eventual inspecci\u00f3n.</div></div></div></div></div></div></div></div></div>",
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    "concept": "ifrs-full:DisclosureOfClaimsAndBenefitsPaidExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2137 t3515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2137 t3515 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2790\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a14372\">(13)<div class=\"d0 w391\">\u00a0</div>INGRESOS DE EXPLOTACI\u00d3N </div><div class=\"po0 fs14 cl2 l451 t3516\" id=\"a14376\">El detalle de los ingresos del Grupo por sus principales l\u00edneas de actividad<div class=\"d0 w325\">\u00a0</div>es el siguiente: </div><div class=\"po0 fs38 cl2 l1497 t3517\" id=\"a14380\">Miles de euros </div><div class=\"po0 fs38 cl2 l774 t3518\" id=\"a14382\">2024 </div><div class=\"po0 fs38 cl2 l1945 t3518\" id=\"a14384\">2023 </div><div class=\"po0 fs38 cl2 l2146 t3519\" id=\"a14386\">Ventas de publicidad </div><div class=\"po0 fs38 cl2 l2147 t3519\" id=\"a14389\">334.036 </div><div class=\"po0 fs38 cl2 l2117 t3519\" id=\"a14391\">325.109 </div><div class=\"po0 fs38 cl2 l2146 t3520\" id=\"a14393\">Ventas de educaci\u00f3n </div><div class=\"po0 fs38 cl2 l2147 t3520\" id=\"a14395\">458.460 </div><div class=\"po0 fs38 cl2 l2117 t3520\" id=\"a14397\">511.916 </div><div class=\"po0 fs38 cl2 l2146 t3521\" id=\"a14399\">Circulaci\u00f3n </div><div class=\"po0 fs38 cl2 l1014 t3521\" id=\"a14401\">57.650 </div><div class=\"po0 fs38 cl2 l666 t3521\" id=\"a14403\">55.551 </div><div class=\"po0 fs38 cl2 l2146 t3522\" id=\"a14405\">Ventas de productos promocionales<div class=\"d0 w1081\">\u00a0</div>y colecciones </div><div class=\"po0 fs38 cl2 l1447 t3522\" id=\"a14407\">180 </div><div class=\"po0 fs38 cl2 l2148 t3522\" id=\"a14409\">1.410 </div><div class=\"po0 fs38 cl2 l2146 t3523\" id=\"a14411\">Venta de derechos audiovisuales y<div class=\"d0 w1063\">\u00a0</div>programas </div><div class=\"po0 fs38 cl2 l2149 t3523\" id=\"a14413\">7.769 </div><div class=\"po0 fs38 cl2 l666 t3523\" id=\"a14415\">10.657 </div><div class=\"po0 fs38 cl2 l2146 t3524\" id=\"a14417\">Prestaci\u00f3n de servicios de intermediaci\u00f3n </div><div class=\"po0 fs38 cl2 l2149 t3524\" id=\"a14420\">8.636 </div><div class=\"po0 fs38 cl2 l2148 t3524\" id=\"a14422\">9.770 </div><div class=\"po0 fs38 cl2 l2146 t3525\" id=\"a14424\">Otros servicios </div><div class=\"po0 fs38 cl2 l1014 t3525\" id=\"a14426\">13.880 </div><div class=\"po0 fs38 cl2 l666 t3525\" id=\"a14428\">15.027 </div><div class=\"po0 fs39 cl2 l2150 t3355\" id=\"a14430\">Importe neto de la cifra de negocios </div><div class=\"po0 fs39 cl2 l2147 t3355\" id=\"a14432\">880.611 </div><div class=\"po0 fs39 cl2 l2117 t3355\" id=\"a14434\">929.440 </div><div class=\"po0 fs38 cl2 l2146 t3526\" id=\"a14436\">Ingresos procedentes del inmovilizado </div><div class=\"po0 fs38 cl2 l2149 t3526\" id=\"a14438\">5.082 </div><div class=\"po0 fs38 cl2 l2148 t3526\" id=\"a14440\">1.761 </div><div class=\"po0 fs38 cl2 l2146 t3527\" id=\"a14442\">Otros ingresos </div><div class=\"po0 fs38 cl2 l1014 t3527\" id=\"a14444\">33.849 </div><div class=\"po0 fs38 cl2 l666 t3527\" id=\"a14446\">16.209 </div><div class=\"po0 fs39 cl2 l2150 t3528\" id=\"a14448\">Otros ingresos </div><div class=\"po0 fs39 cl2 l1014 t3528\" id=\"a14450\">38.931 </div><div class=\"po0 fs39 cl2 l666 t3528\" id=\"a14452\">17.970 </div><div class=\"po0 fs39 cl2 l2150 t3529\" id=\"a14454\">Total ingresos de explotaci\u00f3n </div><div class=\"po0 fs39 cl2 l2147 t3529\" id=\"a14457\">919.542 </div><div class=\"po0 fs39 cl2 l2117 t3529\" id=\"a14459\">947.410 </div><div class=\"po0 fs14 cl2 l451 t3530\" id=\"a14463\">Las<div class=\"d0 w233\">\u00a0</div>operaciones<div class=\"d0 w20\">\u00a0</div>m\u00e1s<div class=\"d0 w164\">\u00a0</div>significativas<div class=\"d0 w395\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>intercambio se<div class=\"d0 w272\">\u00a0</div>producen<div class=\"d0 w31\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l2151 t3531\" id=\"a14464\">Ventas<div class=\"d0 w264\">\u00a0</div>de </div><div class=\"po0 fs26 cl2 l451 t3532\" id=\"a14465\">publicidad</div><div class=\"po0 fs14 cl2 l781 t3533\" id=\"a14466\">\u201d en el segmento Media, cuyos intercambios con terceros han ascendido<div class=\"d0 w406\">\u00a0</div>a 2.282 miles </div><div class=\"po0 fs14 cl2 l451 t3534\" id=\"a14472\">de euros en el ejercicio 2024 (2.653 miles de euros en el ejercicio<div class=\"d0 w423\">\u00a0</div>2023). </div></div></div></div></div></div></div><div class=\"po1 w1171 h277 lh0\" id=\"TextBlockContainer2799\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w1171 z0\" id=\"TextContainer2799\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a14487\">Dentro<div class=\"d0 w684\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>ingresos<div class=\"d0 w437\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>explotaci\u00f3n<div class=\"d0 w487\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>Grupo<div class=\"d0 w494\">\u00a0</div>hay<div class=\"d0 w715\">\u00a0</div>obligaciones<div class=\"d0 w271\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>desempe\u00f1o<div class=\"d0 w549\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a14488\">satisfacen a lo<div class=\"d0 w396\">\u00a0</div>largo del tiempo,<div class=\"d0 w26\">\u00a0</div>correspondiendo, principalmente, a la prestaci\u00f3n<div class=\"d0 w38\">\u00a0</div>de servicios </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a14489\">educativos asociados a los sistemas de ense\u00f1anza de Santillana por importe de 31.946 miles de </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a14491\">euros en el ejercicio 2024. </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a14494\">En<div class=\"d0 w237\">\u00a0</div>2024,<div class=\"d0 w111\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w293\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1089 t3536\" id=\"a14495\">Ingresos<div class=\"d0 w366\">\u00a0</div>procedentes<div class=\"d0 w484\">\u00a0</div>del<div class=\"d0 w248\">\u00a0</div>inmovilizado</div><div class=\"po0 fs14 cl2 l852 t819\" id=\"a14496\"><div class=\"d0 w237\">\u00a0</div>\u201cincluye,<div class=\"d0 w8\">\u00a0</div>fundamentalmente,<div class=\"d0 w543\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a14498\">resultado<div class=\"d0 w421\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>operaci\u00f3n<div class=\"d0 w200\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>venta<div class=\"d0 w8\">\u00a0</div>con<div class=\"d0 w283\">\u00a0</div>arrendamiento<div class=\"d0 w58\">\u00a0</div>posterior<div class=\"d0 w167\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>almac\u00e9n<div class=\"d0 w486\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>M\u00e9xico, </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a14499\">perteneciente a<div class=\"d0 w125\">\u00a0</div>Editorial Santillana,<div class=\"d0 w267\">\u00a0</div>S.A. de C.V.,<div class=\"d0 w803\">\u00a0</div>por importe de<div class=\"d0 w413\">\u00a0</div>3.492 miles<div class=\"d0 w561\">\u00a0</div>de euros,<div class=\"d0 w402\">\u00a0</div>calculado </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a14503\">conforme a la NIIF 16, y que supuso una entrada de caja en 2024 de<div class=\"d0 w50\">\u00a0</div>6.477 miles de euros.<div class=\"d0 w602\">\u00a0</div>Esto </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a14506\">ha supuesto la baja de un activo por un saldo neto de amortizaci\u00f3n acumulada por importe de </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a14507\">3.110<div class=\"d0 w111\">\u00a0</div>miles<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros<div class=\"d0 w484\">\u00a0</div>(principalmente terrenos<div class=\"d0 w226\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>construcciones),<div class=\"d0 w58\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>estaba<div class=\"d0 w228\">\u00a0</div>registrado<div class=\"d0 w26\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a14509\">ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l2152 t3537\" id=\"a14510\">\u201cActivo no corriente mantenido para la venta\u201d </div><div class=\"po0 fs14 cl2 l1690 t825\" id=\"a14511\">del balance de situaci\u00f3n consolidado hasta </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a14512\">el momento de su<div class=\"d0 w368\">\u00a0</div>venta (adicionalmente, se ha<div class=\"d0 w34\">\u00a0</div>reconocido un activo por derecho<div class=\"d0 w286\">\u00a0</div>de uso y un </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a14516\">pasivo<div class=\"d0 w487\">\u00a0</div>financiero<div class=\"d0 w379\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>arrendamiento,<div class=\"d0 w470\">\u00a0</div>asociado<div class=\"d0 w249\">\u00a0</div>al<div class=\"d0 w272\">\u00a0</div>contrato<div class=\"d0 w277\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>arrendamiento<div class=\"d0 w289\">\u00a0</div>posterior<div class=\"d0 w271\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a14517\">citado<div class=\"d0 w468\">\u00a0</div>almac\u00e9n).<div class=\"d0 w633\">\u00a0</div>Asimismo,<div class=\"d0 w162\">\u00a0</div>este<div class=\"d0 w377\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w291\">\u00a0</div>recoge<div class=\"d0 w5\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>resultado<div class=\"d0 w468\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>otros<div class=\"d0 w382\">\u00a0</div>activos<div class=\"d0 w222\">\u00a0</div>(\u201cterrenos<div class=\"d0 w287\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t1057\" id=\"a14522\">construcciones\u201d) vendidos durante el presente ejercicio<div class=\"d0 w325\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l2153 t1058\" id=\"a14523\">v\u00e9ase nota 5</div><div class=\"po0 fs14 cl2 l2149 t1057\" id=\"a14524\">). </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a14527\">En<div class=\"d0 w32\">\u00a0</div>2024, el<div class=\"d0 w223\">\u00a0</div>ep\u00edgrafe de </div><div class=\"po0 fs26 cl2 l2154 t3538\" id=\"a14528\">\u201cOtros ingresos\u201d </div><div class=\"po0 fs14 cl2 l574 t1061\" id=\"a14529\">incluye el<div class=\"d0 w344\">\u00a0</div>ingreso derivado<div class=\"d0 w345\">\u00a0</div>del laudo<div class=\"d0 w165\">\u00a0</div>dictado<div class=\"d0 w303\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>el<div class=\"d0 w439\">\u00a0</div></div><div class=\"po0 fs26 cl2 l340 t3539\" id=\"a14530\">Centro<div class=\"d0 w208\">\u00a0</div>de<div class=\"d0 w553\">\u00a0</div>Arbitragem<div class=\"d0 w441\">\u00a0</div>Comercial<div class=\"d0 w407\">\u00a0</div>da<div class=\"d0 w407\">\u00a0</div>C\u00e2mara<div class=\"d0 w428\">\u00a0</div>do<div class=\"d0 w509\">\u00a0</div>Com\u00e9rcio<div class=\"d0 w831\">\u00a0</div>e<div class=\"d0 w151\">\u00a0</div>Ind\u00fastria<div class=\"d0 w244\">\u00a0</div>Portuguesa<div class=\"d0 w565\">\u00a0</div>(\u201cTribunal<div class=\"d0 w544\">\u00a0</div>de </div><div class=\"po0 fs26 cl2 l340 t3540\" id=\"a14532\">Arbitraje\u201d)</div><div class=\"po0 fs14 cl2 l2155 t3541\" id=\"a14533\"><div class=\"d0 w613\">\u00a0</div>el 22 de febrero de 2024 a favor<div class=\"d0 w516\">\u00a0</div>de la Sociedad, el cual declara que<div class=\"d0 w561\">\u00a0</div>Cofina incumpli\u00f3 </div><div class=\"po0 fs14 cl2 l340 t2268\" id=\"a14535\">sus<div class=\"d0 w245\">\u00a0</div>obligaciones<div class=\"d0 w246\">\u00a0</div>derivadas<div class=\"d0 w18\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>contrato<div class=\"d0 w9\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>compraventa de<div class=\"d0 w379\">\u00a0</div>acciones<div class=\"d0 w395\">\u00a0</div>suscrito<div class=\"d0 w8\">\u00a0</div>entre<div class=\"d0 w34\">\u00a0</div>PRISA<div class=\"d0 w366\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t2269\" id=\"a14536\">Cofina en septiembre de 2019 relativo a la venta de<div class=\"d0 w561\">\u00a0</div>la totalidad de las acciones de Vertix SGPS, </div><div class=\"po0 fs14 cl2 l340 t3542\" id=\"a14538\">S.A.<div class=\"d0 w17\">\u00a0</div>(propietario de<div class=\"d0 w395\">\u00a0</div>Media Capital)<div class=\"d0 w361\">\u00a0</div>y que,<div class=\"d0 w287\">\u00a0</div>por tanto,<div class=\"d0 w229\">\u00a0</div>dicho contrato<div class=\"d0 w361\">\u00a0</div>qued\u00f3 resuelto<div class=\"d0 w486\">\u00a0</div>de pleno </div><div class=\"po0 fs14 cl2 l340 t3543\" id=\"a14539\">derecho el<div class=\"d0 w161\">\u00a0</div>11 de<div class=\"d0 w391\">\u00a0</div>marzo de<div class=\"d0 w175\">\u00a0</div>2020. Es<div class=\"d0 w233\">\u00a0</div>en esta<div class=\"d0 w224\">\u00a0</div>fecha cuando<div class=\"d0 w248\">\u00a0</div>Cofina renunci\u00f3<div class=\"d0 w164\">\u00a0</div>voluntariamente a </div><div class=\"po0 fs14 cl2 l340 t3544\" id=\"a14542\">continuar con<div class=\"d0 w234\">\u00a0</div>la ampliaci\u00f3n de<div class=\"d0 w345\">\u00a0</div>capital aprobada por<div class=\"d0 w56\">\u00a0</div>sus accionistas<div class=\"d0 w23\">\u00a0</div>con fecha 29<div class=\"d0 w247\">\u00a0</div>de enero<div class=\"d0 w236\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3545\" id=\"a14545\">2020 para financiar parte del precio de la compraventa, incumpliendo<div class=\"d0 w125\">\u00a0</div>con ello lo previsto en el </div><div class=\"po0 fs14 cl2 l340 t3546\" id=\"a14546\">contrato<div class=\"d0 w400\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>compraventa<div class=\"d0 w544\">\u00a0</div>(tal<div class=\"d0 w438\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>como<div class=\"d0 w212\">\u00a0</div>ha<div class=\"d0 w195\">\u00a0</div>ratificado<div class=\"d0 w552\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>citado<div class=\"d0 w263\">\u00a0</div>laudo),<div class=\"d0 w1023\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>produci\u00e9ndose<div class=\"d0 w209\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3547\" id=\"a14547\">terminaci\u00f3n<div class=\"d0 w1168\">\u00a0</div>del mismo. </div><div class=\"po0 fs14 cl2 l340 t3548\" id=\"a14551\">Conforme<div class=\"d0 w367\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>laudo<div class=\"d0 w165\">\u00a0</div>dictado,<div class=\"d0 w286\">\u00a0</div>PRISA<div class=\"d0 w345\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>tenido<div class=\"d0 w235\">\u00a0</div>derecho<div class=\"d0 w286\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>percibir<div class=\"d0 w200\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>anticipo<div class=\"d0 w245\">\u00a0</div>depositado<div class=\"d0 w31\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t3549\" id=\"a14552\">Cofina en<div class=\"d0 w98\">\u00a0</div>una cuenta<div class=\"d0 w230\">\u00a0</div>escrow (como<div class=\"d0 w49\">\u00a0</div>garant\u00eda de<div class=\"d0 w174\">\u00a0</div>la operaci\u00f3n<div class=\"d0 w129\">\u00a0</div>y anticipo<div class=\"d0 w229\">\u00a0</div>del precio<div class=\"d0 w171\">\u00a0</div>acordado) </div><div class=\"po0 fs14 cl2 l340 t3550\" id=\"a14553\">por importe de 10.000 miles de euros, obligando a Cofina a<div class=\"d0 w140\">\u00a0</div>tomar todas las acciones necesarias </div><div class=\"po0 fs14 cl2 l340 t3551\" id=\"a14555\">para que<div class=\"d0 w383\">\u00a0</div>dicha cantidad pasara<div class=\"d0 w171\">\u00a0</div>a estar<div class=\"d0 w22\">\u00a0</div>disponible para la<div class=\"d0 w230\">\u00a0</div>Sociedad. Con fecha<div class=\"d0 w383\">\u00a0</div>1 de marzo<div class=\"d0 w421\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3552\" id=\"a14558\">2024 fue transferido el importe<div class=\"d0 w295\">\u00a0</div>depositado en la citada cuenta escrow a<div class=\"d0 w49\">\u00a0</div>otra cuenta bancaria a </div><div class=\"po0 fs14 cl2 l340 t3553\" id=\"a14559\">nombre de la Sociedad, estando por tanto disponible.<div class=\"d0 w1169\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1938\" id=\"a14563\">Lo anterior ha tenido<div class=\"d0 w411\">\u00a0</div>un impacto<div class=\"d0 w342\">\u00a0</div>positivo en la cuenta<div class=\"d0 w354\">\u00a0</div>de resultados<div class=\"d0 w532\">\u00a0</div>consolidada del Grupo<div class=\"d0 w331\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t3554\" id=\"a14564\">ejercicio 2024 de 10.000 miles<div class=\"d0 w58\">\u00a0</div>de euros (dando de baja el<div class=\"d0 w418\">\u00a0</div>pasivo registrado en \u201c</div><div class=\"po0 fs26 cl2 l647 t3555\" id=\"a14567\">Otras deudas no </div><div class=\"po0 fs26 cl2 l340 t3556\" id=\"a14568\">comerciales</div><div class=\"po0 fs14 cl2 l2156 t3557\" id=\"a14569\">\u201d </div><div class=\"po0 fs26 cl2 l2157 t3556\" id=\"a14570\">(v\u00e9ase nota 9d)</div><div class=\"po0 fs14 cl2 l2158 t3557\" id=\"a14571\">) minorado por los costes del arbitraje y otros<div class=\"d0 w392\">\u00a0</div>an\u00e1logos, en la medida </div><div class=\"po0 fs14 cl2 l340 t3558\" id=\"a14572\">en que, a<div class=\"d0 w39\">\u00a0</div>ra\u00edz de dicha resoluci\u00f3n, y<div class=\"d0 w296\">\u00a0</div>no antes, la realizaci\u00f3n del<div class=\"d0 w56\">\u00a0</div>ingreso ha sido pr\u00e1cticamente </div><div class=\"po0 fs14 cl2 l340 t3559\" id=\"a14573\">cierta,<div class=\"d0 w226\">\u00a0</div>perdiendo<div class=\"d0 w483\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>car\u00e1cter<div class=\"d0 w486\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>contingente.<div class=\"d0 w235\">\u00a0</div>Esta<div class=\"d0 w233\">\u00a0</div>resoluci\u00f3n<div class=\"d0 w391\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>disponibilidad<div class=\"d0 w369\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>favor<div class=\"d0 w340\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3560\" id=\"a14575\">PRISA del importe que estaba depositado en la cuenta escrow<div class=\"d0 w251\">\u00a0</div>es independiente del proceso de </div><div class=\"po0 fs14 cl2 l340 t3561\" id=\"a14577\">venta de Media Capital que se ejecut\u00f3 con posterioridad al 11 de marzo de<div class=\"d0 w299\">\u00a0</div>2020.<div class=\"d0 w440\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t3562\" id=\"a14580\"><div class=\"d0 w981\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t3563\" id=\"a14582\">Asimismo,<div class=\"d0 w379\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Tribunal<div class=\"d0 w335\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>Arbitraje<div class=\"d0 w297\">\u00a0</div>ha<div class=\"d0 w340\">\u00a0</div>condenado<div class=\"d0 w222\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>Cofina<div class=\"d0 w160\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>pagar<div class=\"d0 w378\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>PRISA<div class=\"d0 w292\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>intereses </div><div class=\"po0 fs14 cl2 l340 t3564\" id=\"a14583\">devengados desde el 11 de marzo de 2020 hasta la fecha final del pago del importe depositado </div><div class=\"po0 fs14 cl2 l340 t3565\" id=\"a14584\">en la cuenta escrow (</div><div class=\"po0 fs26 cl2 l2159 t3566\" id=\"a14587\">v\u00e9ase nota 15</div><div class=\"po0 fs14 cl2 l2160 t3565\" id=\"a14588\">).<div class=\"d0 w1170\">\u00a0</div></div></div></div><div class=\"po1 w198 h281 lh0\" id=\"TextBlockContainer2808\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2072 t3588 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l330 t3589 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l744 t3589 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l632 t3589 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l2072 t3589 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l330 t3590 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l744 t3590 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l632 t3590 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2072 t3590 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l330 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l744 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l632 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2072 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l330 t3591 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l744 t3591 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l632 t3591 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2072 t3591 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l330 t3592 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l744 t3592 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l632 t3592 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l2072 t3592 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l330 t3593 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l744 t3593 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l632 t3593 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2072 t3593 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l330 t3594 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l744 t3594 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l632 t3594 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l2072 t3594 bgc0\">\u00a0</div>\n<div class=\"w1182 po0 h41 l2189 t3595 bgc3\">\u00a0</div>\n<div class=\"w1183 po0 h33 l2191 t3596 bgc3\">\u00a0</div>\n<div class=\"w1043 po0 h41 l2187 t3595 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l1981 t3596 bgc3\">\u00a0</div>\n<div class=\"w1043 po0 h41 l2188 t3595 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l1878 t3596 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3597 bgc0\">\u00a0</div>\n<div class=\"w1184 po0 h12 l2189 t3597 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l744 t3597 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2187 t3597 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l632 t3597 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2188 t3597 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2072 t3597 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l330 t3598 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t1609 bgc0\">\u00a0</div>\n<div class=\"w1184 po0 h12 l2189 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l744 t3598 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l744 t1609 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2187 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l632 t3598 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l632 t1609 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2188 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2072 t3598 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2072 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2072 t1609 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2808\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a14601\">El<div class=\"d0 w155\">\u00a0</div>cuadro<div class=\"d0 w157\">\u00a0</div>siguiente<div class=\"d0 w346\">\u00a0</div>muestra<div class=\"d0 w526\">\u00a0</div>el<div class=\"d0 w598\">\u00a0</div>desglose<div class=\"d0 w638\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>los<div class=\"d0 w672\">\u00a0</div>ingresos<div class=\"d0 w526\">\u00a0</div>del<div class=\"d0 w157\">\u00a0</div>Grupo<div class=\"d0 w444\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>acuerdo<div class=\"d0 w445\">\u00a0</div>con<div class=\"d0 w640\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l540 t816\" id=\"a14602\">distribuci\u00f3n geogr\u00e1fica de las entidades que los originan (en<div class=\"d0 w515\">\u00a0</div>miles de euros): </div><div class=\"po0 fs39 cl2 l2192 t3599\" id=\"a14606\">Venta de </div><div class=\"po0 fs39 cl2 l2193 t3600\" id=\"a14607\">publicidad </div><div class=\"po0 fs39 cl2 l2194 t3599\" id=\"a14609\">Venta de </div><div class=\"po0 fs39 cl2 l1773 t3600\" id=\"a14610\">educaci\u00f3n </div><div class=\"po0 fs39 cl2 l850 t3601\" id=\"a14612\">Circulaci\u00f3n </div><div class=\"po0 fs39 cl2 l1105 t3601\" id=\"a14614\">Otros </div><div class=\"po0 fs39 cl2 l1020 t3599\" id=\"a14616\">Ingresos de </div><div class=\"po0 fs39 cl2 l2195 t3600\" id=\"a14617\">explotaci\u00f3n </div><div class=\"po0 fs38 cl2 l2196 t3602\" id=\"a14619\">2024 </div><div class=\"po0 fs38 cl2 l2197 t3602\" id=\"a14621\">2023 </div><div class=\"po0 fs38 cl2 l638 t3602\" id=\"a14623\">2024 </div><div class=\"po0 fs38 cl2 l996 t3602\" id=\"a14625\">2023 </div><div class=\"po0 fs38 cl2 l2198 t3602\" id=\"a14627\">2024 </div><div class=\"po0 fs38 cl2 l2199 t3602\" id=\"a14629\">2023 </div><div class=\"po0 fs38 cl2 l1923 t3602\" id=\"a14631\">2024 </div><div class=\"po0 fs38 cl2 l2200 t3602\" id=\"a14633\">2023 </div><div class=\"po0 fs38 cl2 l779 t3602\" id=\"a14635\">2024 </div><div class=\"po0 fs38 cl2 l2201 t3602\" id=\"a14637\">2023 </div><div class=\"po0 fs39 cl2 l556 t3603\" id=\"a14639\">Europa </div><div class=\"po0 fs39 cl2 l2202 t3603\" id=\"a14641\">260.524 </div><div class=\"po0 fs39 cl2 l2203 t3603\" id=\"a14643\">248.248 </div><div class=\"po0 fs39 cl2 l491 t3603\" id=\"a14645\">- </div><div class=\"po0 fs39 cl2 l978 t3603\" id=\"a14647\">75 </div><div class=\"po0 fs39 cl2 l950 t3603\" id=\"a14649\">57.650 </div><div class=\"po0 fs39 cl2 l1011 t3603\" id=\"a14651\">55.551 </div><div class=\"po0 fs39 cl2 l1537 t3603\" id=\"a14653\">53.904 </div><div class=\"po0 fs39 cl2 l2055 t3603\" id=\"a14655\">45.619 </div><div class=\"po0 fs39 cl2 l1249 t3603\" id=\"a14657\">372.078 </div><div class=\"po0 fs39 cl2 l2204 t3603\" id=\"a14659\">349.493 </div><div class=\"po0 fs38 cl2 l556 t2098\" id=\"a14661\">Espa\u00f1a </div><div class=\"po0 fs38 cl2 l2202 t2098\" id=\"a14663\">260.524 </div><div class=\"po0 fs38 cl2 l2203 t2098\" id=\"a14665\">248.248 </div><div class=\"po0 fs38 cl2 l491 t2098\" id=\"a14667\">- </div><div class=\"po0 fs38 cl2 l2205 t2098\" id=\"a14669\">- </div><div class=\"po0 fs38 cl2 l950 t2098\" id=\"a14671\">57.650 </div><div class=\"po0 fs38 cl2 l1011 t2098\" id=\"a14673\">55.551 </div><div class=\"po0 fs38 cl2 l1537 t2098\" id=\"a14675\">53.904 </div><div class=\"po0 fs38 cl2 l2055 t2098\" id=\"a14677\">45.611 </div><div class=\"po0 fs38 cl2 l1249 t2098\" id=\"a14679\">372.078 </div><div class=\"po0 fs38 cl2 l2204 t2098\" id=\"a14681\">349.410 </div><div class=\"po0 fs38 cl2 l556 t2431\" id=\"a14683\">Resto de Europa </div><div class=\"po0 fs38 cl2 l2206 t2431\" id=\"a14685\">- </div><div class=\"po0 fs38 cl2 l2207 t2431\" id=\"a14687\">- </div><div class=\"po0 fs38 cl2 l491 t2431\" id=\"a14689\">- </div><div class=\"po0 fs38 cl2 l978 t2431\" id=\"a14691\">75 </div><div class=\"po0 fs38 cl2 l840 t2431\" id=\"a14693\">- </div><div class=\"po0 fs38 cl2 l1693 t2431\" id=\"a14695\">- </div><div class=\"po0 fs38 cl2 l2208 t2431\" id=\"a14697\">- </div><div class=\"po0 fs38 cl2 l2209 t2431\" id=\"a14699\">8 </div><div class=\"po0 fs38 cl2 l2210 t2431\" id=\"a14701\">- </div><div class=\"po0 fs38 cl2 l2211 t2431\" id=\"a14703\">83 </div><div class=\"po0 fs39 cl2 l556 t3604\" id=\"a14705\">Am\u00e9rica </div><div class=\"po0 fs39 cl2 l2212 t3604\" id=\"a14707\">73.512 </div><div class=\"po0 fs39 cl2 l636 t3604\" id=\"a14709\">76.861 </div><div class=\"po0 fs39 cl2 l2213 t3604\" id=\"a14711\">458.460 </div><div class=\"po0 fs39 cl2 l2214 t3604\" id=\"a14713\">511.841 </div><div class=\"po0 fs39 cl2 l840 t3604\" id=\"a14715\">- </div><div class=\"po0 fs39 cl2 l1693 t3604\" id=\"a14717\">- </div><div class=\"po0 fs39 cl2 l1537 t3604\" id=\"a14719\">15.492 </div><div class=\"po0 fs39 cl2 l2215 t3604\" id=\"a14721\">9.215 </div><div class=\"po0 fs39 cl2 l1249 t3604\" id=\"a14723\">547.464 </div><div class=\"po0 fs39 cl2 l2204 t3604\" id=\"a14725\">597.917 </div><div class=\"po0 fs38 cl2 l556 t2910\" id=\"a14727\">Colombia </div><div class=\"po0 fs38 cl2 l2212 t2910\" id=\"a14729\">46.506 </div><div class=\"po0 fs38 cl2 l636 t2910\" id=\"a14731\">47.556 </div><div class=\"po0 fs38 cl2 l695 t2910\" id=\"a14733\">41.344 </div><div class=\"po0 fs38 cl2 l2216 t2910\" id=\"a14735\">34.553 </div><div class=\"po0 fs38 cl2 l840 t2910\" id=\"a14737\">- </div><div class=\"po0 fs38 cl2 l1693 t2910\" id=\"a14739\">- </div><div class=\"po0 fs38 cl2 l1540 t2910\" id=\"a14741\">2.005 </div><div class=\"po0 fs38 cl2 l2217 t2910\" id=\"a14743\">791 </div><div class=\"po0 fs38 cl2 l2218 t2910\" id=\"a14745\">89.855 </div><div class=\"po0 fs38 cl2 l1694 t2910\" id=\"a14747\">82.900 </div><div class=\"po0 fs38 cl2 l556 t3605\" id=\"a14749\">Brasil </div><div class=\"po0 fs38 cl2 l2206 t3605\" id=\"a14751\">- </div><div class=\"po0 fs38 cl2 l2207 t3605\" id=\"a14753\">- </div><div class=\"po0 fs38 cl2 l2213 t3605\" id=\"a14755\">176.465 </div><div class=\"po0 fs38 cl2 l2214 t3605\" id=\"a14757\">218.271 </div><div class=\"po0 fs38 cl2 l840 t3605\" id=\"a14759\">- </div><div class=\"po0 fs38 cl2 l1693 t3605\" id=\"a14761\">- </div><div class=\"po0 fs38 cl2 l1540 t3605\" id=\"a14763\">2.882 </div><div class=\"po0 fs38 cl2 l2215 t3605\" id=\"a14765\">1.196 </div><div class=\"po0 fs38 cl2 l1249 t3605\" id=\"a14767\">179.347 </div><div class=\"po0 fs38 cl2 l2204 t3605\" id=\"a14769\">219.467 </div><div class=\"po0 fs38 cl2 l556 t3606\" id=\"a14771\">M\u00e9xico </div><div class=\"po0 fs38 cl2 l2219 t3606\" id=\"a14773\">3.018 </div><div class=\"po0 fs38 cl2 l2220 t3606\" id=\"a14775\">2.441 </div><div class=\"po0 fs38 cl2 l695 t3606\" id=\"a14777\">98.041 </div><div class=\"po0 fs38 cl2 l2214 t3606\" id=\"a14779\">100.759 </div><div class=\"po0 fs38 cl2 l840 t3606\" id=\"a14781\">- </div><div class=\"po0 fs38 cl2 l1693 t3606\" id=\"a14783\">- </div><div class=\"po0 fs38 cl2 l1540 t3606\" id=\"a14785\">4.271 </div><div class=\"po0 fs38 cl2 l2217 t3606\" id=\"a14787\">755 </div><div class=\"po0 fs38 cl2 l1249 t3606\" id=\"a14789\">105.330 </div><div class=\"po0 fs38 cl2 l2204 t3606\" id=\"a14791\">103.955 </div><div class=\"po0 fs38 cl2 l556 t3607\" id=\"a14793\">Chile </div><div class=\"po0 fs38 cl2 l2212 t3607\" id=\"a14795\">20.875 </div><div class=\"po0 fs38 cl2 l636 t3607\" id=\"a14797\">22.327 </div><div class=\"po0 fs38 cl2 l695 t3607\" id=\"a14799\">16.689 </div><div class=\"po0 fs38 cl2 l2216 t3607\" id=\"a14801\">18.235 </div><div class=\"po0 fs38 cl2 l840 t3607\" id=\"a14803\">- </div><div class=\"po0 fs38 cl2 l1693 t3607\" id=\"a14805\">- </div><div class=\"po0 fs38 cl2 l1540 t3607\" id=\"a14807\">1.442 </div><div class=\"po0 fs38 cl2 l2217 t3607\" id=\"a14809\">756 </div><div class=\"po0 fs38 cl2 l2218 t3607\" id=\"a14811\">39.006 </div><div class=\"po0 fs38 cl2 l1694 t3607\" id=\"a14813\">41.318 </div><div class=\"po0 fs38 cl2 l556 t2362\" id=\"a14815\">Argentina </div><div class=\"po0 fs38 cl2 l2206 t2362\" id=\"a14817\">- </div><div class=\"po0 fs38 cl2 l2207 t2362\" id=\"a14819\">- </div><div class=\"po0 fs38 cl2 l695 t2362\" id=\"a14821\">21.071 </div><div class=\"po0 fs38 cl2 l2216 t2362\" id=\"a14823\">38.390 </div><div class=\"po0 fs38 cl2 l840 t2362\" id=\"a14825\">- </div><div class=\"po0 fs38 cl2 l1693 t2362\" id=\"a14827\">- </div><div class=\"po0 fs38 cl2 l2221 t2362\" id=\"a14829\">79 </div><div class=\"po0 fs38 cl2 l2217 t2362\" id=\"a14831\">153 </div><div class=\"po0 fs38 cl2 l2218 t2362\" id=\"a14833\">21.150 </div><div class=\"po0 fs38 cl2 l1694 t2362\" id=\"a14835\">38.543 </div><div class=\"po0 fs38 cl2 l556 t3608\" id=\"a14837\">Resto de Am\u00e9rica </div><div class=\"po0 fs38 cl2 l2219 t3608\" id=\"a14839\">3.113 </div><div class=\"po0 fs38 cl2 l2220 t3608\" id=\"a14841\">4.537 </div><div class=\"po0 fs38 cl2 l2213 t3608\" id=\"a14843\">104.850 </div><div class=\"po0 fs38 cl2 l2214 t3608\" id=\"a14845\">101.633 </div><div class=\"po0 fs38 cl2 l840 t3608\" id=\"a14847\">- </div><div class=\"po0 fs38 cl2 l1693 t3608\" id=\"a14849\">- </div><div class=\"po0 fs38 cl2 l1540 t3608\" id=\"a14851\">4.813 </div><div class=\"po0 fs38 cl2 l2215 t3608\" id=\"a14853\">5.564 </div><div class=\"po0 fs38 cl2 l1249 t3608\" id=\"a14855\">112.776 </div><div class=\"po0 fs38 cl2 l2204 t3608\" id=\"a14857\">111.734 </div><div class=\"po0 fs39 cl2 l556 t3609\" id=\"a14859\">Total </div><div class=\"po0 fs39 cl2 l2202 t3609\" id=\"a14861\">334.036 </div><div class=\"po0 fs39 cl2 l2203 t3609\" id=\"a14863\">325.109 </div><div class=\"po0 fs39 cl2 l2213 t3609\" id=\"a14865\">458.460 </div><div class=\"po0 fs39 cl2 l2214 t3609\" id=\"a14867\">511.916 </div><div class=\"po0 fs39 cl2 l950 t3609\" id=\"a14869\">57.650 </div><div class=\"po0 fs39 cl2 l1011 t3609\" id=\"a14871\">55.551 </div><div class=\"po0 fs39 cl2 l1537 t3609\" id=\"a14873\">69.396 </div><div class=\"po0 fs39 cl2 l2055 t3609\" id=\"a14875\">54.834 </div><div class=\"po0 fs39 cl2 l1249 t3609\" id=\"a14877\">919.542 </div><div class=\"po0 fs39 cl2 l2204 t3609\" id=\"a14879\">947.410 </div><div class=\"po0 fs14 cl2 l540 t3610\" id=\"a14883\">El cuadro siguiente muestra el desglose de los ingresos del Grupo por tipo de cliente (en miles </div><div class=\"po0 fs14 cl2 l540 t3611\" id=\"a14884\">de euros): </div><div class=\"po0 fs38 cl2 l835 t3612\" id=\"a14889\">2024 </div><div class=\"po0 fs38 cl2 l2222 t3612\" id=\"a14891\">2023 </div><div class=\"po0 fs38 cl2 l2223 t3613\" id=\"a14893\"><div class=\"d0 w15\">\u00a0</div></div><div class=\"po0 fs39 cl2 l2053 t3614\" id=\"a14897\">Venta de publicidad </div><div class=\"po0 fs39 cl2 l1339 t3614\" id=\"a14899\">334.036 </div><div class=\"po0 fs39 cl2 l578 t3614\" id=\"a14901\">325.109 </div><div class=\"po0 fs38 cl2 l2053 t3615\" id=\"a14903\">Digital </div><div class=\"po0 fs38 cl2 l2224 t3615\" id=\"a14905\">80.713 </div><div class=\"po0 fs38 cl2 l2217 t3615\" id=\"a14907\">80.871 </div><div class=\"po0 fs38 cl2 l2053 t3616\" id=\"a14909\">No digital </div><div class=\"po0 fs38 cl2 l1339 t3616\" id=\"a14911\">253.323 </div><div class=\"po0 fs38 cl2 l578 t3616\" id=\"a14913\">244.238 </div><div class=\"po0 fs39 cl2 l2053 t3617\" id=\"a14918\">Venta de educaci\u00f3n </div><div class=\"po0 fs39 cl2 l1339 t3617\" id=\"a14920\">458.460 </div><div class=\"po0 fs39 cl2 l578 t3617\" id=\"a14922\">511.916 </div><div class=\"po0 fs44 cl2 l2053 t3618\" id=\"a14924\">Privado </div><div class=\"po0 fs44 cl2 l1339 t3618\" id=\"a14926\">329.749 </div><div class=\"po0 fs44 cl2 l578 t3618\" id=\"a14928\">329.512 </div><div class=\"po0 fs38 cl2 l2225 t3619\" id=\"a14930\">Sistema de suscripci\u00f3n </div><div class=\"po0 fs38 cl2 l1339 t3619\" id=\"a14932\">225.688 </div><div class=\"po0 fs38 cl2 l578 t3619\" id=\"a14934\">209.305 </div><div class=\"po0 fs38 cl2 l2225 t3620\" id=\"a14936\">Did\u00e1ctico </div><div class=\"po0 fs38 cl2 l1339 t3620\" id=\"a14938\">104.061 </div><div class=\"po0 fs38 cl2 l578 t3620\" id=\"a14940\">120.207 </div><div class=\"po0 fs44 cl2 l2053 t3621\" id=\"a14942\">Brasil P\u00fablico </div><div class=\"po0 fs44 cl2 l1339 t3621\" id=\"a14944\">104.984 </div><div class=\"po0 fs44 cl2 l578 t3621\" id=\"a14946\">140.664 </div><div class=\"po0 fs44 cl2 l2053 t3622\" id=\"a14948\">Otros mercados </div><div class=\"po0 fs44 cl2 l2224 t3622\" id=\"a14950\">23.727 </div><div class=\"po0 fs44 cl2 l2217 t3622\" id=\"a14952\">41.740 </div><div class=\"po0 fs45 cl2 l2053 t3623\" id=\"a14954\"><div class=\"d0 w14\">\u00a0</div></div><div class=\"po0 fs39 cl2 l2053 t3624\" id=\"a14958\">Circulaci\u00f3n </div><div class=\"po0 fs39 cl2 l2224 t3624\" id=\"a14960\">57.650 </div><div class=\"po0 fs39 cl2 l2217 t3624\" id=\"a14962\">55.551 </div><div class=\"po0 fs38 cl2 l2053 t3625\" id=\"a14964\">Digital<div class=\"d0 w632\">\u00a0</div></div><div class=\"po0 fs38 cl2 l2224 t3625\" id=\"a14966\">22.305 </div><div class=\"po0 fs38 cl2 l2217 t3625\" id=\"a14968\">18.281 </div><div class=\"po0 fs38 cl2 l2053 t3626\" id=\"a14970\">No digital </div><div class=\"po0 fs38 cl2 l2224 t3626\" id=\"a14972\">35.345 </div><div class=\"po0 fs38 cl2 l2217 t3626\" id=\"a14974\">37.270 </div><div class=\"po0 fs45 cl2 l2053 t3627\" id=\"a14976\"><div class=\"d0 w14\">\u00a0</div></div><div class=\"po0 fs39 cl2 l2053 t3628\" id=\"a14980\">Otros </div><div class=\"po0 fs39 cl2 l2224 t3628\" id=\"a14982\">69.396 </div><div class=\"po0 fs39 cl2 l2217 t3628\" id=\"a14984\">54.834 </div><div class=\"po0 fs46 cl2 l2053 t3629\" id=\"a14986\"><div class=\"d0 w14\">\u00a0</div></div><div class=\"po0 fs39 cl2 l2053 t3630\" id=\"a14990\">Total </div><div class=\"po0 fs39 cl2 l1339 t3630\" id=\"a14992\">919.542 </div><div class=\"po0 fs39 cl2 l578 t3630\" id=\"a14994\">947.410 </div></div></div><div class=\"po1 w1190 h284 lh0\" id=\"TextBlockContainer2817\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1563 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1563 t759 bgc0\">\u00a0</div>\n<div class=\"w1142 po0 h12 l310 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1563 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2226 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1563 t3631 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l310 t3631 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2227 t3631 bgc0\">\u00a0</div>\n<div class=\"w1185 po0 h12 l2228 t3631 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t3631 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1563 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2227 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2226 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2141 t3632 bgc0\">\u00a0</div>\n<div class=\"w1186 po0 h12 l2142 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1563 t3632 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l310 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2227 t3632 bgc0\">\u00a0</div>\n<div class=\"w1185 po0 h12 l2228 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2140 t3369 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1563 t3369 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2227 t3369 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2226 t3369 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2140 t3633 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l1563 t3633 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2227 t3633 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2226 t3633 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h283 l2140 t3077 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h283 l1563 t3077 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h283 l2227 t3077 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h283 l2226 t3077 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2140 t3079 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3634 bgc0\">\u00a0</div>\n<div class=\"w1187 po0 h12 l2141 t3634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l1563 t3079 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1563 t3634 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l310 t3634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2227 t3079 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2227 t3634 bgc0\">\u00a0</div>\n<div class=\"w1185 po0 h12 l2228 t3634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2226 t3079 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t3634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t3634 bgc0\">\u00a0</div>\n<div class=\"po1 w1190 z0\" id=\"TextContainer2817\"><div class=\"po0 fs14 cl4 l451 t756\" id=\"a15006\">. </div><div class=\"po0 fs14 cl2 l451 t816\" id=\"a15008\">El detalle de los saldos de contratos del Grupo afectos a la NIIF 15 es el<div class=\"d0 w342\">\u00a0</div>siguiente: </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a15011\"><div class=\"d0 w1037\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1772 t3635\" id=\"a15015\">Miles de euros </div><div class=\"po0 fs38 cl2 l552 t3636\" id=\"a15018\">2024 </div><div class=\"po0 fs38 cl2 l569 t3636\" id=\"a15020\">2023 </div><div class=\"po0 fs38 cl2 l2146 t3637\" id=\"a15022\">Clientes por ventas y prestaci\u00f3n de servicios<div class=\"d0 w1188\">\u00a0</div>(</div><div class=\"po0 fs42 cl2 l851 t3445\" id=\"a15023\">v\u00e9ase nota 9b)</div><div class=\"po0 fs38 cl2 l755 t3637\" id=\"a15025\">289.678 </div><div class=\"po0 fs38 cl2 l2229 t3637\" id=\"a15027\">300.027 </div><div class=\"po0 fs38 cl2 l2146 t3638\" id=\"a15029\">Correcciones de valor por deterioro<div class=\"d0 w839\">\u00a0</div>(clientes por ventas y </div><div class=\"po0 fs38 cl2 l2146 t3639\" id=\"a15030\">prestaci\u00f3n de servicios) </div><div class=\"po0 fs42 cl2 l2230 t3640\" id=\"a15031\">(v\u00e9ase nota 9b)</div><div class=\"po0 fs38 cl2 l571 t3641\" id=\"a15033\">(45.048) </div><div class=\"po0 fs38 cl2 l2231 t3641\" id=\"a15035\">(48.022) </div><div class=\"po0 fs38 cl2 l2146 t3642\" id=\"a15037\">Otros pasivos corrientes \u2013 obligaciones<div class=\"d0 w1071\">\u00a0</div>pendientes de satisfacer </div><div class=\"po0 fs42 cl2 l2146 t3643\" id=\"a15042\"><div class=\"d0 w1189\">\u00a0</div>(v\u00e9ase nota 9e)</div><div class=\"po0 fs38 cl2 l571 t3644\" id=\"a15045\">(44.052) </div><div class=\"po0 fs38 cl2 l2231 t3644\" id=\"a15047\">(46.888) </div><div class=\"po0 fs38 cl2 l2146 t3645\" id=\"a15049\">Provisi\u00f3n por devoluciones </div><div class=\"po0 fs38 cl2 l571 t2401\" id=\"a15052\">(10.019) </div><div class=\"po0 fs38 cl2 l1277 t2401\" id=\"a15054\">(9.869) </div><div class=\"po0 fs14 cl4 l451 t3646\" id=\"a15058\">.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfRevenueFromContractsWithCustomersExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2137 t3503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2140 t3504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2135 t3504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2138 t3504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2137 t3504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3505 bgc0\">\u00a0</div>\n<div class=\"w994 po0 h12 l2141 t3505 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2135 t3505 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2136 t3505 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2138 t3505 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2139 t3505 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2137 t3505 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2140 t3506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2135 t3506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2138 t3506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2137 t3506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3507 bgc0\">\u00a0</div>\n<div class=\"w994 po0 h12 l2141 t3507 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2135 t3507 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2136 t3507 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2138 t3507 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2139 t3507 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2137 t3507 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2140 t3508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2135 t3508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2138 t3508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2137 t3508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2140 t3509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2135 t3509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2138 t3509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2137 t3509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3510 bgc0\">\u00a0</div>\n<div class=\"w994 po0 h12 l2141 t3510 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2135 t3510 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2136 t3510 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2138 t3510 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2139 t3510 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2137 t3510 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2140 t3511 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2135 t3511 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2138 t3511 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2137 t3511 bgc0\">\u00a0</div>\n<div class=\"w1166 po0 h143 l2141 t3512 bgc3\">\u00a0</div>\n<div class=\"w1167 po0 h33 l1936 t3513 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h143 l2143 t3512 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l2144 t3513 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h143 l2145 t3512 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l1573 t3513 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3514 bgc0\">\u00a0</div>\n<div class=\"w994 po0 h12 l2141 t3514 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2135 t3514 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2136 t3514 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2138 t3514 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2139 t3514 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2137 t3514 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2140 t3512 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3515 bgc0\">\u00a0</div>\n<div class=\"w994 po0 h12 l2141 t3515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2135 t3512 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2135 t3515 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2136 t3515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2138 t3512 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2138 t3515 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2139 t3515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2137 t3512 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2137 t3515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2137 t3515 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2790\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a14372\">(13)<div class=\"d0 w391\">\u00a0</div>INGRESOS DE EXPLOTACI\u00d3N </div><div class=\"po0 fs14 cl2 l451 t3516\" id=\"a14376\">El detalle de los ingresos del Grupo por sus principales l\u00edneas de actividad<div class=\"d0 w325\">\u00a0</div>es el siguiente: </div><div class=\"po0 fs38 cl2 l1497 t3517\" id=\"a14380\">Miles de euros </div><div class=\"po0 fs38 cl2 l774 t3518\" id=\"a14382\">2024 </div><div class=\"po0 fs38 cl2 l1945 t3518\" id=\"a14384\">2023 </div><div class=\"po0 fs38 cl2 l2146 t3519\" id=\"a14386\">Ventas de publicidad </div><div class=\"po0 fs38 cl2 l2147 t3519\" id=\"a14389\">334.036 </div><div class=\"po0 fs38 cl2 l2117 t3519\" id=\"a14391\">325.109 </div><div class=\"po0 fs38 cl2 l2146 t3520\" id=\"a14393\">Ventas de educaci\u00f3n </div><div class=\"po0 fs38 cl2 l2147 t3520\" id=\"a14395\">458.460 </div><div class=\"po0 fs38 cl2 l2117 t3520\" id=\"a14397\">511.916 </div><div class=\"po0 fs38 cl2 l2146 t3521\" id=\"a14399\">Circulaci\u00f3n </div><div class=\"po0 fs38 cl2 l1014 t3521\" id=\"a14401\">57.650 </div><div class=\"po0 fs38 cl2 l666 t3521\" id=\"a14403\">55.551 </div><div class=\"po0 fs38 cl2 l2146 t3522\" id=\"a14405\">Ventas de productos promocionales<div class=\"d0 w1081\">\u00a0</div>y colecciones </div><div class=\"po0 fs38 cl2 l1447 t3522\" id=\"a14407\">180 </div><div class=\"po0 fs38 cl2 l2148 t3522\" id=\"a14409\">1.410 </div><div class=\"po0 fs38 cl2 l2146 t3523\" id=\"a14411\">Venta de derechos audiovisuales y<div class=\"d0 w1063\">\u00a0</div>programas </div><div class=\"po0 fs38 cl2 l2149 t3523\" id=\"a14413\">7.769 </div><div class=\"po0 fs38 cl2 l666 t3523\" id=\"a14415\">10.657 </div><div class=\"po0 fs38 cl2 l2146 t3524\" id=\"a14417\">Prestaci\u00f3n de servicios de intermediaci\u00f3n </div><div class=\"po0 fs38 cl2 l2149 t3524\" id=\"a14420\">8.636 </div><div class=\"po0 fs38 cl2 l2148 t3524\" id=\"a14422\">9.770 </div><div class=\"po0 fs38 cl2 l2146 t3525\" id=\"a14424\">Otros servicios </div><div class=\"po0 fs38 cl2 l1014 t3525\" id=\"a14426\">13.880 </div><div class=\"po0 fs38 cl2 l666 t3525\" id=\"a14428\">15.027 </div><div class=\"po0 fs39 cl2 l2150 t3355\" id=\"a14430\">Importe neto de la cifra de negocios </div><div class=\"po0 fs39 cl2 l2147 t3355\" id=\"a14432\">880.611 </div><div class=\"po0 fs39 cl2 l2117 t3355\" id=\"a14434\">929.440 </div><div class=\"po0 fs38 cl2 l2146 t3526\" id=\"a14436\">Ingresos procedentes del inmovilizado </div><div class=\"po0 fs38 cl2 l2149 t3526\" id=\"a14438\">5.082 </div><div class=\"po0 fs38 cl2 l2148 t3526\" id=\"a14440\">1.761 </div><div class=\"po0 fs38 cl2 l2146 t3527\" id=\"a14442\">Otros ingresos </div><div class=\"po0 fs38 cl2 l1014 t3527\" id=\"a14444\">33.849 </div><div class=\"po0 fs38 cl2 l666 t3527\" id=\"a14446\">16.209 </div><div class=\"po0 fs39 cl2 l2150 t3528\" id=\"a14448\">Otros ingresos </div><div class=\"po0 fs39 cl2 l1014 t3528\" id=\"a14450\">38.931 </div><div class=\"po0 fs39 cl2 l666 t3528\" id=\"a14452\">17.970 </div><div class=\"po0 fs39 cl2 l2150 t3529\" id=\"a14454\">Total ingresos de explotaci\u00f3n </div><div class=\"po0 fs39 cl2 l2147 t3529\" id=\"a14457\">919.542 </div><div class=\"po0 fs39 cl2 l2117 t3529\" id=\"a14459\">947.410 </div><div class=\"po0 fs14 cl2 l451 t3530\" id=\"a14463\">Las<div class=\"d0 w233\">\u00a0</div>operaciones<div class=\"d0 w20\">\u00a0</div>m\u00e1s<div class=\"d0 w164\">\u00a0</div>significativas<div class=\"d0 w395\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>intercambio se<div class=\"d0 w272\">\u00a0</div>producen<div class=\"d0 w31\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l2151 t3531\" id=\"a14464\">Ventas<div class=\"d0 w264\">\u00a0</div>de </div><div class=\"po0 fs26 cl2 l451 t3532\" id=\"a14465\">publicidad</div><div class=\"po0 fs14 cl2 l781 t3533\" id=\"a14466\">\u201d en el segmento Media, cuyos intercambios con terceros han ascendido<div class=\"d0 w406\">\u00a0</div>a 2.282 miles </div><div class=\"po0 fs14 cl2 l451 t3534\" id=\"a14472\">de euros en el ejercicio 2024 (2.653 miles de euros en el ejercicio<div class=\"d0 w423\">\u00a0</div>2023). </div></div></div></div></div><div class=\"po1 w1171 h277 lh0\" id=\"TextBlockContainer2801\"><div class=\"po0 l342 t756 f0\" id=\"div_2798_XBRL_TS_6f896cb967d34c1b8b153cc7be945d56_1\"><div class=\"po1 w1171 h277 lh0\" id=\"TextBlockContainer2799\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZkvN8bvxFt5K/5AdCk+g4TnQ5z8ALYEBqL9c+AHM3jgBG4mdpBR/LBb+VtqSwcwUzmCTHMXjQlEXNecYRFgXnPd4JR/nCIhB7+KODG1yRKTF1oH8UDLqLze9nz3ACbCDV1cZBkgEnAJjDo71Db2fYlpCwxZYXe9rZ8YoH8+BBwH16wNCMBMqL5LDWlDF8mqz4loMUPO6i3/d5RBn1JeZj+sV7+QFp234FNPADznTe48Dw7lgFTfby4glgEy06xpIiBcNzB3Vr1viJ/+obrGSPEOeiDAHbEEwA2qwQRnHFvuEfcobhPP1lwQ2hrflurWoyXEo6mAexxfkmABtgyr89rdi7Tui1Qn49qvn8g03sk5scL8gI169UrRTR1Q/lowAncALspYLcq6mgBe7lxWxzAXhKwGyX5mRIgeZnc/AQvgzY6n1v11RvxXQhw659rUjROvI0FcPPi/dDeDIgAtga/a+0tDbaIegM4OF6YmB7U4LU++KMB7Pl6Am4ECUBzzY3PLU3omlv10J9rboCN9kZTAWw0EtoZjR1g5W2mAewjgQxTFDMUIeFuhAQEC1lYHUcVGMxoYZ96E3MNPngE1JgKE9Bce0fgLxaHNF0z+1tPHz1wgPMeNV6SCLhPjrK3sxKNRnvzZlOlABvLAM3uwFZKPdHaVCYvMBMAXFtfV5nr3hZM51m8Q8BGaxN4Y9YBYN+4IfPe30gTC2mwnELIXtP9WfdVdAQSaTugxprh+Xmm0egzZhgANfeSp8i4T2Fx1eIe+S2K+xT37L3T1fvc34QIfqO5hW1/e0lFg5Tf3brZrNrHKw37aGXFPlKnf7R20262btlK5ZaVcrdsNLltneFdO+zfs93OPXvVvmsv4M4d2+3dtePRPetOP5Cz8aHVK/dtvfGRrdQ+EKBvCdDX5O+vubYfSJAwZw7zxBmr21ge8hUX6QqIG+kmGqlr2WAIoI3liuC/Aih3Y53iGr9O11xo55QGv07k55SOJ1Z+RJGJBDOg3WeelRvX6QoXGkSisSQI1KH54oWGq7Icqu5zM5WEObwvoPjCDgSV/Foe0sA09SAS9fY2EmlnDlr6NPNT6WH8ViwAgn7MJxNUZOntAQFACT8CXuT9avu5vXjJDwU8tKdPH/gqNB79ZFksK9GYpmLqCz8ZwGF+I3R4xRIaG3+daDxWCMKVep6d8agskXWWm9Y8QMfTX7fv3LNb8t+db96Vf3/PZyWYsSC9dedD8Qc+a8H5mPAIJ4KRk9FEFgrvl8Nfx7LgJY8nLtSufkR9c/pewU0zZ8y4U8rYK6kWy+WC3WqU7GcrVfvl2pL9enPD/kGa5f7qLduq37J68bblpnesO7orrf6BbXc+sOfnH9jjs+CX3Q9tb/ChnU7u26TwkbTRx7be/JnAfc+a5ZtWK8j3yi17ZL47KcnEZ9FLznqqyEAV8ufFs8p5wr8roQyMgNTBiimNGxAPbTDwxg6AAFsCnFfCeyjR3PalusX+qG8ccEzPmet8vF3CFkAbazBGME9l0Wi/jHP5fTDe9a0BL83lbxmVkAXglUrdr+GnfXjnOau2wnxmDTfvMh9l7Utt1E1V33qbKDOVR5tn8/loQIFCeeJLs9ab97ZjOvP02+7eS3spLf7sxSMH9JPHn0vD8yTYA3+pooNb5/HMO+WXyiWf2mOaz380QBYKGpTyPVh23hafq1wJIrlitBWQYsEAXAe0z0SkB1gu1rrDBDt58wtWj1sgEiSlYkXtMmnxvgTHmSyDAwmmbY8PoNldoM3fxstf3it9r+BOFENQpHbmc1NWmPoL/W80ytLcVfsF4N5YF7hvCtw3Z+A2u2M9gfuwd8/B/aJ9z56cBb+UJt8H3OMPZdp/ZLXKRwL3xw7ulsBdL8j3ygvcMul7LGyZ5AXyvIO7rwqxYi70CoN9VsPvTAGwpIU16DMA0HiKcVCjSTVCpq7hdIgqzAYB6dyASFXzdG6/KKqtfQnUGfOdQ4DLwS1wpYg3AzM1l3oRWAPc+Jus9+YxzPSyAs4nTuDLWuVi7Gy/dP8azcvbUX2VmYNbnMUxkuaetVENBOiA29/JJnCjUVlgArgxnx3cRxm4twF3aG8enHkscPNwyPPnj+MlDQQnpblHE2luuS2sGPOXPar+gA/NSnm8Q67dDnAPhrEKkgdesFJYEJM0900Be7a2ILEAfxONrnNYZ4BVQ4yk0SDmUPE29ruAW4Lv8NCfrjuRsEprCy7u0uX79b7p+/e5vX3RSP5r+OkfphzBtXjJIDKH1WxMm7nZzqCT6d7A16uUrS5fpiVfb5kpHPmiy9WKbTWqtlmHa7Zeq9pqpWpNdfzpIG8H3ZxM+IkEwti222Ntj+2kN5KJP7FhNsgZ/ggZlrN7rRIwrogAFD8KgKk2e1ChEO/qYlChLYheY/JhUuK/MXCiCm+oxxv2c64vw5TZC/r9HWcaYJjMRLeJIMNoHparUiZlYYr70kv1JdcldyCCa7x9Rf2SveETM3dV5rrPr3v0O/xa5trxR1kl5qu0BCjOJU/yvs2S1Vt3XKvSNsxhgmrMHcfDHWNZB/FKZt6kin/rL0D0wFsE33hxoz/QoWMRlFuW8ElvTbnmmvf27dDAuBQt+cnMONAe6oRA4TfD/O2om/G65A8++JmvukNjU0+EW3pIhPoTFMNd4ccaCGLiUlBfUvoIv5qgGSY6727Db6dfiJvQt2xzXtyruF9XOKzeRd9vQG2+TYDagT1LabRA7lthqteK8FQglWav5m2tXsjeRFqwjUZBgFaqfde073ZLPrvMel41vFwu6jq0h0B9PrZHpwP79Ghgj5U+gU8GMu1HsgJkHmoQAuyCqlDhRYfacGDz+Y53Yf565nGZ/2QXIOAVxAxUwMbAn4F7YzMGfxaJvtxrIn2NfOFQuakY0giGoYULMQB1HgOQuWuAQODOV8BJoPBebwJAvDOMc3gxYOQv1oB0P1rAYL7bV4VRX4Fvk/edy6piXpwBTJ7UmcdBCbr5oBdQY7UW89Qr/hth/Agg1/KmE6wD3o0OYFhlxrkJFAAV4YGgI2qND+3R6/UIcrEiz1ngpN94igyz+c7dWIKLtiXyTd/Sx/Q3mpo6IVRuZK90ZnEQwoB+4HzWhlMfd5u8E6JfITaJKaTYAcD3XxNV+3wqbXVNdZFW92W5GzOQE9gLNywR4yrbfL90lT++/01JAzL+0jcRrWUrWC6hM6by2WAi7SvuT+xEzvGxbOgTcUcH0bpDmbX82L2/uFACgB8FqGiMyoW3kvhzgfqz44HSvnWlqQdyrgfKfEsC4t5y0T5YKtkdMT8qcKvJDxTwaCpCBmviu98FwAYzdcLqL0xYf9OKz98yxXPkg5BBhzbCTIx3lfNTsfH88DwhdBK5C/EaobkT+5rno307zh7iSL8mioYCQDA+Z2gffuM7prX8LihNPzMcgaL4PS6CXnRL0nLM6fqcuUDLKje/Jq3llmkKMzPg7RKTRqQ8tLC/+IBlqrOlqh1/CQUWTjDTevFWFWdpeFybiCkQAGS+nWh/3QUiQgO/27Us7scknpU/UB/4k2pyAQA57aUNMV1GVHzT84t4QQbG+duv/qDHqRPPiXMvmV5Lv01GBJ7+IE/MfYRQCKotz+9CIOv/94Bu3b+r/PH9v4O8o+iqS72nb2l/GmBmXYG3K0CSngvcZ0PzlH2jDNzk0pSqh2vSvvFzvvL1lAGg/kxM2tc17mfqmi1p/A+WS863BGz/kQGZCMsSEh7xVa5XBW6IQYmJnDiWn8ZrcvFnGRA1pqSkwVg3zRw3A3Se5oENRS9dJrRK8m0BDPmziopByZQNc8GAGJMVEKRy0hSb5+H/4znvmFaTP8kKL8AqwUTemK34s2jzldWY30XD89goZfnqMJULsDDvASDLRmkfwTkXDpWaa0JMf6wa/xFDAZkHOAB0MM9hD7z/ADfWiLsNAByrQgIl8pJ14WVEH3Lv/BoJOfqb59URVLSFttIHTC9i8rsrIPOf/LyXPfXNGcUm8YPIj+WoBAPb8uHjIZSu+/xodPJPQoaU/ObBDb1vgP9w4J6ji+F5AfWZ9hD74haBcaB0IFeyp21Z1L6fKDNghfDJYbS1nyvua+A8lgn+5KTvpjj5ctswwfmR/FutsrR1/M52aH6WxoY5T+dfxQ0IbFPPWBQSPPBB5sDRAGagoaXhmRYVs3Dk7yWA5/0nngFE5eBvukZ3X5FIcWgZygptFX52IqpNXfnxA1Iiv77eWgOaRvn56u/wNwNQDGpA6m1EkFA2gBXz2uJYiFNxEGACu6Xg9xEQBhCdVVd/ZXJKxfSfCy1x3JcATAJq6kNfD6A2cQrnpn5nfp65fh78oL2xViD7zTMJBjjyDX7brY9pvHjrigtL3Uf/wUK1O/pRrHyjf7EoYp6bNwVBaUyl9H3RjwLcbyKHNgNU2/66WPbpH5oYLAvf/j0GsV+iTk2aNmdtmd2JX50NbPtcLJVfzE/910HgNTn0m3V+mbPsvyDCPt5BXhLT8d75V3ADUv2irqFR4TRYiSL7/LCbmQGwBLZvNwAu+iTKyJ6wUsf5RwfJlwUwqRwfzH5FVl6WRD3jGvIBgKQpD07k+tD8sQw2tS2uydqr9GIqMNqZpuqinCgjsf7pT/lk6Wx/Vv+oYFwbJnrUI+XtqT46O8srBEjqC8pNnPqANKoT+b6Noi6pXcqPetInDExd6j2pjJLvHtYQ4I7rU5tT+r5I9fwxgztLRclchy62oDgvKDqVPm7L/E7gPuwM7ag7VDoyueP+65vwkhxzfo6XHwEk+OaRcrH/5rbYO/+KbkC6sUGXW/A2uqqbf7nsNzcpztG/dO43KppBTkpfRXpBF4VeasfF7vnNr1C6It3/oMtXJE0IXW7TpS/fKK/Xr/l64vqUR6TU4fW+jnwj7/lj9MlV3d+3EeC+sMN+RJSafdE1b6Kv9KTv4vySfG5Z2NaUy7pezdtNbXy4UrJ7/B4YvwUmbc1vf7WksSvS1IBawt8vljz2nN+Q+0+CGGSv84yyPvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w1171 z0\" id=\"TextContainer2799\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a14487\">Dentro<div class=\"d0 w684\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>ingresos<div class=\"d0 w437\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>explotaci\u00f3n<div class=\"d0 w487\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>Grupo<div class=\"d0 w494\">\u00a0</div>hay<div class=\"d0 w715\">\u00a0</div>obligaciones<div class=\"d0 w271\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>desempe\u00f1o<div class=\"d0 w549\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a14488\">satisfacen a lo<div class=\"d0 w396\">\u00a0</div>largo del tiempo,<div class=\"d0 w26\">\u00a0</div>correspondiendo, principalmente, a la prestaci\u00f3n<div class=\"d0 w38\">\u00a0</div>de servicios </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a14489\">educativos asociados a los sistemas de ense\u00f1anza de Santillana por importe de 31.946 miles de </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a14491\">euros en el ejercicio 2024. </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a14494\">En<div class=\"d0 w237\">\u00a0</div>2024,<div class=\"d0 w111\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w293\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1089 t3536\" id=\"a14495\">Ingresos<div class=\"d0 w366\">\u00a0</div>procedentes<div class=\"d0 w484\">\u00a0</div>del<div class=\"d0 w248\">\u00a0</div>inmovilizado</div><div class=\"po0 fs14 cl2 l852 t819\" id=\"a14496\"><div class=\"d0 w237\">\u00a0</div>\u201cincluye,<div class=\"d0 w8\">\u00a0</div>fundamentalmente,<div class=\"d0 w543\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a14498\">resultado<div class=\"d0 w421\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>operaci\u00f3n<div class=\"d0 w200\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>venta<div class=\"d0 w8\">\u00a0</div>con<div class=\"d0 w283\">\u00a0</div>arrendamiento<div class=\"d0 w58\">\u00a0</div>posterior<div class=\"d0 w167\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>almac\u00e9n<div class=\"d0 w486\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>M\u00e9xico, </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a14499\">perteneciente a<div class=\"d0 w125\">\u00a0</div>Editorial Santillana,<div class=\"d0 w267\">\u00a0</div>S.A. de C.V.,<div class=\"d0 w803\">\u00a0</div>por importe de<div class=\"d0 w413\">\u00a0</div>3.492 miles<div class=\"d0 w561\">\u00a0</div>de euros,<div class=\"d0 w402\">\u00a0</div>calculado </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a14503\">conforme a la NIIF 16, y que supuso una entrada de caja en 2024 de<div class=\"d0 w50\">\u00a0</div>6.477 miles de euros.<div class=\"d0 w602\">\u00a0</div>Esto </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a14506\">ha supuesto la baja de un activo por un saldo neto de amortizaci\u00f3n acumulada por importe de </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a14507\">3.110<div class=\"d0 w111\">\u00a0</div>miles<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros<div class=\"d0 w484\">\u00a0</div>(principalmente terrenos<div class=\"d0 w226\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>construcciones),<div class=\"d0 w58\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>estaba<div class=\"d0 w228\">\u00a0</div>registrado<div class=\"d0 w26\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a14509\">ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l2152 t3537\" id=\"a14510\">\u201cActivo no corriente mantenido para la venta\u201d </div><div class=\"po0 fs14 cl2 l1690 t825\" id=\"a14511\">del balance de situaci\u00f3n consolidado hasta </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a14512\">el momento de su<div class=\"d0 w368\">\u00a0</div>venta (adicionalmente, se ha<div class=\"d0 w34\">\u00a0</div>reconocido un activo por derecho<div class=\"d0 w286\">\u00a0</div>de uso y un </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a14516\">pasivo<div class=\"d0 w487\">\u00a0</div>financiero<div class=\"d0 w379\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>arrendamiento,<div class=\"d0 w470\">\u00a0</div>asociado<div class=\"d0 w249\">\u00a0</div>al<div class=\"d0 w272\">\u00a0</div>contrato<div class=\"d0 w277\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>arrendamiento<div class=\"d0 w289\">\u00a0</div>posterior<div class=\"d0 w271\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a14517\">citado<div class=\"d0 w468\">\u00a0</div>almac\u00e9n).<div class=\"d0 w633\">\u00a0</div>Asimismo,<div class=\"d0 w162\">\u00a0</div>este<div class=\"d0 w377\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w291\">\u00a0</div>recoge<div class=\"d0 w5\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>resultado<div class=\"d0 w468\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>otros<div class=\"d0 w382\">\u00a0</div>activos<div class=\"d0 w222\">\u00a0</div>(\u201cterrenos<div class=\"d0 w287\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t1057\" id=\"a14522\">construcciones\u201d) vendidos durante el presente ejercicio<div class=\"d0 w325\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l2153 t1058\" id=\"a14523\">v\u00e9ase nota 5</div><div class=\"po0 fs14 cl2 l2149 t1057\" id=\"a14524\">). </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a14527\">En<div class=\"d0 w32\">\u00a0</div>2024, el<div class=\"d0 w223\">\u00a0</div>ep\u00edgrafe de </div><div class=\"po0 fs26 cl2 l2154 t3538\" id=\"a14528\">\u201cOtros ingresos\u201d </div><div class=\"po0 fs14 cl2 l574 t1061\" id=\"a14529\">incluye el<div class=\"d0 w344\">\u00a0</div>ingreso derivado<div class=\"d0 w345\">\u00a0</div>del laudo<div class=\"d0 w165\">\u00a0</div>dictado<div class=\"d0 w303\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>el<div class=\"d0 w439\">\u00a0</div></div><div class=\"po0 fs26 cl2 l340 t3539\" id=\"a14530\">Centro<div class=\"d0 w208\">\u00a0</div>de<div class=\"d0 w553\">\u00a0</div>Arbitragem<div class=\"d0 w441\">\u00a0</div>Comercial<div class=\"d0 w407\">\u00a0</div>da<div class=\"d0 w407\">\u00a0</div>C\u00e2mara<div class=\"d0 w428\">\u00a0</div>do<div class=\"d0 w509\">\u00a0</div>Com\u00e9rcio<div class=\"d0 w831\">\u00a0</div>e<div class=\"d0 w151\">\u00a0</div>Ind\u00fastria<div class=\"d0 w244\">\u00a0</div>Portuguesa<div class=\"d0 w565\">\u00a0</div>(\u201cTribunal<div class=\"d0 w544\">\u00a0</div>de </div><div class=\"po0 fs26 cl2 l340 t3540\" id=\"a14532\">Arbitraje\u201d)</div><div class=\"po0 fs14 cl2 l2155 t3541\" id=\"a14533\"><div class=\"d0 w613\">\u00a0</div>el 22 de febrero de 2024 a favor<div class=\"d0 w516\">\u00a0</div>de la Sociedad, el cual declara que<div class=\"d0 w561\">\u00a0</div>Cofina incumpli\u00f3 </div><div class=\"po0 fs14 cl2 l340 t2268\" id=\"a14535\">sus<div class=\"d0 w245\">\u00a0</div>obligaciones<div class=\"d0 w246\">\u00a0</div>derivadas<div class=\"d0 w18\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>contrato<div class=\"d0 w9\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>compraventa de<div class=\"d0 w379\">\u00a0</div>acciones<div class=\"d0 w395\">\u00a0</div>suscrito<div class=\"d0 w8\">\u00a0</div>entre<div class=\"d0 w34\">\u00a0</div>PRISA<div class=\"d0 w366\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t2269\" id=\"a14536\">Cofina en septiembre de 2019 relativo a la venta de<div class=\"d0 w561\">\u00a0</div>la totalidad de las acciones de Vertix SGPS, </div><div class=\"po0 fs14 cl2 l340 t3542\" id=\"a14538\">S.A.<div class=\"d0 w17\">\u00a0</div>(propietario de<div class=\"d0 w395\">\u00a0</div>Media Capital)<div class=\"d0 w361\">\u00a0</div>y que,<div class=\"d0 w287\">\u00a0</div>por tanto,<div class=\"d0 w229\">\u00a0</div>dicho contrato<div class=\"d0 w361\">\u00a0</div>qued\u00f3 resuelto<div class=\"d0 w486\">\u00a0</div>de pleno </div><div class=\"po0 fs14 cl2 l340 t3543\" id=\"a14539\">derecho el<div class=\"d0 w161\">\u00a0</div>11 de<div class=\"d0 w391\">\u00a0</div>marzo de<div class=\"d0 w175\">\u00a0</div>2020. Es<div class=\"d0 w233\">\u00a0</div>en esta<div class=\"d0 w224\">\u00a0</div>fecha cuando<div class=\"d0 w248\">\u00a0</div>Cofina renunci\u00f3<div class=\"d0 w164\">\u00a0</div>voluntariamente a </div><div class=\"po0 fs14 cl2 l340 t3544\" id=\"a14542\">continuar con<div class=\"d0 w234\">\u00a0</div>la ampliaci\u00f3n de<div class=\"d0 w345\">\u00a0</div>capital aprobada por<div class=\"d0 w56\">\u00a0</div>sus accionistas<div class=\"d0 w23\">\u00a0</div>con fecha 29<div class=\"d0 w247\">\u00a0</div>de enero<div class=\"d0 w236\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3545\" id=\"a14545\">2020 para financiar parte del precio de la compraventa, incumpliendo<div class=\"d0 w125\">\u00a0</div>con ello lo previsto en el </div><div class=\"po0 fs14 cl2 l340 t3546\" id=\"a14546\">contrato<div class=\"d0 w400\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>compraventa<div class=\"d0 w544\">\u00a0</div>(tal<div class=\"d0 w438\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>como<div class=\"d0 w212\">\u00a0</div>ha<div class=\"d0 w195\">\u00a0</div>ratificado<div class=\"d0 w552\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>citado<div class=\"d0 w263\">\u00a0</div>laudo),<div class=\"d0 w1023\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>produci\u00e9ndose<div class=\"d0 w209\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3547\" id=\"a14547\">terminaci\u00f3n<div class=\"d0 w1168\">\u00a0</div>del mismo. </div><div class=\"po0 fs14 cl2 l340 t3548\" id=\"a14551\">Conforme<div class=\"d0 w367\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>laudo<div class=\"d0 w165\">\u00a0</div>dictado,<div class=\"d0 w286\">\u00a0</div>PRISA<div class=\"d0 w345\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>tenido<div class=\"d0 w235\">\u00a0</div>derecho<div class=\"d0 w286\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>percibir<div class=\"d0 w200\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>anticipo<div class=\"d0 w245\">\u00a0</div>depositado<div class=\"d0 w31\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t3549\" id=\"a14552\">Cofina en<div class=\"d0 w98\">\u00a0</div>una cuenta<div class=\"d0 w230\">\u00a0</div>escrow (como<div class=\"d0 w49\">\u00a0</div>garant\u00eda de<div class=\"d0 w174\">\u00a0</div>la operaci\u00f3n<div class=\"d0 w129\">\u00a0</div>y anticipo<div class=\"d0 w229\">\u00a0</div>del precio<div class=\"d0 w171\">\u00a0</div>acordado) </div><div class=\"po0 fs14 cl2 l340 t3550\" id=\"a14553\">por importe de 10.000 miles de euros, obligando a Cofina a<div class=\"d0 w140\">\u00a0</div>tomar todas las acciones necesarias </div><div class=\"po0 fs14 cl2 l340 t3551\" id=\"a14555\">para que<div class=\"d0 w383\">\u00a0</div>dicha cantidad pasara<div class=\"d0 w171\">\u00a0</div>a estar<div class=\"d0 w22\">\u00a0</div>disponible para la<div class=\"d0 w230\">\u00a0</div>Sociedad. Con fecha<div class=\"d0 w383\">\u00a0</div>1 de marzo<div class=\"d0 w421\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3552\" id=\"a14558\">2024 fue transferido el importe<div class=\"d0 w295\">\u00a0</div>depositado en la citada cuenta escrow a<div class=\"d0 w49\">\u00a0</div>otra cuenta bancaria a </div><div class=\"po0 fs14 cl2 l340 t3553\" id=\"a14559\">nombre de la Sociedad, estando por tanto disponible.<div class=\"d0 w1169\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1938\" id=\"a14563\">Lo anterior ha tenido<div class=\"d0 w411\">\u00a0</div>un impacto<div class=\"d0 w342\">\u00a0</div>positivo en la cuenta<div class=\"d0 w354\">\u00a0</div>de resultados<div class=\"d0 w532\">\u00a0</div>consolidada del Grupo<div class=\"d0 w331\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t3554\" id=\"a14564\">ejercicio 2024 de 10.000 miles<div class=\"d0 w58\">\u00a0</div>de euros (dando de baja el<div class=\"d0 w418\">\u00a0</div>pasivo registrado en \u201c</div><div class=\"po0 fs26 cl2 l647 t3555\" id=\"a14567\">Otras deudas no </div><div class=\"po0 fs26 cl2 l340 t3556\" id=\"a14568\">comerciales</div><div class=\"po0 fs14 cl2 l2156 t3557\" id=\"a14569\">\u201d </div><div class=\"po0 fs26 cl2 l2157 t3556\" id=\"a14570\">(v\u00e9ase nota 9d)</div><div class=\"po0 fs14 cl2 l2158 t3557\" id=\"a14571\">) minorado por los costes del arbitraje y otros<div class=\"d0 w392\">\u00a0</div>an\u00e1logos, en la medida </div><div class=\"po0 fs14 cl2 l340 t3558\" id=\"a14572\">en que, a<div class=\"d0 w39\">\u00a0</div>ra\u00edz de dicha resoluci\u00f3n, y<div class=\"d0 w296\">\u00a0</div>no antes, la realizaci\u00f3n del<div class=\"d0 w56\">\u00a0</div>ingreso ha sido pr\u00e1cticamente </div><div class=\"po0 fs14 cl2 l340 t3559\" id=\"a14573\">cierta,<div class=\"d0 w226\">\u00a0</div>perdiendo<div class=\"d0 w483\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>car\u00e1cter<div class=\"d0 w486\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>contingente.<div class=\"d0 w235\">\u00a0</div>Esta<div class=\"d0 w233\">\u00a0</div>resoluci\u00f3n<div class=\"d0 w391\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>disponibilidad<div class=\"d0 w369\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>favor<div class=\"d0 w340\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3560\" id=\"a14575\">PRISA del importe que estaba depositado en la cuenta escrow<div class=\"d0 w251\">\u00a0</div>es independiente del proceso de </div><div class=\"po0 fs14 cl2 l340 t3561\" id=\"a14577\">venta de Media Capital que se ejecut\u00f3 con posterioridad al 11 de marzo de<div class=\"d0 w299\">\u00a0</div>2020.<div class=\"d0 w440\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t3562\" id=\"a14580\"><div class=\"d0 w981\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t3563\" id=\"a14582\">Asimismo,<div class=\"d0 w379\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Tribunal<div class=\"d0 w335\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>Arbitraje<div class=\"d0 w297\">\u00a0</div>ha<div class=\"d0 w340\">\u00a0</div>condenado<div class=\"d0 w222\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>Cofina<div class=\"d0 w160\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>pagar<div class=\"d0 w378\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>PRISA<div class=\"d0 w292\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>intereses </div><div class=\"po0 fs14 cl2 l340 t3564\" id=\"a14583\">devengados desde el 11 de marzo de 2020 hasta la fecha final del pago del importe depositado </div><div class=\"po0 fs14 cl2 l340 t3565\" id=\"a14584\">en la cuenta escrow (</div><div class=\"po0 fs26 cl2 l2159 t3566\" id=\"a14587\">v\u00e9ase nota 15</div><div class=\"po0 fs14 cl2 l2160 t3565\" id=\"a14588\">).<div class=\"d0 w1170\">\u00a0</div></div></div></div></div></div><div class=\"po1 w198 h281 lh0\" id=\"TextBlockContainer2810\"><div class=\"po0 l342 t756 f0\" id=\"div_2807_XBRL_TS_6f896cb967d34c1b8b153cc7be945d56_2\"><div class=\"po1 w198 h281 lh0\" id=\"TextBlockContainer2808\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2072 t3588 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l330 t3589 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l744 t3589 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l632 t3589 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l2072 t3589 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l330 t3590 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l744 t3590 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l632 t3590 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2072 t3590 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l330 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l744 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l632 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2072 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l330 t3591 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l744 t3591 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l632 t3591 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2072 t3591 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l330 t3592 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l744 t3592 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l632 t3592 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l2072 t3592 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l330 t3593 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l744 t3593 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l632 t3593 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2072 t3593 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l330 t3594 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l744 t3594 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l632 t3594 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l2072 t3594 bgc0\">\u00a0</div>\n<div class=\"w1182 po0 h41 l2189 t3595 bgc3\">\u00a0</div>\n<div class=\"w1183 po0 h33 l2191 t3596 bgc3\">\u00a0</div>\n<div class=\"w1043 po0 h41 l2187 t3595 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l1981 t3596 bgc3\">\u00a0</div>\n<div class=\"w1043 po0 h41 l2188 t3595 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l1878 t3596 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3597 bgc0\">\u00a0</div>\n<div class=\"w1184 po0 h12 l2189 t3597 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l744 t3597 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2187 t3597 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l632 t3597 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2188 t3597 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2072 t3597 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l330 t3598 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t1609 bgc0\">\u00a0</div>\n<div class=\"w1184 po0 h12 l2189 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l744 t3598 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l744 t1609 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2187 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l632 t3598 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l632 t1609 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2188 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2072 t3598 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2072 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2072 t1609 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2808\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a14601\">El<div class=\"d0 w155\">\u00a0</div>cuadro<div class=\"d0 w157\">\u00a0</div>siguiente<div class=\"d0 w346\">\u00a0</div>muestra<div class=\"d0 w526\">\u00a0</div>el<div class=\"d0 w598\">\u00a0</div>desglose<div class=\"d0 w638\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>los<div class=\"d0 w672\">\u00a0</div>ingresos<div class=\"d0 w526\">\u00a0</div>del<div class=\"d0 w157\">\u00a0</div>Grupo<div class=\"d0 w444\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>acuerdo<div class=\"d0 w445\">\u00a0</div>con<div class=\"d0 w640\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l540 t816\" id=\"a14602\">distribuci\u00f3n geogr\u00e1fica de las entidades que los originan (en<div class=\"d0 w515\">\u00a0</div>miles de euros): </div><div class=\"po0 fs39 cl2 l2192 t3599\" id=\"a14606\">Venta de </div><div class=\"po0 fs39 cl2 l2193 t3600\" id=\"a14607\">publicidad </div><div class=\"po0 fs39 cl2 l2194 t3599\" id=\"a14609\">Venta de </div><div class=\"po0 fs39 cl2 l1773 t3600\" id=\"a14610\">educaci\u00f3n </div><div class=\"po0 fs39 cl2 l850 t3601\" id=\"a14612\">Circulaci\u00f3n </div><div class=\"po0 fs39 cl2 l1105 t3601\" id=\"a14614\">Otros </div><div class=\"po0 fs39 cl2 l1020 t3599\" id=\"a14616\">Ingresos de </div><div class=\"po0 fs39 cl2 l2195 t3600\" id=\"a14617\">explotaci\u00f3n </div><div class=\"po0 fs38 cl2 l2196 t3602\" id=\"a14619\">2024 </div><div class=\"po0 fs38 cl2 l2197 t3602\" id=\"a14621\">2023 </div><div class=\"po0 fs38 cl2 l638 t3602\" id=\"a14623\">2024 </div><div class=\"po0 fs38 cl2 l996 t3602\" id=\"a14625\">2023 </div><div class=\"po0 fs38 cl2 l2198 t3602\" id=\"a14627\">2024 </div><div class=\"po0 fs38 cl2 l2199 t3602\" id=\"a14629\">2023 </div><div class=\"po0 fs38 cl2 l1923 t3602\" id=\"a14631\">2024 </div><div class=\"po0 fs38 cl2 l2200 t3602\" id=\"a14633\">2023 </div><div class=\"po0 fs38 cl2 l779 t3602\" id=\"a14635\">2024 </div><div class=\"po0 fs38 cl2 l2201 t3602\" id=\"a14637\">2023 </div><div class=\"po0 fs39 cl2 l556 t3603\" id=\"a14639\">Europa </div><div class=\"po0 fs39 cl2 l2202 t3603\" id=\"a14641\">260.524 </div><div class=\"po0 fs39 cl2 l2203 t3603\" id=\"a14643\">248.248 </div><div class=\"po0 fs39 cl2 l491 t3603\" id=\"a14645\">- </div><div class=\"po0 fs39 cl2 l978 t3603\" id=\"a14647\">75 </div><div class=\"po0 fs39 cl2 l950 t3603\" id=\"a14649\">57.650 </div><div class=\"po0 fs39 cl2 l1011 t3603\" id=\"a14651\">55.551 </div><div class=\"po0 fs39 cl2 l1537 t3603\" id=\"a14653\">53.904 </div><div class=\"po0 fs39 cl2 l2055 t3603\" id=\"a14655\">45.619 </div><div class=\"po0 fs39 cl2 l1249 t3603\" id=\"a14657\">372.078 </div><div class=\"po0 fs39 cl2 l2204 t3603\" id=\"a14659\">349.493 </div><div class=\"po0 fs38 cl2 l556 t2098\" id=\"a14661\">Espa\u00f1a </div><div class=\"po0 fs38 cl2 l2202 t2098\" id=\"a14663\">260.524 </div><div class=\"po0 fs38 cl2 l2203 t2098\" id=\"a14665\">248.248 </div><div class=\"po0 fs38 cl2 l491 t2098\" id=\"a14667\">- </div><div class=\"po0 fs38 cl2 l2205 t2098\" id=\"a14669\">- </div><div class=\"po0 fs38 cl2 l950 t2098\" id=\"a14671\">57.650 </div><div class=\"po0 fs38 cl2 l1011 t2098\" id=\"a14673\">55.551 </div><div class=\"po0 fs38 cl2 l1537 t2098\" id=\"a14675\">53.904 </div><div class=\"po0 fs38 cl2 l2055 t2098\" id=\"a14677\">45.611 </div><div class=\"po0 fs38 cl2 l1249 t2098\" id=\"a14679\">372.078 </div><div class=\"po0 fs38 cl2 l2204 t2098\" id=\"a14681\">349.410 </div><div class=\"po0 fs38 cl2 l556 t2431\" id=\"a14683\">Resto de Europa </div><div class=\"po0 fs38 cl2 l2206 t2431\" id=\"a14685\">- </div><div class=\"po0 fs38 cl2 l2207 t2431\" id=\"a14687\">- </div><div class=\"po0 fs38 cl2 l491 t2431\" id=\"a14689\">- </div><div class=\"po0 fs38 cl2 l978 t2431\" id=\"a14691\">75 </div><div class=\"po0 fs38 cl2 l840 t2431\" id=\"a14693\">- </div><div class=\"po0 fs38 cl2 l1693 t2431\" id=\"a14695\">- </div><div class=\"po0 fs38 cl2 l2208 t2431\" id=\"a14697\">- </div><div class=\"po0 fs38 cl2 l2209 t2431\" id=\"a14699\">8 </div><div class=\"po0 fs38 cl2 l2210 t2431\" id=\"a14701\">- </div><div class=\"po0 fs38 cl2 l2211 t2431\" id=\"a14703\">83 </div><div class=\"po0 fs39 cl2 l556 t3604\" id=\"a14705\">Am\u00e9rica </div><div class=\"po0 fs39 cl2 l2212 t3604\" id=\"a14707\">73.512 </div><div class=\"po0 fs39 cl2 l636 t3604\" id=\"a14709\">76.861 </div><div class=\"po0 fs39 cl2 l2213 t3604\" id=\"a14711\">458.460 </div><div class=\"po0 fs39 cl2 l2214 t3604\" id=\"a14713\">511.841 </div><div class=\"po0 fs39 cl2 l840 t3604\" id=\"a14715\">- </div><div class=\"po0 fs39 cl2 l1693 t3604\" id=\"a14717\">- </div><div class=\"po0 fs39 cl2 l1537 t3604\" id=\"a14719\">15.492 </div><div class=\"po0 fs39 cl2 l2215 t3604\" id=\"a14721\">9.215 </div><div class=\"po0 fs39 cl2 l1249 t3604\" id=\"a14723\">547.464 </div><div class=\"po0 fs39 cl2 l2204 t3604\" id=\"a14725\">597.917 </div><div class=\"po0 fs38 cl2 l556 t2910\" id=\"a14727\">Colombia </div><div class=\"po0 fs38 cl2 l2212 t2910\" id=\"a14729\">46.506 </div><div class=\"po0 fs38 cl2 l636 t2910\" id=\"a14731\">47.556 </div><div class=\"po0 fs38 cl2 l695 t2910\" id=\"a14733\">41.344 </div><div class=\"po0 fs38 cl2 l2216 t2910\" id=\"a14735\">34.553 </div><div class=\"po0 fs38 cl2 l840 t2910\" id=\"a14737\">- </div><div class=\"po0 fs38 cl2 l1693 t2910\" id=\"a14739\">- </div><div class=\"po0 fs38 cl2 l1540 t2910\" id=\"a14741\">2.005 </div><div class=\"po0 fs38 cl2 l2217 t2910\" id=\"a14743\">791 </div><div class=\"po0 fs38 cl2 l2218 t2910\" id=\"a14745\">89.855 </div><div class=\"po0 fs38 cl2 l1694 t2910\" id=\"a14747\">82.900 </div><div class=\"po0 fs38 cl2 l556 t3605\" id=\"a14749\">Brasil </div><div class=\"po0 fs38 cl2 l2206 t3605\" id=\"a14751\">- </div><div class=\"po0 fs38 cl2 l2207 t3605\" id=\"a14753\">- </div><div class=\"po0 fs38 cl2 l2213 t3605\" id=\"a14755\">176.465 </div><div class=\"po0 fs38 cl2 l2214 t3605\" id=\"a14757\">218.271 </div><div class=\"po0 fs38 cl2 l840 t3605\" id=\"a14759\">- </div><div class=\"po0 fs38 cl2 l1693 t3605\" id=\"a14761\">- </div><div class=\"po0 fs38 cl2 l1540 t3605\" id=\"a14763\">2.882 </div><div class=\"po0 fs38 cl2 l2215 t3605\" id=\"a14765\">1.196 </div><div class=\"po0 fs38 cl2 l1249 t3605\" id=\"a14767\">179.347 </div><div class=\"po0 fs38 cl2 l2204 t3605\" id=\"a14769\">219.467 </div><div class=\"po0 fs38 cl2 l556 t3606\" id=\"a14771\">M\u00e9xico </div><div class=\"po0 fs38 cl2 l2219 t3606\" id=\"a14773\">3.018 </div><div class=\"po0 fs38 cl2 l2220 t3606\" id=\"a14775\">2.441 </div><div class=\"po0 fs38 cl2 l695 t3606\" id=\"a14777\">98.041 </div><div class=\"po0 fs38 cl2 l2214 t3606\" id=\"a14779\">100.759 </div><div class=\"po0 fs38 cl2 l840 t3606\" id=\"a14781\">- </div><div class=\"po0 fs38 cl2 l1693 t3606\" id=\"a14783\">- </div><div class=\"po0 fs38 cl2 l1540 t3606\" id=\"a14785\">4.271 </div><div class=\"po0 fs38 cl2 l2217 t3606\" id=\"a14787\">755 </div><div class=\"po0 fs38 cl2 l1249 t3606\" id=\"a14789\">105.330 </div><div class=\"po0 fs38 cl2 l2204 t3606\" id=\"a14791\">103.955 </div><div class=\"po0 fs38 cl2 l556 t3607\" id=\"a14793\">Chile </div><div class=\"po0 fs38 cl2 l2212 t3607\" id=\"a14795\">20.875 </div><div class=\"po0 fs38 cl2 l636 t3607\" id=\"a14797\">22.327 </div><div class=\"po0 fs38 cl2 l695 t3607\" id=\"a14799\">16.689 </div><div class=\"po0 fs38 cl2 l2216 t3607\" id=\"a14801\">18.235 </div><div class=\"po0 fs38 cl2 l840 t3607\" id=\"a14803\">- </div><div class=\"po0 fs38 cl2 l1693 t3607\" id=\"a14805\">- </div><div class=\"po0 fs38 cl2 l1540 t3607\" id=\"a14807\">1.442 </div><div class=\"po0 fs38 cl2 l2217 t3607\" id=\"a14809\">756 </div><div class=\"po0 fs38 cl2 l2218 t3607\" id=\"a14811\">39.006 </div><div class=\"po0 fs38 cl2 l1694 t3607\" id=\"a14813\">41.318 </div><div class=\"po0 fs38 cl2 l556 t2362\" id=\"a14815\">Argentina </div><div class=\"po0 fs38 cl2 l2206 t2362\" id=\"a14817\">- </div><div class=\"po0 fs38 cl2 l2207 t2362\" id=\"a14819\">- </div><div class=\"po0 fs38 cl2 l695 t2362\" id=\"a14821\">21.071 </div><div class=\"po0 fs38 cl2 l2216 t2362\" id=\"a14823\">38.390 </div><div class=\"po0 fs38 cl2 l840 t2362\" id=\"a14825\">- </div><div class=\"po0 fs38 cl2 l1693 t2362\" id=\"a14827\">- </div><div class=\"po0 fs38 cl2 l2221 t2362\" id=\"a14829\">79 </div><div class=\"po0 fs38 cl2 l2217 t2362\" id=\"a14831\">153 </div><div class=\"po0 fs38 cl2 l2218 t2362\" id=\"a14833\">21.150 </div><div class=\"po0 fs38 cl2 l1694 t2362\" id=\"a14835\">38.543 </div><div class=\"po0 fs38 cl2 l556 t3608\" id=\"a14837\">Resto de Am\u00e9rica </div><div class=\"po0 fs38 cl2 l2219 t3608\" id=\"a14839\">3.113 </div><div class=\"po0 fs38 cl2 l2220 t3608\" id=\"a14841\">4.537 </div><div class=\"po0 fs38 cl2 l2213 t3608\" id=\"a14843\">104.850 </div><div class=\"po0 fs38 cl2 l2214 t3608\" id=\"a14845\">101.633 </div><div class=\"po0 fs38 cl2 l840 t3608\" id=\"a14847\">- </div><div class=\"po0 fs38 cl2 l1693 t3608\" id=\"a14849\">- </div><div class=\"po0 fs38 cl2 l1540 t3608\" id=\"a14851\">4.813 </div><div class=\"po0 fs38 cl2 l2215 t3608\" id=\"a14853\">5.564 </div><div class=\"po0 fs38 cl2 l1249 t3608\" id=\"a14855\">112.776 </div><div class=\"po0 fs38 cl2 l2204 t3608\" id=\"a14857\">111.734 </div><div class=\"po0 fs39 cl2 l556 t3609\" id=\"a14859\">Total </div><div class=\"po0 fs39 cl2 l2202 t3609\" id=\"a14861\">334.036 </div><div class=\"po0 fs39 cl2 l2203 t3609\" id=\"a14863\">325.109 </div><div class=\"po0 fs39 cl2 l2213 t3609\" id=\"a14865\">458.460 </div><div class=\"po0 fs39 cl2 l2214 t3609\" id=\"a14867\">511.916 </div><div class=\"po0 fs39 cl2 l950 t3609\" id=\"a14869\">57.650 </div><div class=\"po0 fs39 cl2 l1011 t3609\" id=\"a14871\">55.551 </div><div class=\"po0 fs39 cl2 l1537 t3609\" id=\"a14873\">69.396 </div><div class=\"po0 fs39 cl2 l2055 t3609\" id=\"a14875\">54.834 </div><div class=\"po0 fs39 cl2 l1249 t3609\" id=\"a14877\">919.542 </div><div class=\"po0 fs39 cl2 l2204 t3609\" id=\"a14879\">947.410 </div><div class=\"po0 fs14 cl2 l540 t3610\" id=\"a14883\">El cuadro siguiente muestra el desglose de los ingresos del Grupo por tipo de cliente (en miles </div><div class=\"po0 fs14 cl2 l540 t3611\" id=\"a14884\">de euros): </div><div class=\"po0 fs38 cl2 l835 t3612\" id=\"a14889\">2024 </div><div class=\"po0 fs38 cl2 l2222 t3612\" id=\"a14891\">2023 </div><div class=\"po0 fs38 cl2 l2223 t3613\" id=\"a14893\"><div class=\"d0 w15\">\u00a0</div></div><div class=\"po0 fs39 cl2 l2053 t3614\" id=\"a14897\">Venta de publicidad </div><div class=\"po0 fs39 cl2 l1339 t3614\" id=\"a14899\">334.036 </div><div class=\"po0 fs39 cl2 l578 t3614\" id=\"a14901\">325.109 </div><div class=\"po0 fs38 cl2 l2053 t3615\" id=\"a14903\">Digital </div><div class=\"po0 fs38 cl2 l2224 t3615\" id=\"a14905\">80.713 </div><div class=\"po0 fs38 cl2 l2217 t3615\" id=\"a14907\">80.871 </div><div class=\"po0 fs38 cl2 l2053 t3616\" id=\"a14909\">No digital </div><div class=\"po0 fs38 cl2 l1339 t3616\" id=\"a14911\">253.323 </div><div class=\"po0 fs38 cl2 l578 t3616\" id=\"a14913\">244.238 </div><div class=\"po0 fs39 cl2 l2053 t3617\" id=\"a14918\">Venta de educaci\u00f3n </div><div class=\"po0 fs39 cl2 l1339 t3617\" id=\"a14920\">458.460 </div><div class=\"po0 fs39 cl2 l578 t3617\" id=\"a14922\">511.916 </div><div class=\"po0 fs44 cl2 l2053 t3618\" id=\"a14924\">Privado </div><div class=\"po0 fs44 cl2 l1339 t3618\" id=\"a14926\">329.749 </div><div class=\"po0 fs44 cl2 l578 t3618\" id=\"a14928\">329.512 </div><div class=\"po0 fs38 cl2 l2225 t3619\" id=\"a14930\">Sistema de suscripci\u00f3n </div><div class=\"po0 fs38 cl2 l1339 t3619\" id=\"a14932\">225.688 </div><div class=\"po0 fs38 cl2 l578 t3619\" id=\"a14934\">209.305 </div><div class=\"po0 fs38 cl2 l2225 t3620\" id=\"a14936\">Did\u00e1ctico </div><div class=\"po0 fs38 cl2 l1339 t3620\" id=\"a14938\">104.061 </div><div class=\"po0 fs38 cl2 l578 t3620\" id=\"a14940\">120.207 </div><div class=\"po0 fs44 cl2 l2053 t3621\" id=\"a14942\">Brasil P\u00fablico </div><div class=\"po0 fs44 cl2 l1339 t3621\" id=\"a14944\">104.984 </div><div class=\"po0 fs44 cl2 l578 t3621\" id=\"a14946\">140.664 </div><div class=\"po0 fs44 cl2 l2053 t3622\" id=\"a14948\">Otros mercados </div><div class=\"po0 fs44 cl2 l2224 t3622\" id=\"a14950\">23.727 </div><div class=\"po0 fs44 cl2 l2217 t3622\" id=\"a14952\">41.740 </div><div class=\"po0 fs45 cl2 l2053 t3623\" id=\"a14954\"><div class=\"d0 w14\">\u00a0</div></div><div class=\"po0 fs39 cl2 l2053 t3624\" id=\"a14958\">Circulaci\u00f3n </div><div class=\"po0 fs39 cl2 l2224 t3624\" id=\"a14960\">57.650 </div><div class=\"po0 fs39 cl2 l2217 t3624\" id=\"a14962\">55.551 </div><div class=\"po0 fs38 cl2 l2053 t3625\" id=\"a14964\">Digital<div class=\"d0 w632\">\u00a0</div></div><div class=\"po0 fs38 cl2 l2224 t3625\" id=\"a14966\">22.305 </div><div class=\"po0 fs38 cl2 l2217 t3625\" id=\"a14968\">18.281 </div><div class=\"po0 fs38 cl2 l2053 t3626\" id=\"a14970\">No digital </div><div class=\"po0 fs38 cl2 l2224 t3626\" id=\"a14972\">35.345 </div><div class=\"po0 fs38 cl2 l2217 t3626\" id=\"a14974\">37.270 </div><div class=\"po0 fs45 cl2 l2053 t3627\" id=\"a14976\"><div class=\"d0 w14\">\u00a0</div></div><div class=\"po0 fs39 cl2 l2053 t3628\" id=\"a14980\">Otros </div><div class=\"po0 fs39 cl2 l2224 t3628\" id=\"a14982\">69.396 </div><div class=\"po0 fs39 cl2 l2217 t3628\" id=\"a14984\">54.834 </div><div class=\"po0 fs46 cl2 l2053 t3629\" id=\"a14986\"><div class=\"d0 w14\">\u00a0</div></div><div class=\"po0 fs39 cl2 l2053 t3630\" id=\"a14990\">Total </div><div class=\"po0 fs39 cl2 l1339 t3630\" id=\"a14992\">919.542 </div><div class=\"po0 fs39 cl2 l578 t3630\" id=\"a14994\">947.410 </div></div></div></div></div><div class=\"po1 w1190 h284 lh0\" id=\"TextBlockContainer2819\"><div class=\"po0 l342 t756 f0\" id=\"div_2816_XBRL_TS_6f896cb967d34c1b8b153cc7be945d56_3\"><div class=\"po1 w1190 h284 lh0\" id=\"TextBlockContainer2817\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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PvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1563 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1563 t759 bgc0\">\u00a0</div>\n<div class=\"w1142 po0 h12 l310 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1563 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2226 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1563 t3631 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l310 t3631 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2227 t3631 bgc0\">\u00a0</div>\n<div class=\"w1185 po0 h12 l2228 t3631 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t3631 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1563 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2227 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2226 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2141 t3632 bgc0\">\u00a0</div>\n<div class=\"w1186 po0 h12 l2142 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1563 t3632 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l310 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2227 t3632 bgc0\">\u00a0</div>\n<div class=\"w1185 po0 h12 l2228 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2140 t3369 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1563 t3369 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2227 t3369 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2226 t3369 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2140 t3633 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l1563 t3633 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2227 t3633 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2226 t3633 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h283 l2140 t3077 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h283 l1563 t3077 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h283 l2227 t3077 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h283 l2226 t3077 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2140 t3079 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3634 bgc0\">\u00a0</div>\n<div class=\"w1187 po0 h12 l2141 t3634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l1563 t3079 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1563 t3634 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l310 t3634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2227 t3079 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2227 t3634 bgc0\">\u00a0</div>\n<div class=\"w1185 po0 h12 l2228 t3634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2226 t3079 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t3634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t3634 bgc0\">\u00a0</div>\n<div class=\"po1 w1190 z0\" id=\"TextContainer2817\"><div class=\"po0 fs14 cl4 l451 t756\" id=\"a15006\">. </div><div class=\"po0 fs14 cl2 l451 t816\" id=\"a15008\">El detalle de los saldos de contratos del Grupo afectos a la NIIF 15 es el<div class=\"d0 w342\">\u00a0</div>siguiente: </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a15011\"><div class=\"d0 w1037\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1772 t3635\" id=\"a15015\">Miles de euros </div><div class=\"po0 fs38 cl2 l552 t3636\" id=\"a15018\">2024 </div><div class=\"po0 fs38 cl2 l569 t3636\" id=\"a15020\">2023 </div><div class=\"po0 fs38 cl2 l2146 t3637\" id=\"a15022\">Clientes por ventas y prestaci\u00f3n de servicios<div class=\"d0 w1188\">\u00a0</div>(</div><div class=\"po0 fs42 cl2 l851 t3445\" id=\"a15023\">v\u00e9ase nota 9b)</div><div class=\"po0 fs38 cl2 l755 t3637\" id=\"a15025\">289.678 </div><div class=\"po0 fs38 cl2 l2229 t3637\" id=\"a15027\">300.027 </div><div class=\"po0 fs38 cl2 l2146 t3638\" id=\"a15029\">Correcciones de valor por deterioro<div class=\"d0 w839\">\u00a0</div>(clientes por ventas y </div><div class=\"po0 fs38 cl2 l2146 t3639\" id=\"a15030\">prestaci\u00f3n de servicios) </div><div class=\"po0 fs42 cl2 l2230 t3640\" id=\"a15031\">(v\u00e9ase nota 9b)</div><div class=\"po0 fs38 cl2 l571 t3641\" id=\"a15033\">(45.048) </div><div class=\"po0 fs38 cl2 l2231 t3641\" id=\"a15035\">(48.022) </div><div class=\"po0 fs38 cl2 l2146 t3642\" id=\"a15037\">Otros pasivos corrientes \u2013 obligaciones<div class=\"d0 w1071\">\u00a0</div>pendientes de satisfacer </div><div class=\"po0 fs42 cl2 l2146 t3643\" id=\"a15042\"><div class=\"d0 w1189\">\u00a0</div>(v\u00e9ase nota 9e)</div><div class=\"po0 fs38 cl2 l571 t3644\" id=\"a15045\">(44.052) </div><div class=\"po0 fs38 cl2 l2231 t3644\" id=\"a15047\">(46.888) </div><div class=\"po0 fs38 cl2 l2146 t3645\" id=\"a15049\">Provisi\u00f3n por devoluciones </div><div class=\"po0 fs38 cl2 l571 t2401\" id=\"a15052\">(10.019) </div><div class=\"po0 fs38 cl2 l1277 t2401\" id=\"a15054\">(9.869) </div><div class=\"po0 fs14 cl4 l451 t3646\" id=\"a15058\">.</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfRevenueExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2135 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2138 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2137 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2140 t3501 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2135 t3501 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2138 t3501 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2137 t3501 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2140 t3502 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2135 t3502 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2138 t3502 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2137 t3502 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2140 t3503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2135 t3503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2138 t3503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2137 t3503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2140 t3504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2135 t3504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2138 t3504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2137 t3504 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3505 bgc0\">\u00a0</div>\n<div class=\"w994 po0 h12 l2141 t3505 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2135 t3505 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2136 t3505 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2138 t3505 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2139 t3505 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2137 t3505 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2140 t3506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2135 t3506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2138 t3506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2137 t3506 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3507 bgc0\">\u00a0</div>\n<div class=\"w994 po0 h12 l2141 t3507 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2135 t3507 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2136 t3507 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2138 t3507 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2139 t3507 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2137 t3507 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2140 t3508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2135 t3508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2138 t3508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2137 t3508 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2140 t3509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2135 t3509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2138 t3509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2137 t3509 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3510 bgc0\">\u00a0</div>\n<div class=\"w994 po0 h12 l2141 t3510 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2135 t3510 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2136 t3510 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2138 t3510 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2139 t3510 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2137 t3510 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2140 t3511 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2135 t3511 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2138 t3511 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2137 t3511 bgc0\">\u00a0</div>\n<div class=\"w1166 po0 h143 l2141 t3512 bgc3\">\u00a0</div>\n<div class=\"w1167 po0 h33 l1936 t3513 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h143 l2143 t3512 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l2144 t3513 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h143 l2145 t3512 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l1573 t3513 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3514 bgc0\">\u00a0</div>\n<div class=\"w994 po0 h12 l2141 t3514 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2135 t3514 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2136 t3514 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2138 t3514 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2139 t3514 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2137 t3514 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2140 t3512 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3515 bgc0\">\u00a0</div>\n<div class=\"w994 po0 h12 l2141 t3515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2135 t3512 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2135 t3515 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2136 t3515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2138 t3512 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2138 t3515 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2139 t3515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2137 t3512 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2137 t3515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2137 t3515 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2790\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a14372\">(13)<div class=\"d0 w391\">\u00a0</div>INGRESOS DE EXPLOTACI\u00d3N </div><div class=\"po0 fs14 cl2 l451 t3516\" id=\"a14376\">El detalle de los ingresos del Grupo por sus principales l\u00edneas de actividad<div class=\"d0 w325\">\u00a0</div>es el siguiente: </div><div class=\"po0 fs38 cl2 l1497 t3517\" id=\"a14380\">Miles de euros </div><div class=\"po0 fs38 cl2 l774 t3518\" id=\"a14382\">2024 </div><div class=\"po0 fs38 cl2 l1945 t3518\" id=\"a14384\">2023 </div><div class=\"po0 fs38 cl2 l2146 t3519\" id=\"a14386\">Ventas de publicidad </div><div class=\"po0 fs38 cl2 l2147 t3519\" id=\"a14389\">334.036 </div><div class=\"po0 fs38 cl2 l2117 t3519\" id=\"a14391\">325.109 </div><div class=\"po0 fs38 cl2 l2146 t3520\" id=\"a14393\">Ventas de educaci\u00f3n </div><div class=\"po0 fs38 cl2 l2147 t3520\" id=\"a14395\">458.460 </div><div class=\"po0 fs38 cl2 l2117 t3520\" id=\"a14397\">511.916 </div><div class=\"po0 fs38 cl2 l2146 t3521\" id=\"a14399\">Circulaci\u00f3n </div><div class=\"po0 fs38 cl2 l1014 t3521\" id=\"a14401\">57.650 </div><div class=\"po0 fs38 cl2 l666 t3521\" id=\"a14403\">55.551 </div><div class=\"po0 fs38 cl2 l2146 t3522\" id=\"a14405\">Ventas de productos promocionales<div class=\"d0 w1081\">\u00a0</div>y colecciones </div><div class=\"po0 fs38 cl2 l1447 t3522\" id=\"a14407\">180 </div><div class=\"po0 fs38 cl2 l2148 t3522\" id=\"a14409\">1.410 </div><div class=\"po0 fs38 cl2 l2146 t3523\" id=\"a14411\">Venta de derechos audiovisuales y<div class=\"d0 w1063\">\u00a0</div>programas </div><div class=\"po0 fs38 cl2 l2149 t3523\" id=\"a14413\">7.769 </div><div class=\"po0 fs38 cl2 l666 t3523\" id=\"a14415\">10.657 </div><div class=\"po0 fs38 cl2 l2146 t3524\" id=\"a14417\">Prestaci\u00f3n de servicios de intermediaci\u00f3n </div><div class=\"po0 fs38 cl2 l2149 t3524\" id=\"a14420\">8.636 </div><div class=\"po0 fs38 cl2 l2148 t3524\" id=\"a14422\">9.770 </div><div class=\"po0 fs38 cl2 l2146 t3525\" id=\"a14424\">Otros servicios </div><div class=\"po0 fs38 cl2 l1014 t3525\" id=\"a14426\">13.880 </div><div class=\"po0 fs38 cl2 l666 t3525\" id=\"a14428\">15.027 </div><div class=\"po0 fs39 cl2 l2150 t3355\" id=\"a14430\">Importe neto de la cifra de negocios </div><div class=\"po0 fs39 cl2 l2147 t3355\" id=\"a14432\">880.611 </div><div class=\"po0 fs39 cl2 l2117 t3355\" id=\"a14434\">929.440 </div><div class=\"po0 fs38 cl2 l2146 t3526\" id=\"a14436\">Ingresos procedentes del inmovilizado </div><div class=\"po0 fs38 cl2 l2149 t3526\" id=\"a14438\">5.082 </div><div class=\"po0 fs38 cl2 l2148 t3526\" id=\"a14440\">1.761 </div><div class=\"po0 fs38 cl2 l2146 t3527\" id=\"a14442\">Otros ingresos </div><div class=\"po0 fs38 cl2 l1014 t3527\" id=\"a14444\">33.849 </div><div class=\"po0 fs38 cl2 l666 t3527\" id=\"a14446\">16.209 </div><div class=\"po0 fs39 cl2 l2150 t3528\" id=\"a14448\">Otros ingresos </div><div class=\"po0 fs39 cl2 l1014 t3528\" id=\"a14450\">38.931 </div><div class=\"po0 fs39 cl2 l666 t3528\" id=\"a14452\">17.970 </div><div class=\"po0 fs39 cl2 l2150 t3529\" id=\"a14454\">Total ingresos de explotaci\u00f3n </div><div class=\"po0 fs39 cl2 l2147 t3529\" id=\"a14457\">919.542 </div><div class=\"po0 fs39 cl2 l2117 t3529\" id=\"a14459\">947.410 </div><div class=\"po0 fs14 cl2 l451 t3530\" id=\"a14463\">Las<div class=\"d0 w233\">\u00a0</div>operaciones<div class=\"d0 w20\">\u00a0</div>m\u00e1s<div class=\"d0 w164\">\u00a0</div>significativas<div class=\"d0 w395\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>intercambio se<div class=\"d0 w272\">\u00a0</div>producen<div class=\"d0 w31\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l2151 t3531\" id=\"a14464\">Ventas<div class=\"d0 w264\">\u00a0</div>de </div><div class=\"po0 fs26 cl2 l451 t3532\" id=\"a14465\">publicidad</div><div class=\"po0 fs14 cl2 l781 t3533\" id=\"a14466\">\u201d en el segmento Media, cuyos intercambios con terceros han ascendido<div class=\"d0 w406\">\u00a0</div>a 2.282 miles </div><div class=\"po0 fs14 cl2 l451 t3534\" id=\"a14472\">de euros en el ejercicio 2024 (2.653 miles de euros en el ejercicio<div class=\"d0 w423\">\u00a0</div>2023). </div></div></div><div class=\"po1 w1171 h277 lh0\" id=\"TextBlockContainer2803\"><div class=\"po0 l342 t756 f0\" id=\"div_2797_XBRL_TS_9cf8bf5fcda84d36ab306a7b682312a5_1\"><div class=\"po1 w1171 h277 lh0\" id=\"TextBlockContainer2801\"><div class=\"po0 l342 t756 f0\" id=\"div_2798_XBRL_TS_6f896cb967d34c1b8b153cc7be945d56_1\"><div class=\"po1 w1171 h277 lh0\" id=\"TextBlockContainer2799\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w1171 z0\" id=\"TextContainer2799\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a14487\">Dentro<div class=\"d0 w684\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>ingresos<div class=\"d0 w437\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>explotaci\u00f3n<div class=\"d0 w487\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>Grupo<div class=\"d0 w494\">\u00a0</div>hay<div class=\"d0 w715\">\u00a0</div>obligaciones<div class=\"d0 w271\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>desempe\u00f1o<div class=\"d0 w549\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a14488\">satisfacen a lo<div class=\"d0 w396\">\u00a0</div>largo del tiempo,<div class=\"d0 w26\">\u00a0</div>correspondiendo, principalmente, a la prestaci\u00f3n<div class=\"d0 w38\">\u00a0</div>de servicios </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a14489\">educativos asociados a los sistemas de ense\u00f1anza de Santillana por importe de 31.946 miles de </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a14491\">euros en el ejercicio 2024. </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a14494\">En<div class=\"d0 w237\">\u00a0</div>2024,<div class=\"d0 w111\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w293\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l1089 t3536\" id=\"a14495\">Ingresos<div class=\"d0 w366\">\u00a0</div>procedentes<div class=\"d0 w484\">\u00a0</div>del<div class=\"d0 w248\">\u00a0</div>inmovilizado</div><div class=\"po0 fs14 cl2 l852 t819\" id=\"a14496\"><div class=\"d0 w237\">\u00a0</div>\u201cincluye,<div class=\"d0 w8\">\u00a0</div>fundamentalmente,<div class=\"d0 w543\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a14498\">resultado<div class=\"d0 w421\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>operaci\u00f3n<div class=\"d0 w200\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>venta<div class=\"d0 w8\">\u00a0</div>con<div class=\"d0 w283\">\u00a0</div>arrendamiento<div class=\"d0 w58\">\u00a0</div>posterior<div class=\"d0 w167\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>almac\u00e9n<div class=\"d0 w486\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>M\u00e9xico, </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a14499\">perteneciente a<div class=\"d0 w125\">\u00a0</div>Editorial Santillana,<div class=\"d0 w267\">\u00a0</div>S.A. de C.V.,<div class=\"d0 w803\">\u00a0</div>por importe de<div class=\"d0 w413\">\u00a0</div>3.492 miles<div class=\"d0 w561\">\u00a0</div>de euros,<div class=\"d0 w402\">\u00a0</div>calculado </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a14503\">conforme a la NIIF 16, y que supuso una entrada de caja en 2024 de<div class=\"d0 w50\">\u00a0</div>6.477 miles de euros.<div class=\"d0 w602\">\u00a0</div>Esto </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a14506\">ha supuesto la baja de un activo por un saldo neto de amortizaci\u00f3n acumulada por importe de </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a14507\">3.110<div class=\"d0 w111\">\u00a0</div>miles<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros<div class=\"d0 w484\">\u00a0</div>(principalmente terrenos<div class=\"d0 w226\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>construcciones),<div class=\"d0 w58\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>estaba<div class=\"d0 w228\">\u00a0</div>registrado<div class=\"d0 w26\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a14509\">ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l2152 t3537\" id=\"a14510\">\u201cActivo no corriente mantenido para la venta\u201d </div><div class=\"po0 fs14 cl2 l1690 t825\" id=\"a14511\">del balance de situaci\u00f3n consolidado hasta </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a14512\">el momento de su<div class=\"d0 w368\">\u00a0</div>venta (adicionalmente, se ha<div class=\"d0 w34\">\u00a0</div>reconocido un activo por derecho<div class=\"d0 w286\">\u00a0</div>de uso y un </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a14516\">pasivo<div class=\"d0 w487\">\u00a0</div>financiero<div class=\"d0 w379\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>arrendamiento,<div class=\"d0 w470\">\u00a0</div>asociado<div class=\"d0 w249\">\u00a0</div>al<div class=\"d0 w272\">\u00a0</div>contrato<div class=\"d0 w277\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>arrendamiento<div class=\"d0 w289\">\u00a0</div>posterior<div class=\"d0 w271\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a14517\">citado<div class=\"d0 w468\">\u00a0</div>almac\u00e9n).<div class=\"d0 w633\">\u00a0</div>Asimismo,<div class=\"d0 w162\">\u00a0</div>este<div class=\"d0 w377\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w291\">\u00a0</div>recoge<div class=\"d0 w5\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>resultado<div class=\"d0 w468\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>otros<div class=\"d0 w382\">\u00a0</div>activos<div class=\"d0 w222\">\u00a0</div>(\u201cterrenos<div class=\"d0 w287\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t1057\" id=\"a14522\">construcciones\u201d) vendidos durante el presente ejercicio<div class=\"d0 w325\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l2153 t1058\" id=\"a14523\">v\u00e9ase nota 5</div><div class=\"po0 fs14 cl2 l2149 t1057\" id=\"a14524\">). </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a14527\">En<div class=\"d0 w32\">\u00a0</div>2024, el<div class=\"d0 w223\">\u00a0</div>ep\u00edgrafe de </div><div class=\"po0 fs26 cl2 l2154 t3538\" id=\"a14528\">\u201cOtros ingresos\u201d </div><div class=\"po0 fs14 cl2 l574 t1061\" id=\"a14529\">incluye el<div class=\"d0 w344\">\u00a0</div>ingreso derivado<div class=\"d0 w345\">\u00a0</div>del laudo<div class=\"d0 w165\">\u00a0</div>dictado<div class=\"d0 w303\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>el<div class=\"d0 w439\">\u00a0</div></div><div class=\"po0 fs26 cl2 l340 t3539\" id=\"a14530\">Centro<div class=\"d0 w208\">\u00a0</div>de<div class=\"d0 w553\">\u00a0</div>Arbitragem<div class=\"d0 w441\">\u00a0</div>Comercial<div class=\"d0 w407\">\u00a0</div>da<div class=\"d0 w407\">\u00a0</div>C\u00e2mara<div class=\"d0 w428\">\u00a0</div>do<div class=\"d0 w509\">\u00a0</div>Com\u00e9rcio<div class=\"d0 w831\">\u00a0</div>e<div class=\"d0 w151\">\u00a0</div>Ind\u00fastria<div class=\"d0 w244\">\u00a0</div>Portuguesa<div class=\"d0 w565\">\u00a0</div>(\u201cTribunal<div class=\"d0 w544\">\u00a0</div>de </div><div class=\"po0 fs26 cl2 l340 t3540\" id=\"a14532\">Arbitraje\u201d)</div><div class=\"po0 fs14 cl2 l2155 t3541\" id=\"a14533\"><div class=\"d0 w613\">\u00a0</div>el 22 de febrero de 2024 a favor<div class=\"d0 w516\">\u00a0</div>de la Sociedad, el cual declara que<div class=\"d0 w561\">\u00a0</div>Cofina incumpli\u00f3 </div><div class=\"po0 fs14 cl2 l340 t2268\" id=\"a14535\">sus<div class=\"d0 w245\">\u00a0</div>obligaciones<div class=\"d0 w246\">\u00a0</div>derivadas<div class=\"d0 w18\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>contrato<div class=\"d0 w9\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>compraventa de<div class=\"d0 w379\">\u00a0</div>acciones<div class=\"d0 w395\">\u00a0</div>suscrito<div class=\"d0 w8\">\u00a0</div>entre<div class=\"d0 w34\">\u00a0</div>PRISA<div class=\"d0 w366\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t2269\" id=\"a14536\">Cofina en septiembre de 2019 relativo a la venta de<div class=\"d0 w561\">\u00a0</div>la totalidad de las acciones de Vertix SGPS, </div><div class=\"po0 fs14 cl2 l340 t3542\" id=\"a14538\">S.A.<div class=\"d0 w17\">\u00a0</div>(propietario de<div class=\"d0 w395\">\u00a0</div>Media Capital)<div class=\"d0 w361\">\u00a0</div>y que,<div class=\"d0 w287\">\u00a0</div>por tanto,<div class=\"d0 w229\">\u00a0</div>dicho contrato<div class=\"d0 w361\">\u00a0</div>qued\u00f3 resuelto<div class=\"d0 w486\">\u00a0</div>de pleno </div><div class=\"po0 fs14 cl2 l340 t3543\" id=\"a14539\">derecho el<div class=\"d0 w161\">\u00a0</div>11 de<div class=\"d0 w391\">\u00a0</div>marzo de<div class=\"d0 w175\">\u00a0</div>2020. Es<div class=\"d0 w233\">\u00a0</div>en esta<div class=\"d0 w224\">\u00a0</div>fecha cuando<div class=\"d0 w248\">\u00a0</div>Cofina renunci\u00f3<div class=\"d0 w164\">\u00a0</div>voluntariamente a </div><div class=\"po0 fs14 cl2 l340 t3544\" id=\"a14542\">continuar con<div class=\"d0 w234\">\u00a0</div>la ampliaci\u00f3n de<div class=\"d0 w345\">\u00a0</div>capital aprobada por<div class=\"d0 w56\">\u00a0</div>sus accionistas<div class=\"d0 w23\">\u00a0</div>con fecha 29<div class=\"d0 w247\">\u00a0</div>de enero<div class=\"d0 w236\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3545\" id=\"a14545\">2020 para financiar parte del precio de la compraventa, incumpliendo<div class=\"d0 w125\">\u00a0</div>con ello lo previsto en el </div><div class=\"po0 fs14 cl2 l340 t3546\" id=\"a14546\">contrato<div class=\"d0 w400\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>compraventa<div class=\"d0 w544\">\u00a0</div>(tal<div class=\"d0 w438\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>como<div class=\"d0 w212\">\u00a0</div>ha<div class=\"d0 w195\">\u00a0</div>ratificado<div class=\"d0 w552\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>citado<div class=\"d0 w263\">\u00a0</div>laudo),<div class=\"d0 w1023\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>produci\u00e9ndose<div class=\"d0 w209\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3547\" id=\"a14547\">terminaci\u00f3n<div class=\"d0 w1168\">\u00a0</div>del mismo. </div><div class=\"po0 fs14 cl2 l340 t3548\" id=\"a14551\">Conforme<div class=\"d0 w367\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>laudo<div class=\"d0 w165\">\u00a0</div>dictado,<div class=\"d0 w286\">\u00a0</div>PRISA<div class=\"d0 w345\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>tenido<div class=\"d0 w235\">\u00a0</div>derecho<div class=\"d0 w286\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>percibir<div class=\"d0 w200\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>anticipo<div class=\"d0 w245\">\u00a0</div>depositado<div class=\"d0 w31\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t3549\" id=\"a14552\">Cofina en<div class=\"d0 w98\">\u00a0</div>una cuenta<div class=\"d0 w230\">\u00a0</div>escrow (como<div class=\"d0 w49\">\u00a0</div>garant\u00eda de<div class=\"d0 w174\">\u00a0</div>la operaci\u00f3n<div class=\"d0 w129\">\u00a0</div>y anticipo<div class=\"d0 w229\">\u00a0</div>del precio<div class=\"d0 w171\">\u00a0</div>acordado) </div><div class=\"po0 fs14 cl2 l340 t3550\" id=\"a14553\">por importe de 10.000 miles de euros, obligando a Cofina a<div class=\"d0 w140\">\u00a0</div>tomar todas las acciones necesarias </div><div class=\"po0 fs14 cl2 l340 t3551\" id=\"a14555\">para que<div class=\"d0 w383\">\u00a0</div>dicha cantidad pasara<div class=\"d0 w171\">\u00a0</div>a estar<div class=\"d0 w22\">\u00a0</div>disponible para la<div class=\"d0 w230\">\u00a0</div>Sociedad. Con fecha<div class=\"d0 w383\">\u00a0</div>1 de marzo<div class=\"d0 w421\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3552\" id=\"a14558\">2024 fue transferido el importe<div class=\"d0 w295\">\u00a0</div>depositado en la citada cuenta escrow a<div class=\"d0 w49\">\u00a0</div>otra cuenta bancaria a </div><div class=\"po0 fs14 cl2 l340 t3553\" id=\"a14559\">nombre de la Sociedad, estando por tanto disponible.<div class=\"d0 w1169\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1938\" id=\"a14563\">Lo anterior ha tenido<div class=\"d0 w411\">\u00a0</div>un impacto<div class=\"d0 w342\">\u00a0</div>positivo en la cuenta<div class=\"d0 w354\">\u00a0</div>de resultados<div class=\"d0 w532\">\u00a0</div>consolidada del Grupo<div class=\"d0 w331\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l340 t3554\" id=\"a14564\">ejercicio 2024 de 10.000 miles<div class=\"d0 w58\">\u00a0</div>de euros (dando de baja el<div class=\"d0 w418\">\u00a0</div>pasivo registrado en \u201c</div><div class=\"po0 fs26 cl2 l647 t3555\" id=\"a14567\">Otras deudas no </div><div class=\"po0 fs26 cl2 l340 t3556\" id=\"a14568\">comerciales</div><div class=\"po0 fs14 cl2 l2156 t3557\" id=\"a14569\">\u201d </div><div class=\"po0 fs26 cl2 l2157 t3556\" id=\"a14570\">(v\u00e9ase nota 9d)</div><div class=\"po0 fs14 cl2 l2158 t3557\" id=\"a14571\">) minorado por los costes del arbitraje y otros<div class=\"d0 w392\">\u00a0</div>an\u00e1logos, en la medida </div><div class=\"po0 fs14 cl2 l340 t3558\" id=\"a14572\">en que, a<div class=\"d0 w39\">\u00a0</div>ra\u00edz de dicha resoluci\u00f3n, y<div class=\"d0 w296\">\u00a0</div>no antes, la realizaci\u00f3n del<div class=\"d0 w56\">\u00a0</div>ingreso ha sido pr\u00e1cticamente </div><div class=\"po0 fs14 cl2 l340 t3559\" id=\"a14573\">cierta,<div class=\"d0 w226\">\u00a0</div>perdiendo<div class=\"d0 w483\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>car\u00e1cter<div class=\"d0 w486\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>contingente.<div class=\"d0 w235\">\u00a0</div>Esta<div class=\"d0 w233\">\u00a0</div>resoluci\u00f3n<div class=\"d0 w391\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>disponibilidad<div class=\"d0 w369\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>favor<div class=\"d0 w340\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t3560\" id=\"a14575\">PRISA del importe que estaba depositado en la cuenta escrow<div class=\"d0 w251\">\u00a0</div>es independiente del proceso de </div><div class=\"po0 fs14 cl2 l340 t3561\" id=\"a14577\">venta de Media Capital que se ejecut\u00f3 con posterioridad al 11 de marzo de<div class=\"d0 w299\">\u00a0</div>2020.<div class=\"d0 w440\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t3562\" id=\"a14580\"><div class=\"d0 w981\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t3563\" id=\"a14582\">Asimismo,<div class=\"d0 w379\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Tribunal<div class=\"d0 w335\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>Arbitraje<div class=\"d0 w297\">\u00a0</div>ha<div class=\"d0 w340\">\u00a0</div>condenado<div class=\"d0 w222\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>Cofina<div class=\"d0 w160\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>pagar<div class=\"d0 w378\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>PRISA<div class=\"d0 w292\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>intereses </div><div class=\"po0 fs14 cl2 l340 t3564\" id=\"a14583\">devengados desde el 11 de marzo de 2020 hasta la fecha final del pago del importe depositado </div><div class=\"po0 fs14 cl2 l340 t3565\" id=\"a14584\">en la cuenta escrow (</div><div class=\"po0 fs26 cl2 l2159 t3566\" id=\"a14587\">v\u00e9ase nota 15</div><div class=\"po0 fs14 cl2 l2160 t3565\" id=\"a14588\">).<div class=\"d0 w1170\">\u00a0</div></div></div></div></div></div></div></div><div class=\"po1 w198 h281 lh0\" id=\"TextBlockContainer2812\"><div class=\"po0 l342 t756 f0\" id=\"div_2806_XBRL_TS_9cf8bf5fcda84d36ab306a7b682312a5_2\"><div class=\"po1 w198 h281 lh0\" id=\"TextBlockContainer2810\"><div class=\"po0 l342 t756 f0\" id=\"div_2807_XBRL_TS_6f896cb967d34c1b8b153cc7be945d56_2\"><div class=\"po1 w198 h281 lh0\" id=\"TextBlockContainer2808\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2072 t3588 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l330 t3589 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l744 t3589 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l632 t3589 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l2072 t3589 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l330 t3590 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l744 t3590 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l632 t3590 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2072 t3590 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l330 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l744 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l632 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2072 t2517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l330 t3591 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l744 t3591 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l632 t3591 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2072 t3591 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l330 t3592 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l744 t3592 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l632 t3592 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l2072 t3592 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l330 t3593 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l744 t3593 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l632 t3593 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2072 t3593 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l330 t3594 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l744 t3594 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l632 t3594 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h280 l2072 t3594 bgc0\">\u00a0</div>\n<div class=\"w1182 po0 h41 l2189 t3595 bgc3\">\u00a0</div>\n<div class=\"w1183 po0 h33 l2191 t3596 bgc3\">\u00a0</div>\n<div class=\"w1043 po0 h41 l2187 t3595 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l1981 t3596 bgc3\">\u00a0</div>\n<div class=\"w1043 po0 h41 l2188 t3595 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h33 l1878 t3596 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3597 bgc0\">\u00a0</div>\n<div class=\"w1184 po0 h12 l2189 t3597 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l744 t3597 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2187 t3597 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l632 t3597 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2188 t3597 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2072 t3597 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l330 t3598 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t1609 bgc0\">\u00a0</div>\n<div class=\"w1184 po0 h12 l2189 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l744 t3598 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l744 t1609 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2187 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l632 t3598 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l632 t1609 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2188 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2072 t3598 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2072 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2072 t1609 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2808\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a14601\">El<div class=\"d0 w155\">\u00a0</div>cuadro<div class=\"d0 w157\">\u00a0</div>siguiente<div class=\"d0 w346\">\u00a0</div>muestra<div class=\"d0 w526\">\u00a0</div>el<div class=\"d0 w598\">\u00a0</div>desglose<div class=\"d0 w638\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>los<div class=\"d0 w672\">\u00a0</div>ingresos<div class=\"d0 w526\">\u00a0</div>del<div class=\"d0 w157\">\u00a0</div>Grupo<div class=\"d0 w444\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>acuerdo<div class=\"d0 w445\">\u00a0</div>con<div class=\"d0 w640\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l540 t816\" id=\"a14602\">distribuci\u00f3n geogr\u00e1fica de las entidades que los originan (en<div class=\"d0 w515\">\u00a0</div>miles de euros): </div><div class=\"po0 fs39 cl2 l2192 t3599\" id=\"a14606\">Venta de </div><div class=\"po0 fs39 cl2 l2193 t3600\" id=\"a14607\">publicidad </div><div class=\"po0 fs39 cl2 l2194 t3599\" id=\"a14609\">Venta de </div><div class=\"po0 fs39 cl2 l1773 t3600\" id=\"a14610\">educaci\u00f3n </div><div class=\"po0 fs39 cl2 l850 t3601\" id=\"a14612\">Circulaci\u00f3n </div><div class=\"po0 fs39 cl2 l1105 t3601\" id=\"a14614\">Otros </div><div class=\"po0 fs39 cl2 l1020 t3599\" id=\"a14616\">Ingresos de </div><div class=\"po0 fs39 cl2 l2195 t3600\" id=\"a14617\">explotaci\u00f3n </div><div class=\"po0 fs38 cl2 l2196 t3602\" id=\"a14619\">2024 </div><div class=\"po0 fs38 cl2 l2197 t3602\" id=\"a14621\">2023 </div><div class=\"po0 fs38 cl2 l638 t3602\" id=\"a14623\">2024 </div><div class=\"po0 fs38 cl2 l996 t3602\" id=\"a14625\">2023 </div><div class=\"po0 fs38 cl2 l2198 t3602\" id=\"a14627\">2024 </div><div class=\"po0 fs38 cl2 l2199 t3602\" id=\"a14629\">2023 </div><div class=\"po0 fs38 cl2 l1923 t3602\" id=\"a14631\">2024 </div><div class=\"po0 fs38 cl2 l2200 t3602\" id=\"a14633\">2023 </div><div class=\"po0 fs38 cl2 l779 t3602\" id=\"a14635\">2024 </div><div class=\"po0 fs38 cl2 l2201 t3602\" id=\"a14637\">2023 </div><div class=\"po0 fs39 cl2 l556 t3603\" id=\"a14639\">Europa </div><div class=\"po0 fs39 cl2 l2202 t3603\" id=\"a14641\">260.524 </div><div class=\"po0 fs39 cl2 l2203 t3603\" id=\"a14643\">248.248 </div><div class=\"po0 fs39 cl2 l491 t3603\" id=\"a14645\">- </div><div class=\"po0 fs39 cl2 l978 t3603\" id=\"a14647\">75 </div><div class=\"po0 fs39 cl2 l950 t3603\" id=\"a14649\">57.650 </div><div class=\"po0 fs39 cl2 l1011 t3603\" id=\"a14651\">55.551 </div><div class=\"po0 fs39 cl2 l1537 t3603\" id=\"a14653\">53.904 </div><div class=\"po0 fs39 cl2 l2055 t3603\" id=\"a14655\">45.619 </div><div class=\"po0 fs39 cl2 l1249 t3603\" id=\"a14657\">372.078 </div><div class=\"po0 fs39 cl2 l2204 t3603\" id=\"a14659\">349.493 </div><div class=\"po0 fs38 cl2 l556 t2098\" id=\"a14661\">Espa\u00f1a </div><div class=\"po0 fs38 cl2 l2202 t2098\" id=\"a14663\">260.524 </div><div class=\"po0 fs38 cl2 l2203 t2098\" id=\"a14665\">248.248 </div><div class=\"po0 fs38 cl2 l491 t2098\" id=\"a14667\">- </div><div class=\"po0 fs38 cl2 l2205 t2098\" id=\"a14669\">- </div><div class=\"po0 fs38 cl2 l950 t2098\" id=\"a14671\">57.650 </div><div class=\"po0 fs38 cl2 l1011 t2098\" id=\"a14673\">55.551 </div><div class=\"po0 fs38 cl2 l1537 t2098\" id=\"a14675\">53.904 </div><div class=\"po0 fs38 cl2 l2055 t2098\" id=\"a14677\">45.611 </div><div class=\"po0 fs38 cl2 l1249 t2098\" id=\"a14679\">372.078 </div><div class=\"po0 fs38 cl2 l2204 t2098\" id=\"a14681\">349.410 </div><div class=\"po0 fs38 cl2 l556 t2431\" id=\"a14683\">Resto de Europa </div><div class=\"po0 fs38 cl2 l2206 t2431\" id=\"a14685\">- </div><div class=\"po0 fs38 cl2 l2207 t2431\" id=\"a14687\">- </div><div class=\"po0 fs38 cl2 l491 t2431\" id=\"a14689\">- </div><div class=\"po0 fs38 cl2 l978 t2431\" id=\"a14691\">75 </div><div class=\"po0 fs38 cl2 l840 t2431\" id=\"a14693\">- </div><div class=\"po0 fs38 cl2 l1693 t2431\" id=\"a14695\">- </div><div class=\"po0 fs38 cl2 l2208 t2431\" id=\"a14697\">- </div><div class=\"po0 fs38 cl2 l2209 t2431\" id=\"a14699\">8 </div><div class=\"po0 fs38 cl2 l2210 t2431\" id=\"a14701\">- </div><div class=\"po0 fs38 cl2 l2211 t2431\" id=\"a14703\">83 </div><div class=\"po0 fs39 cl2 l556 t3604\" id=\"a14705\">Am\u00e9rica </div><div class=\"po0 fs39 cl2 l2212 t3604\" id=\"a14707\">73.512 </div><div class=\"po0 fs39 cl2 l636 t3604\" id=\"a14709\">76.861 </div><div class=\"po0 fs39 cl2 l2213 t3604\" id=\"a14711\">458.460 </div><div class=\"po0 fs39 cl2 l2214 t3604\" id=\"a14713\">511.841 </div><div class=\"po0 fs39 cl2 l840 t3604\" id=\"a14715\">- </div><div class=\"po0 fs39 cl2 l1693 t3604\" id=\"a14717\">- </div><div class=\"po0 fs39 cl2 l1537 t3604\" id=\"a14719\">15.492 </div><div class=\"po0 fs39 cl2 l2215 t3604\" id=\"a14721\">9.215 </div><div class=\"po0 fs39 cl2 l1249 t3604\" id=\"a14723\">547.464 </div><div class=\"po0 fs39 cl2 l2204 t3604\" id=\"a14725\">597.917 </div><div class=\"po0 fs38 cl2 l556 t2910\" id=\"a14727\">Colombia </div><div class=\"po0 fs38 cl2 l2212 t2910\" id=\"a14729\">46.506 </div><div class=\"po0 fs38 cl2 l636 t2910\" id=\"a14731\">47.556 </div><div class=\"po0 fs38 cl2 l695 t2910\" id=\"a14733\">41.344 </div><div class=\"po0 fs38 cl2 l2216 t2910\" id=\"a14735\">34.553 </div><div class=\"po0 fs38 cl2 l840 t2910\" id=\"a14737\">- </div><div class=\"po0 fs38 cl2 l1693 t2910\" id=\"a14739\">- </div><div class=\"po0 fs38 cl2 l1540 t2910\" id=\"a14741\">2.005 </div><div class=\"po0 fs38 cl2 l2217 t2910\" id=\"a14743\">791 </div><div class=\"po0 fs38 cl2 l2218 t2910\" id=\"a14745\">89.855 </div><div class=\"po0 fs38 cl2 l1694 t2910\" id=\"a14747\">82.900 </div><div class=\"po0 fs38 cl2 l556 t3605\" id=\"a14749\">Brasil </div><div class=\"po0 fs38 cl2 l2206 t3605\" id=\"a14751\">- </div><div class=\"po0 fs38 cl2 l2207 t3605\" id=\"a14753\">- </div><div class=\"po0 fs38 cl2 l2213 t3605\" id=\"a14755\">176.465 </div><div class=\"po0 fs38 cl2 l2214 t3605\" id=\"a14757\">218.271 </div><div class=\"po0 fs38 cl2 l840 t3605\" id=\"a14759\">- </div><div class=\"po0 fs38 cl2 l1693 t3605\" id=\"a14761\">- </div><div class=\"po0 fs38 cl2 l1540 t3605\" id=\"a14763\">2.882 </div><div class=\"po0 fs38 cl2 l2215 t3605\" id=\"a14765\">1.196 </div><div class=\"po0 fs38 cl2 l1249 t3605\" id=\"a14767\">179.347 </div><div class=\"po0 fs38 cl2 l2204 t3605\" id=\"a14769\">219.467 </div><div class=\"po0 fs38 cl2 l556 t3606\" id=\"a14771\">M\u00e9xico </div><div class=\"po0 fs38 cl2 l2219 t3606\" id=\"a14773\">3.018 </div><div class=\"po0 fs38 cl2 l2220 t3606\" id=\"a14775\">2.441 </div><div class=\"po0 fs38 cl2 l695 t3606\" id=\"a14777\">98.041 </div><div class=\"po0 fs38 cl2 l2214 t3606\" id=\"a14779\">100.759 </div><div class=\"po0 fs38 cl2 l840 t3606\" id=\"a14781\">- </div><div class=\"po0 fs38 cl2 l1693 t3606\" id=\"a14783\">- </div><div class=\"po0 fs38 cl2 l1540 t3606\" id=\"a14785\">4.271 </div><div class=\"po0 fs38 cl2 l2217 t3606\" id=\"a14787\">755 </div><div class=\"po0 fs38 cl2 l1249 t3606\" id=\"a14789\">105.330 </div><div class=\"po0 fs38 cl2 l2204 t3606\" id=\"a14791\">103.955 </div><div class=\"po0 fs38 cl2 l556 t3607\" id=\"a14793\">Chile </div><div class=\"po0 fs38 cl2 l2212 t3607\" id=\"a14795\">20.875 </div><div class=\"po0 fs38 cl2 l636 t3607\" id=\"a14797\">22.327 </div><div class=\"po0 fs38 cl2 l695 t3607\" id=\"a14799\">16.689 </div><div class=\"po0 fs38 cl2 l2216 t3607\" id=\"a14801\">18.235 </div><div class=\"po0 fs38 cl2 l840 t3607\" id=\"a14803\">- </div><div class=\"po0 fs38 cl2 l1693 t3607\" id=\"a14805\">- </div><div class=\"po0 fs38 cl2 l1540 t3607\" id=\"a14807\">1.442 </div><div class=\"po0 fs38 cl2 l2217 t3607\" id=\"a14809\">756 </div><div class=\"po0 fs38 cl2 l2218 t3607\" id=\"a14811\">39.006 </div><div class=\"po0 fs38 cl2 l1694 t3607\" id=\"a14813\">41.318 </div><div class=\"po0 fs38 cl2 l556 t2362\" id=\"a14815\">Argentina </div><div class=\"po0 fs38 cl2 l2206 t2362\" id=\"a14817\">- </div><div class=\"po0 fs38 cl2 l2207 t2362\" id=\"a14819\">- </div><div class=\"po0 fs38 cl2 l695 t2362\" id=\"a14821\">21.071 </div><div class=\"po0 fs38 cl2 l2216 t2362\" id=\"a14823\">38.390 </div><div class=\"po0 fs38 cl2 l840 t2362\" id=\"a14825\">- </div><div class=\"po0 fs38 cl2 l1693 t2362\" id=\"a14827\">- </div><div class=\"po0 fs38 cl2 l2221 t2362\" id=\"a14829\">79 </div><div class=\"po0 fs38 cl2 l2217 t2362\" id=\"a14831\">153 </div><div class=\"po0 fs38 cl2 l2218 t2362\" id=\"a14833\">21.150 </div><div class=\"po0 fs38 cl2 l1694 t2362\" id=\"a14835\">38.543 </div><div class=\"po0 fs38 cl2 l556 t3608\" id=\"a14837\">Resto de Am\u00e9rica </div><div class=\"po0 fs38 cl2 l2219 t3608\" id=\"a14839\">3.113 </div><div class=\"po0 fs38 cl2 l2220 t3608\" id=\"a14841\">4.537 </div><div class=\"po0 fs38 cl2 l2213 t3608\" id=\"a14843\">104.850 </div><div class=\"po0 fs38 cl2 l2214 t3608\" id=\"a14845\">101.633 </div><div class=\"po0 fs38 cl2 l840 t3608\" id=\"a14847\">- </div><div class=\"po0 fs38 cl2 l1693 t3608\" id=\"a14849\">- </div><div class=\"po0 fs38 cl2 l1540 t3608\" id=\"a14851\">4.813 </div><div class=\"po0 fs38 cl2 l2215 t3608\" id=\"a14853\">5.564 </div><div class=\"po0 fs38 cl2 l1249 t3608\" id=\"a14855\">112.776 </div><div class=\"po0 fs38 cl2 l2204 t3608\" id=\"a14857\">111.734 </div><div class=\"po0 fs39 cl2 l556 t3609\" id=\"a14859\">Total </div><div class=\"po0 fs39 cl2 l2202 t3609\" id=\"a14861\">334.036 </div><div class=\"po0 fs39 cl2 l2203 t3609\" id=\"a14863\">325.109 </div><div class=\"po0 fs39 cl2 l2213 t3609\" id=\"a14865\">458.460 </div><div class=\"po0 fs39 cl2 l2214 t3609\" id=\"a14867\">511.916 </div><div class=\"po0 fs39 cl2 l950 t3609\" id=\"a14869\">57.650 </div><div class=\"po0 fs39 cl2 l1011 t3609\" id=\"a14871\">55.551 </div><div class=\"po0 fs39 cl2 l1537 t3609\" id=\"a14873\">69.396 </div><div class=\"po0 fs39 cl2 l2055 t3609\" id=\"a14875\">54.834 </div><div class=\"po0 fs39 cl2 l1249 t3609\" id=\"a14877\">919.542 </div><div class=\"po0 fs39 cl2 l2204 t3609\" id=\"a14879\">947.410 </div><div class=\"po0 fs14 cl2 l540 t3610\" id=\"a14883\">El cuadro siguiente muestra el desglose de los ingresos del Grupo por tipo de cliente (en miles </div><div class=\"po0 fs14 cl2 l540 t3611\" id=\"a14884\">de euros): </div><div class=\"po0 fs38 cl2 l835 t3612\" id=\"a14889\">2024 </div><div class=\"po0 fs38 cl2 l2222 t3612\" id=\"a14891\">2023 </div><div class=\"po0 fs38 cl2 l2223 t3613\" id=\"a14893\"><div class=\"d0 w15\">\u00a0</div></div><div class=\"po0 fs39 cl2 l2053 t3614\" id=\"a14897\">Venta de publicidad </div><div class=\"po0 fs39 cl2 l1339 t3614\" id=\"a14899\">334.036 </div><div class=\"po0 fs39 cl2 l578 t3614\" id=\"a14901\">325.109 </div><div class=\"po0 fs38 cl2 l2053 t3615\" id=\"a14903\">Digital </div><div class=\"po0 fs38 cl2 l2224 t3615\" id=\"a14905\">80.713 </div><div class=\"po0 fs38 cl2 l2217 t3615\" id=\"a14907\">80.871 </div><div class=\"po0 fs38 cl2 l2053 t3616\" id=\"a14909\">No digital </div><div class=\"po0 fs38 cl2 l1339 t3616\" id=\"a14911\">253.323 </div><div class=\"po0 fs38 cl2 l578 t3616\" id=\"a14913\">244.238 </div><div class=\"po0 fs39 cl2 l2053 t3617\" id=\"a14918\">Venta de educaci\u00f3n </div><div class=\"po0 fs39 cl2 l1339 t3617\" id=\"a14920\">458.460 </div><div class=\"po0 fs39 cl2 l578 t3617\" id=\"a14922\">511.916 </div><div class=\"po0 fs44 cl2 l2053 t3618\" id=\"a14924\">Privado </div><div class=\"po0 fs44 cl2 l1339 t3618\" id=\"a14926\">329.749 </div><div class=\"po0 fs44 cl2 l578 t3618\" id=\"a14928\">329.512 </div><div class=\"po0 fs38 cl2 l2225 t3619\" id=\"a14930\">Sistema de suscripci\u00f3n </div><div class=\"po0 fs38 cl2 l1339 t3619\" id=\"a14932\">225.688 </div><div class=\"po0 fs38 cl2 l578 t3619\" id=\"a14934\">209.305 </div><div class=\"po0 fs38 cl2 l2225 t3620\" id=\"a14936\">Did\u00e1ctico </div><div class=\"po0 fs38 cl2 l1339 t3620\" id=\"a14938\">104.061 </div><div class=\"po0 fs38 cl2 l578 t3620\" id=\"a14940\">120.207 </div><div class=\"po0 fs44 cl2 l2053 t3621\" id=\"a14942\">Brasil P\u00fablico </div><div class=\"po0 fs44 cl2 l1339 t3621\" id=\"a14944\">104.984 </div><div class=\"po0 fs44 cl2 l578 t3621\" id=\"a14946\">140.664 </div><div class=\"po0 fs44 cl2 l2053 t3622\" id=\"a14948\">Otros mercados </div><div class=\"po0 fs44 cl2 l2224 t3622\" id=\"a14950\">23.727 </div><div class=\"po0 fs44 cl2 l2217 t3622\" id=\"a14952\">41.740 </div><div class=\"po0 fs45 cl2 l2053 t3623\" id=\"a14954\"><div class=\"d0 w14\">\u00a0</div></div><div class=\"po0 fs39 cl2 l2053 t3624\" id=\"a14958\">Circulaci\u00f3n </div><div class=\"po0 fs39 cl2 l2224 t3624\" id=\"a14960\">57.650 </div><div class=\"po0 fs39 cl2 l2217 t3624\" id=\"a14962\">55.551 </div><div class=\"po0 fs38 cl2 l2053 t3625\" id=\"a14964\">Digital<div class=\"d0 w632\">\u00a0</div></div><div class=\"po0 fs38 cl2 l2224 t3625\" id=\"a14966\">22.305 </div><div class=\"po0 fs38 cl2 l2217 t3625\" id=\"a14968\">18.281 </div><div class=\"po0 fs38 cl2 l2053 t3626\" id=\"a14970\">No digital </div><div class=\"po0 fs38 cl2 l2224 t3626\" id=\"a14972\">35.345 </div><div class=\"po0 fs38 cl2 l2217 t3626\" id=\"a14974\">37.270 </div><div class=\"po0 fs45 cl2 l2053 t3627\" id=\"a14976\"><div class=\"d0 w14\">\u00a0</div></div><div class=\"po0 fs39 cl2 l2053 t3628\" id=\"a14980\">Otros </div><div class=\"po0 fs39 cl2 l2224 t3628\" id=\"a14982\">69.396 </div><div class=\"po0 fs39 cl2 l2217 t3628\" id=\"a14984\">54.834 </div><div class=\"po0 fs46 cl2 l2053 t3629\" id=\"a14986\"><div class=\"d0 w14\">\u00a0</div></div><div class=\"po0 fs39 cl2 l2053 t3630\" id=\"a14990\">Total </div><div class=\"po0 fs39 cl2 l1339 t3630\" id=\"a14992\">919.542 </div><div class=\"po0 fs39 cl2 l578 t3630\" id=\"a14994\">947.410 </div></div></div></div></div></div></div><div class=\"po1 w1190 h284 lh0\" id=\"TextBlockContainer2821\"><div class=\"po0 l342 t756 f0\" id=\"div_2815_XBRL_TS_9cf8bf5fcda84d36ab306a7b682312a5_3\"><div class=\"po1 w1190 h284 lh0\" id=\"TextBlockContainer2819\"><div class=\"po0 l342 t756 f0\" id=\"div_2816_XBRL_TS_6f896cb967d34c1b8b153cc7be945d56_3\"><div class=\"po1 w1190 h284 lh0\" id=\"TextBlockContainer2817\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1563 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1563 t759 bgc0\">\u00a0</div>\n<div class=\"w1142 po0 h12 l310 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t759 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1563 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2226 t2749 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1563 t3631 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l310 t3631 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2227 t3631 bgc0\">\u00a0</div>\n<div class=\"w1185 po0 h12 l2228 t3631 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t3631 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1563 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2227 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2226 t2750 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2141 t3632 bgc0\">\u00a0</div>\n<div class=\"w1186 po0 h12 l2142 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1563 t3632 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l310 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2227 t3632 bgc0\">\u00a0</div>\n<div class=\"w1185 po0 h12 l2228 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t3632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2140 t3369 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1563 t3369 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2227 t3369 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2226 t3369 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2140 t3633 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l1563 t3633 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2227 t3633 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2226 t3633 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h283 l2140 t3077 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h283 l1563 t3077 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h283 l2227 t3077 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h283 l2226 t3077 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2140 t3079 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3634 bgc0\">\u00a0</div>\n<div class=\"w1187 po0 h12 l2141 t3634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l1563 t3079 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1563 t3634 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l310 t3634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2227 t3079 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2227 t3634 bgc0\">\u00a0</div>\n<div class=\"w1185 po0 h12 l2228 t3634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2226 t3079 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t3634 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2226 t3634 bgc0\">\u00a0</div>\n<div class=\"po1 w1190 z0\" id=\"TextContainer2817\"><div class=\"po0 fs14 cl4 l451 t756\" id=\"a15006\">. </div><div class=\"po0 fs14 cl2 l451 t816\" id=\"a15008\">El detalle de los saldos de contratos del Grupo afectos a la NIIF 15 es el<div class=\"d0 w342\">\u00a0</div>siguiente: </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a15011\"><div class=\"d0 w1037\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1772 t3635\" id=\"a15015\">Miles de euros </div><div class=\"po0 fs38 cl2 l552 t3636\" id=\"a15018\">2024 </div><div class=\"po0 fs38 cl2 l569 t3636\" id=\"a15020\">2023 </div><div class=\"po0 fs38 cl2 l2146 t3637\" id=\"a15022\">Clientes por ventas y prestaci\u00f3n de servicios<div class=\"d0 w1188\">\u00a0</div>(</div><div class=\"po0 fs42 cl2 l851 t3445\" id=\"a15023\">v\u00e9ase nota 9b)</div><div class=\"po0 fs38 cl2 l755 t3637\" id=\"a15025\">289.678 </div><div class=\"po0 fs38 cl2 l2229 t3637\" id=\"a15027\">300.027 </div><div class=\"po0 fs38 cl2 l2146 t3638\" id=\"a15029\">Correcciones de valor por deterioro<div class=\"d0 w839\">\u00a0</div>(clientes por ventas y </div><div class=\"po0 fs38 cl2 l2146 t3639\" id=\"a15030\">prestaci\u00f3n de servicios) </div><div class=\"po0 fs42 cl2 l2230 t3640\" id=\"a15031\">(v\u00e9ase nota 9b)</div><div class=\"po0 fs38 cl2 l571 t3641\" id=\"a15033\">(45.048) </div><div class=\"po0 fs38 cl2 l2231 t3641\" id=\"a15035\">(48.022) </div><div class=\"po0 fs38 cl2 l2146 t3642\" id=\"a15037\">Otros pasivos corrientes \u2013 obligaciones<div class=\"d0 w1071\">\u00a0</div>pendientes de satisfacer </div><div class=\"po0 fs42 cl2 l2146 t3643\" id=\"a15042\"><div class=\"d0 w1189\">\u00a0</div>(v\u00e9ase nota 9e)</div><div class=\"po0 fs38 cl2 l571 t3644\" id=\"a15045\">(44.052) </div><div class=\"po0 fs38 cl2 l2231 t3644\" id=\"a15047\">(46.888) </div><div class=\"po0 fs38 cl2 l2146 t3645\" id=\"a15049\">Provisi\u00f3n por devoluciones </div><div class=\"po0 fs38 cl2 l571 t2401\" id=\"a15052\">(10.019) </div><div class=\"po0 fs38 cl2 l1277 t2401\" id=\"a15054\">(9.869) </div><div class=\"po0 fs14 cl4 l451 t3646\" id=\"a15058\">.</div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfProfitLossFromOperatingActivitiesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2234 t3650 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h219 l2232 t3651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h219 l2235 t3651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h219 l2234 t3651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2237 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2237 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2238 t3652 bgc0\">\u00a0</div>\n<div class=\"w1040 po0 h12 l2239 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2232 t3652 bgc0\">\u00a0</div>\n<div class=\"w924 po0 h12 l2233 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2235 t3652 bgc0\">\u00a0</div>\n<div class=\"w1191 po0 h12 l2236 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2234 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2237 t2865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2232 t2865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2235 t2865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2234 t2865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2237 t3653 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2232 t3653 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2235 t3653 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2234 t3653 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2237 t3654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2232 t3654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2235 t3654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2234 t3654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2237 t3655 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2232 t3655 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2235 t3655 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2234 t3655 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2237 t3656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2232 t3656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2235 t3656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2234 t3656 bgc0\">\u00a0</div>\n<div class=\"w1041 po0 h35 l2238 t3657 bgc3\">\u00a0</div>\n<div class=\"w1042 po0 h35 l2240 t3657 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h35 l1085 t3657 bgc3\">\u00a0</div>\n<div class=\"w1192 po0 h35 l2241 t3657 bgc3\">\u00a0</div>\n<div class=\"w1191 po0 h35 l2236 t3657 bgc3\">\u00a0</div>\n<div class=\"w1193 po0 h35 l2242 t3657 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2237 t3658 bgc0\">\u00a0</div>\n<div class=\"w1044 po0 h12 l2238 t3658 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2232 t3658 bgc0\">\u00a0</div>\n<div class=\"w924 po0 h12 l2233 t3658 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2235 t3658 bgc0\">\u00a0</div>\n<div class=\"w1191 po0 h12 l2236 t3658 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2234 t3658 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2237 t3657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2237 t3139 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2237 t3139 bgc0\">\u00a0</div>\n<div class=\"w1044 po0 h12 l2238 t3139 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2232 t3657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2232 t3139 bgc0\">\u00a0</div>\n<div class=\"w924 po0 h12 l2233 t3139 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2235 t3657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2235 t3139 bgc0\">\u00a0</div>\n<div class=\"w1191 po0 h12 l2236 t3139 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2234 t3657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2234 t3139 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2234 t3139 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2826\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a15065\">Consumos </div><div class=\"po0 fs14 cl2 l340 t1561\" id=\"a15067\">La composici\u00f3n de los consumos es la siguiente: </div><div class=\"po0 fs32 cl2 l2243 t3659\" id=\"a15071\">Miles de euros </div><div class=\"po0 fs32 cl2 l586 t3660\" id=\"a15073\">2024 </div><div class=\"po0 fs32 cl2 l2244 t3660\" id=\"a15075\">2023 </div><div class=\"po0 fs32 cl2 l2245 t2865\" id=\"a15077\">Papel e impresi\u00f3n </div><div class=\"po0 fs32 cl2 l2246 t2865\" id=\"a15079\">36.503 </div><div class=\"po0 fs32 cl2 l571 t2865\" id=\"a15081\">53.389 </div><div class=\"po0 fs32 cl2 l2245 t3287\" id=\"a15083\">Derechos audiovisuales </div><div class=\"po0 fs32 cl2 l2247 t3287\" id=\"a15085\">4.695 </div><div class=\"po0 fs32 cl2 l588 t3287\" id=\"a15087\">6.452 </div><div class=\"po0 fs32 cl2 l2245 t3661\" id=\"a15089\">Libros </div><div class=\"po0 fs32 cl2 l2246 t3661\" id=\"a15091\">59.604 </div><div class=\"po0 fs32 cl2 l571 t3661\" id=\"a15093\">76.602 </div><div class=\"po0 fs32 cl2 l2245 t3662\" id=\"a15095\">Variaci\u00f3n de existencias<div class=\"d0 w1194\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2248 t3662\" id=\"a15097\">730 </div><div class=\"po0 fs32 cl2 l593 t3662\" id=\"a15099\">(39) </div><div class=\"po0 fs32 cl2 l2245 t3656\" id=\"a15101\">Otros consumos </div><div class=\"po0 fs32 cl2 l2247 t3656\" id=\"a15103\">9.127 </div><div class=\"po0 fs32 cl2 l588 t3656\" id=\"a15105\">9.911 </div><div class=\"po0 fs15 cl2 l2245 t3663\" id=\"a15107\">Total </div><div class=\"po0 fs15 cl2 l993 t3663\" id=\"a15109\">110.659 </div><div class=\"po0 fs15 cl2 l1341 t3663\" id=\"a15111\">146.315 </div><div class=\"po0 fs14 cl2 l340 t3664\" id=\"a15114\">En<div class=\"d0 w551\">\u00a0</div>2024,<div class=\"d0 w441\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>descenso<div class=\"d0 w401\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>gasto<div class=\"d0 w540\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>ep\u00edgrafes<div class=\"d0 w398\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>\u201cPapel<div class=\"d0 w745\">\u00a0</div>e<div class=\"d0 w205\">\u00a0</div>impresi\u00f3n\u201d<div class=\"d0 w202\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>\u201cLibros\u201d<div class=\"d0 w438\">\u00a0</div>est\u00e1 </div><div class=\"po0 fs14 cl2 l340 t3665\" id=\"a15115\">relacionado fundamentalmente<div class=\"d0 w342\">\u00a0</div>con las menores<div class=\"d0 w332\">\u00a0</div>ventas en el<div class=\"d0 w411\">\u00a0</div>segmento de Educaci\u00f3n,<div class=\"d0 w325\">\u00a0</div>las cuales </div><div class=\"po0 fs14 cl2 l340 t3666\" id=\"a15116\">est\u00e1n afectadas por<div class=\"d0 w420\">\u00a0</div>los ciclos educativos<div class=\"d0 w55\">\u00a0</div>de ense\u00f1anza y<div class=\"d0 w9\">\u00a0</div>las novedades curriculares.<div class=\"d0 w55\">\u00a0</div>Adem\u00e1s, </div><div class=\"po0 fs14 cl2 l340 t3667\" id=\"a15118\">en el ejercicio<div class=\"d0 w626\">\u00a0</div>2023 se registraron<div class=\"d0 w422\">\u00a0</div>ventas institucionales<div class=\"d0 w331\">\u00a0</div>extraordinarias en<div class=\"d0 w478\">\u00a0</div>Santillana Argentina, </div><div class=\"po0 fs14 cl2 l340 t3668\" id=\"a15121\">que no se han repetido en 2024. Por otro lado, la disminuci\u00f3n del<div class=\"d0 w353\">\u00a0</div>gasto de \u201cPapel e impresi\u00f3n\u201d </div><div class=\"po0 fs14 cl2 l340 t3669\" id=\"a15124\">en el presente ejercicio se explica por la menor difusi\u00f3n de peri\u00f3dicos f\u00edsicos y el menor precio </div><div class=\"po0 fs14 cl2 l340 t3670\" id=\"a15126\">del coste del papel en el segmento de Media.</div><div class=\"po0 fs25 cl4 l2249 t3671\" id=\"a15128\">..</div></div></div></div></div></div></div><div class=\"po1 w1196 h286 lh0\" id=\"TextBlockContainer2836\"><div class=\"w89 po0 h12 l1131 t1286 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t1286 bgc0\">\u00a0</div>\n<div class=\"w910 po0 h12 l2250 t1286 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t1286 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t1286 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1131 t3404 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2252 t3404 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t3675 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2250 t3675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2034 t3675 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2251 t3675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t3675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1131 t3676 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2034 t3676 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2252 t3676 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2189 t3677 bgc0\">\u00a0</div>\n<div class=\"w1197 po0 h12 l2190 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t3677 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2250 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2034 t3677 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2251 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l330 t2839 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1131 t2839 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2034 t2839 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2252 t2839 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l330 t3678 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1131 t3678 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2034 t3678 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2252 t3678 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l330 t951 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1131 t951 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2034 t951 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2252 t951 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l330 t1818 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1131 t1818 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2034 t1818 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2252 t1818 bgc0\">\u00a0</div>\n<div class=\"w1198 po0 h37 l2253 t3679 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h37 l2254 t3679 bgc3\">\u00a0</div>\n<div class=\"w918 po0 h37 l2255 t3679 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3161 bgc0\">\u00a0</div>\n<div class=\"w1195 po0 h12 l2189 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t3161 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2250 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2034 t3161 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2251 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t3161 bgc0\">\u00a0</div>\n<div class=\"po1 w1196 z0\" id=\"TextContainer2836\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a15132\">La composici\u00f3n de los gastos de personal es la siguiente: </div><div class=\"po0 fs32 cl2 l2243 t3680\" id=\"a15136\">Miles de euros </div><div class=\"po0 fs32 cl2 l2103 t3681\" id=\"a15139\">2024 </div><div class=\"po0 fs32 cl2 l2056 t3681\" id=\"a15141\">2023 </div><div class=\"po0 fs32 cl2 l2256 t3682\" id=\"a15143\">Sueldos y salarios </div><div class=\"po0 fs32 cl2 l753 t3682\" id=\"a15145\">248.793 </div><div class=\"po0 fs32 cl2 l2257 t3682\" id=\"a15147\">243.955 </div><div class=\"po0 fs32 cl2 l2256 t3683\" id=\"a15149\">Cargas sociales </div><div class=\"po0 fs32 cl2 l2258 t3683\" id=\"a15151\">53.478 </div><div class=\"po0 fs32 cl2 l2259 t3683\" id=\"a15153\">51.363 </div><div class=\"po0 fs32 cl2 l2256 t3684\" id=\"a15155\">Indemnizaciones </div><div class=\"po0 fs32 cl2 l2260 t3684\" id=\"a15157\">5.682 </div><div class=\"po0 fs32 cl2 l1958 t3684\" id=\"a15159\">8.262 </div><div class=\"po0 fs32 cl2 l2256 t3685\" id=\"a15161\">Otros gastos sociales </div><div class=\"po0 fs32 cl2 l2258 t3685\" id=\"a15163\">16.006 </div><div class=\"po0 fs32 cl2 l2259 t3685\" id=\"a15165\">16.131 </div><div class=\"po0 fs15 cl2 l2256 t3686\" id=\"a15167\">Total </div><div class=\"po0 fs15 cl2 l753 t3686\" id=\"a15169\">323.959 </div><div class=\"po0 fs15 cl2 l2261 t3687\" id=\"a15171\">319.711</div></div></div><div class=\"po1 w681 h288 lh0\" id=\"TextBlockContainer2858\"><div class=\"po0 l342 t756 f0\" id=\"div_2848_XBRL_TS_e8fe0866288845979492c190d8ce71db\"><div class=\"po1 w681 h288 lh0\" id=\"TextBlockContainer2855\"><div class=\"w1199 po0 h12 l1556 t3689 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2855\"><div class=\"po0 fs26 cl2 l451 t756\" id=\"a15185\">Transacciones con pagos basados en instrumentos de patrimonio </div><div class=\"po0 fs14 cl2 l451 t3690\" id=\"a15187\">Planes de incentivos a medio plazo 2022-2025 (IMPs): </div></div><div class=\"po0 l342 t3717 f0\" id=\"div_2849_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646\"><div class=\"po1 w681 h287 lh0\" id=\"TextBlockContainer2853\"><div class=\"po0 l342 t756 f0\" id=\"div_2850_XBRL_TS_11ddf6ebf6264a5199ddb731cf339585\"><div class=\"po1 w681 h287 lh0\" id=\"TextBlockContainer2851\"><div class=\"po1 w681 z0\" id=\"TextContainer2851\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a15192\">A 31<div class=\"d0 w343\">\u00a0</div>de diciembre<div class=\"d0 w246\">\u00a0</div>de 2024<div class=\"d0 w395\">\u00a0</div>se encontraban<div class=\"d0 w129\">\u00a0</div>en vigor<div class=\"d0 w129\">\u00a0</div>los siguientes<div class=\"d0 w366\">\u00a0</div>planes que<div class=\"d0 w32\">\u00a0</div>est\u00e1n<div class=\"d0 w1200\">\u00a0</div>ligados<div class=\"d0 w1077\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l451 t757\" id=\"a15206\">cumplimiento de objetivos cuantitativos financieros,<div class=\"d0 w50\">\u00a0</div>en los ejercicios 2022,<div class=\"d0 w63\">\u00a0</div>2023, 2024 y 2025<div class=\"d0 w57\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l451 t758\" id=\"a15209\">son<div class=\"d0 w59\">\u00a0</div>pagaderos<div class=\"d0 w58\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>acciones<div class=\"d0 w395\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>PRISA.<div class=\"d0 w34\">\u00a0</div>De<div class=\"d0 w286\">\u00a0</div>cumplirse<div class=\"d0 w32\">\u00a0</div>alguno<div class=\"d0 w9\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>objetivos previstos<div class=\"d0 w531\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l451 t1009\" id=\"a15211\">citados ejercicios, se entregar\u00e1n las acciones a los beneficiarios en tres tercios, en los a\u00f1os 2024, </div><div class=\"po0 fs14 cl2 l451 t818\" id=\"a15212\">2025, 2026, 2027 y 2028, de acuerdo con lo establecido. Son los siguientes: </div><div class=\"po0 fs14 cl2 l2262 t820\" id=\"a15217\">i.</div><div class=\"po0 fs14 cl2 l2155 t820\" id=\"a15218\"><div class=\"d0 w613\">\u00a0</div>Plan de<div class=\"d0 w484\">\u00a0</div>incentivos 2022-2025 de<div class=\"d0 w229\">\u00a0</div>la CFO<div class=\"d0 w56\">\u00a0</div>de PRISA<div class=\"d0 w48\">\u00a0</div>(consejera ejecutiva<div class=\"d0 w24\">\u00a0</div>de PRISA)<div class=\"d0 w32\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l2263 t406\" id=\"a15222\">v\u00e9ase </div><div class=\"po0 fs26 cl2 l2155 t3691\" id=\"a15223\">nota 21</div><div class=\"po0 fs14 cl2 l2264 t821\" id=\"a15224\">). </div><div class=\"po0 fs14 cl2 l873 t3692\" id=\"a15227\">ii.</div><div class=\"po0 fs14 cl2 l2155 t3692\" id=\"a15228\"><div class=\"d0 w613\">\u00a0</div>Plan de<div class=\"d0 w48\">\u00a0</div>incentivos 2022-2025 del<div class=\"d0 w201\">\u00a0</div>Presidente Ejecutivo<div class=\"d0 w39\">\u00a0</div>de Santillana (consejero<div class=\"d0 w201\">\u00a0</div>ejecutivo </div><div class=\"po0 fs14 cl2 l2155 t3693\" id=\"a15232\">de PRISA) (</div><div class=\"po0 fs26 cl2 l2265 t2686\" id=\"a15233\">v\u00e9ase nota 21</div><div class=\"po0 fs14 cl2 ls11 l1058 t3693\" id=\"a15234\">). </div><div class=\"po0 fs14 cl2 l466 t961\" id=\"a15237\">iii.</div><div class=\"po0 fs14 cl2 l2155 t961\" id=\"a15239\"><div class=\"d0 w613\">\u00a0</div>Plan<div class=\"d0 w749\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>incentivos<div class=\"d0 w430\">\u00a0</div>2022-2025<div class=\"d0 w534\">\u00a0</div>del<div class=\"d0 w197\">\u00a0</div>Presidente<div class=\"d0 w159\">\u00a0</div>Ejecutivo<div class=\"d0 w197\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>PRISA<div class=\"d0 w749\">\u00a0</div>Media<div class=\"d0 w347\">\u00a0</div>(consejero </div><div class=\"po0 fs14 cl2 l2155 t962\" id=\"a15243\">ejecutivo de PRISA). Se hace constar<div class=\"d0 w299\">\u00a0</div>que el 26 de febrero de<div class=\"d0 w113\">\u00a0</div>2025 el consejero ejecutivo D. </div><div class=\"po0 fs14 cl2 l2155 t963\" id=\"a15244\">Carlos N\u00fa\u00f1ez ha cesado como<div class=\"d0 w557\">\u00a0</div>consejero de PRISA y como<div class=\"d0 w266\">\u00a0</div>Presidente Ejecutivo de PRISA </div><div class=\"po0 fs14 cl2 l2155 t3694\" id=\"a15246\">Media (</div><div class=\"po0 fs26 cl2 l2266 t3695\" id=\"a15247\">v\u00e9ase nota 21</div><div class=\"po0 fs14 cl2 l2267 t3694\" id=\"a15248\">). </div><div class=\"po0 fs14 cl2 l383 t3696\" id=\"a15251\">iv.</div><div class=\"po0 fs14 cl2 l2155 t3696\" id=\"a15252\"><div class=\"d0 w613\">\u00a0</div>Plan<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>incentivos<div class=\"d0 w59\">\u00a0</div>2022-2025<div class=\"d0 w167\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Equipo<div class=\"d0 w236\">\u00a0</div>Directivo<div class=\"d0 w333\">\u00a0</div>(PRISA<div class=\"d0 w56\">\u00a0</div>Media,<div class=\"d0 w175\">\u00a0</div>Santillana<div class=\"d0 w39\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>PRISA </div><div class=\"po0 fs14 cl2 l2155 t3697\" id=\"a15256\">Corporativo): </div><div class=\"po0 fs14 cl2 l488 t3698\" id=\"a15259\">El Consejo de<div class=\"d0 w368\">\u00a0</div>Administraci\u00f3n de PRISA en<div class=\"d0 w57\">\u00a0</div>su reuni\u00f3n celebrada<div class=\"d0 w22\">\u00a0</div>el 26 de<div class=\"d0 w48\">\u00a0</div>abril de 2022 </div><div class=\"po0 fs14 cl2 l488 t3699\" id=\"a15260\">aprob\u00f3 un<div class=\"d0 w110\">\u00a0</div>plan de<div class=\"d0 w239\">\u00a0</div>incentivos a medio<div class=\"d0 w286\">\u00a0</div>plazo, del que<div class=\"d0 w248\">\u00a0</div>son beneficiarios<div class=\"d0 w418\">\u00a0</div>un colectivo<div class=\"d0 w32\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t3700\" id=\"a15262\">directivos de PRISA Media,<div class=\"d0 w234\">\u00a0</div>Santillana y PRISA Corporativo. A<div class=\"d0 w228\">\u00a0</div>cierre del ejercicio 2024 </div><div class=\"po0 fs14 cl2 l488 t3701\" id=\"a15263\">ning\u00fan miembro del colectivo de la alta direcci\u00f3n es beneficiario<div class=\"d0 w479\">\u00a0</div>de este Plan. </div><div class=\"po0 fs14 cl2 l488 t3702\" id=\"a15266\">El Plan est\u00e1 ligado al cumplimiento<div class=\"d0 w558\">\u00a0</div>de los siguientes objetivos cuantitativos<div class=\"d0 w557\">\u00a0</div>financieros, </div><div class=\"po0 fs14 cl2 l488 t3703\" id=\"a15267\">en los ejercicios 2022, 2023, 2024 y 2025: i) en el caso de PRISA Media los objetivos<div class=\"d0 w328\">\u00a0</div>est\u00e1n </div><div class=\"po0 fs14 cl2 l488 t3704\" id=\"a15268\">vinculados al<div class=\"d0 w18\">\u00a0</div>EBITDA, Cash Flow<div class=\"d0 w33\">\u00a0</div>e ingresos digitales<div class=\"d0 w55\">\u00a0</div>de su presupuesto;<div class=\"d0 w63\">\u00a0</div>ii) en<div class=\"d0 w22\">\u00a0</div>el caso </div><div class=\"po0 fs14 cl2 l488 t3705\" id=\"a15270\">de Santillana est\u00e1n vinculados al EBIT y al<div class=\"d0 w488\">\u00a0</div>Cash Flow de su presupuesto y iii)<div class=\"d0 w251\">\u00a0</div>en el caso </div><div class=\"po0 fs14 cl2 l488 t3706\" id=\"a15271\">de<div class=\"d0 w207\">\u00a0</div>PRISA<div class=\"d0 w491\">\u00a0</div>Corporativo<div class=\"d0 w496\">\u00a0</div>est\u00e1n<div class=\"d0 w611\">\u00a0</div>ligados<div class=\"d0 w648\">\u00a0</div>al<div class=\"d0 w272\">\u00a0</div>Cash<div class=\"d0 w504\">\u00a0</div>Flow<div class=\"d0 w841\">\u00a0</div>ajustado<div class=\"d0 w1024\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>Grupo<div class=\"d0 w435\">\u00a0</div>Prisa<div class=\"d0 w495\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l488 t3707\" id=\"a15272\">presupuesto. </div><div class=\"po0 fs14 cl2 l488 t3708\" id=\"a15275\">A cada uno<div class=\"d0 w21\">\u00a0</div>de los referidos colectivos de directivos<div class=\"d0 w34\">\u00a0</div>de PRISA Media y<div class=\"d0 w20\">\u00a0</div>de Santillana se </div><div class=\"po0 fs14 cl2 l488 t3257\" id=\"a15276\">les ha asignado un<div class=\"d0 w38\">\u00a0</div>n\u00famero de acciones te\u00f3ricas<div class=\"d0 w47\">\u00a0</div>equivalentes a un total de<div class=\"d0 w57\">\u00a0</div>700 miles de </div><div class=\"po0 fs14 cl2 l488 t3709\" id=\"a15277\">euros brutos por cada a\u00f1o<div class=\"d0 w478\">\u00a0</div>de duraci\u00f3n del Plan,<div class=\"d0 w141\">\u00a0</div>y al colectivo<div class=\"d0 w266\">\u00a0</div>de beneficiarios de PRISA </div><div class=\"po0 fs14 cl2 l488 t3710\" id=\"a15280\">Corporativo se les ha asignado un n\u00famero de acciones<div class=\"d0 w140\">\u00a0</div>te\u00f3ricas equivalentes a 125 miles </div><div class=\"po0 fs14 cl2 l488 t3711\" id=\"a15281\">de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>brutos<div class=\"d0 w228\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>cada<div class=\"d0 w175\">\u00a0</div>a\u00f1o<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>duraci\u00f3n<div class=\"d0 w248\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Plan,<div class=\"d0 w173\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>servir\u00e1n<div class=\"d0 w421\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>referencia<div class=\"d0 w418\">\u00a0</div>para </div><div class=\"po0 fs14 cl2 l488 t3712\" id=\"a15282\">determinar el n\u00famero final de<div class=\"d0 w30\">\u00a0</div>acciones a entregar. Los<div class=\"d0 w246\">\u00a0</div>c\u00e1lculos de las acciones te\u00f3ricas </div><div class=\"po0 fs14 cl2 l488 t3713\" id=\"a15285\">se han realizado considerando<div class=\"d0 w634\">\u00a0</div>el valor burs\u00e1til<div class=\"d0 w140\">\u00a0</div>promedio de la<div class=\"d0 w402\">\u00a0</div>acci\u00f3n de PRISA durante </div><div class=\"po0 fs14 cl2 l488 t3714\" id=\"a15286\">el \u00faltimo trimestre de 2021.<div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3715\" id=\"a15289\">En<div class=\"d0 w588\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>ejercicio<div class=\"d0 w243\">\u00a0</div>2024<div class=\"d0 w156\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>ha<div class=\"d0 w444\">\u00a0</div>registrado<div class=\"d0 w513\">\u00a0</div>un<div class=\"d0 w408\">\u00a0</div>gasto<div class=\"d0 w636\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>646<div class=\"d0 w194\">\u00a0</div>miles<div class=\"d0 w260\">\u00a0</div>euros<div class=\"d0 w68\">\u00a0</div>por<div class=\"d0 w749\">\u00a0</div>este<div class=\"d0 w445\">\u00a0</div>Plan </div><div class=\"po0 fs14 cl2 l488 t3716\" id=\"a15290\">(considerando el grado de consecuci\u00f3n de los objetivos correspondientes<div class=\"d0 w299\">\u00a0</div>a los ejercicios </div></div></div></div></div></div></div></div></div><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2877\"><div class=\"po0 l342 t756 f0\" id=\"div_2868_XBRL_TS_f24179337f1941d59dcffe986d4dab1a_1\"><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2875\"><div class=\"po0 l342 t756 f0\" id=\"div_2869_XBRL_TS_11ddf6ebf6264a5199ddb731cf339585_1\"><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2873\"><div class=\"po0 l342 t756 f0\" id=\"div_2870_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646_1\"><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2871\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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class=\"w89 po0 h291 l2279 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2280 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2281 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3730 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2269 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l954 t3730 bgc0\">\u00a0</div>\n<div class=\"w1206 po0 h12 l2272 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l968 t3730 bgc0\">\u00a0</div>\n<div class=\"w1208 po0 h12 l2274 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2279 t3730 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2276 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2280 t3730 bgc0\">\u00a0</div>\n<div class=\"w1212 po0 h12 l2277 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2270 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3732 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2269 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l954 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l954 t3732 bgc0\">\u00a0</div>\n<div class=\"w1206 po0 h12 l2272 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l968 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l968 t3732 bgc0\">\u00a0</div>\n<div class=\"w1208 po0 h12 l2274 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2279 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2279 t3732 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2276 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2280 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2280 t3732 bgc0\">\u00a0</div>\n<div class=\"w1212 po0 h12 l2277 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2281 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3732 bgc0\">\u00a0</div>\n<div class=\"po1 w1226 z0\" id=\"TextContainer2871\"><div class=\"po0 fs14 cl2 l488 t756\" id=\"a15300\">2024, 2023 y 2022 y<div class=\"d0 w326\">\u00a0</div>valorando las acciones<div class=\"d0 w532\">\u00a0</div>al precio de cotizaci\u00f3n<div class=\"d0 w410\">\u00a0</div>de PRISA en las<div class=\"d0 w126\">\u00a0</div>fechas </div><div class=\"po0 fs14 cl2 l488 t816\" id=\"a15301\">de medici\u00f3n). </div><div class=\"po0 fs14 cl2 l1948 t817\" id=\"a15304\">Cumplimiento objetivos IMPs:<div class=\"d0 w754\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1948 t3733\" id=\"a15307\">El<div class=\"d0 w398\">\u00a0</div>cumplimiento<div class=\"d0 w416\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>objetivos<div class=\"d0 w715\">\u00a0</div>correspondientes<div class=\"d0 w492\">\u00a0</div>a<div class=\"d0 w210\">\u00a0</div>cada<div class=\"d0 w398\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>verifica<div class=\"d0 w900\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>vez </div><div class=\"po0 fs14 cl2 l1948 t3734\" id=\"a15308\">finalizado el ejercicio correspondiente, tras la formulaci\u00f3n de las cuentas anuales relativas a </div><div class=\"po0 fs14 cl2 l1948 t3735\" id=\"a15309\">dicho ejercicio. El incentivo que resulte para cada ejercicio se pagar\u00e1 en tres tercios, durante </div><div class=\"po0 fs14 cl2 l1948 t3736\" id=\"a15311\">los tres ejercicios siguientes, en la fecha que determine el Consejo de Administraci\u00f3n dentro </div><div class=\"po0 fs14 cl2 l1948 t3737\" id=\"a15312\">de<div class=\"d0 w671\">\u00a0</div>los<div class=\"d0 w665\">\u00a0</div>60<div class=\"d0 w863\">\u00a0</div>d\u00edas<div class=\"d0 w668\">\u00a0</div>naturales<div class=\"d0 w321\">\u00a0</div>siguientes<div class=\"d0 w1090\">\u00a0</div>a<div class=\"d0 w665\">\u00a0</div>la<div class=\"d0 w860\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w1214\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>las<div class=\"d0 w859\">\u00a0</div>cuentas<div class=\"d0 w1215\">\u00a0</div>del<div class=\"d0 w771\">\u00a0</div>ejercicio </div><div class=\"po0 fs14 cl2 l1948 t3738\" id=\"a15313\">inmediatamente anterior.<div class=\"d0 w1162\">\u00a0</div></div><div class=\"po0 fs14 cl2 l2156 t3739\" id=\"a15316\">i.</div><div class=\"po0 fs14 cl2 l488 t3739\" id=\"a15317\"><div class=\"d0 w613\">\u00a0</div>Cumplimiento objetivos ejercicio 2022: </div><div class=\"po0 fs14 cl2 l2155 t3355\" id=\"a15321\">En 2023 el Consejo de Administraci\u00f3n<div class=\"d0 w299\">\u00a0</div>de PRISA verific\u00f3 el cumplimiento de los<div class=\"d0 w392\">\u00a0</div>objetivos </div><div class=\"po0 fs14 cl2 l2155 t1922\" id=\"a15323\">correspondientes<div class=\"d0 w225\">\u00a0</div>al<div class=\"d0 w162\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2022<div class=\"d0 w291\">\u00a0</div>y,<div class=\"d0 w586\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>propuesta<div class=\"d0 w224\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>Nombramientos, </div><div class=\"po0 fs14 cl2 l2155 t3356\" id=\"a15324\">Retribuciones y Gobierno Corporativo (\u201cCNRGC\u201d), determin\u00f3<div class=\"d0 w561\">\u00a0</div>el incentivo resultante del </div><div class=\"po0 fs14 cl2 l2155 t3357\" id=\"a15325\">ejercicio<div class=\"d0 w168\">\u00a0</div>2022<div class=\"d0 w275\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>consiguiente<div class=\"d0 w492\">\u00a0</div>n\u00famero<div class=\"d0 w720\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>entregar<div class=\"d0 w493\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>cada<div class=\"d0 w336\">\u00a0</div>uno<div class=\"d0 w487\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l2155 t3358\" id=\"a15327\">beneficiarios, de acuerdo con el siguiente detalle: </div><div class=\"po0 fs15 cl2 l902 t3740\" id=\"a15330\">Cumplimiento objetivos<div class=\"d0 w696\">\u00a0</div>ejercicio 2022 </div><div class=\"po0 fs15 cl2 l2283 t3741\" id=\"a15333\">N\u00aa<div class=\"d0 w477\">\u00a0</div>total<div class=\"d0 w485\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2283 t3742\" id=\"a15334\">brutas<div class=\"d0 w282\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>entregar<div class=\"d0 w60\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2283 t3743\" id=\"a15335\">(cumplimiento </div><div class=\"po0 fs15 cl2 l2283 t3744\" id=\"a15336\">incentivo </div><div class=\"po0 fs15 cl2 l2283 t3745\" id=\"a15337\">ejercicio 2022) </div><div class=\"po0 fs15 cl2 l1823 t3741\" id=\"a15339\">N\u00ba<div class=\"d0 w1216\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l1823 t3742\" id=\"a15340\">brutas<div class=\"d0 w168\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>liquidar<div class=\"d0 w361\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1823 t3743\" id=\"a15341\">en 2023 (1/3)<div class=\"d0 w423\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2284 t3741\" id=\"a15343\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2284 t3742\" id=\"a15344\">brutas<div class=\"d0 w1218\">\u00a0</div>a </div><div class=\"po0 fs15 cl2 l2284 t3743\" id=\"a15345\">liquidar en 2024 </div><div class=\"po0 fs15 cl2 l2284 t3744\" id=\"a15346\">(2/3)<div class=\"d0 w1219\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2285 t3741\" id=\"a15350\">N\u00ba<div class=\"d0 w1220\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2285 t3742\" id=\"a15351\">brutas<div class=\"d0 w1221\">\u00a0</div>a </div><div class=\"po0 fs15 cl2 l2285 t3743\" id=\"a15352\">liquidar<div class=\"d0 w1222\">\u00a0</div>en<div class=\"d0 w245\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2285 t3744\" id=\"a15353\">2025 (3/3)<div class=\"d0 w341\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1191 t3746\" id=\"a15357\">CFO PRISA </div><div class=\"po0 fs15 cl2 l1860 t3746\" id=\"a15359\">748.031 </div><div class=\"po0 fs32 cl2 l2286 t3747\" id=\"a15361\">249.344 </div><div class=\"po0 fs32 cl2 l2287 t3747\" id=\"a15363\">249.344 </div><div class=\"po0 fs32 cl2 l2288 t3747\" id=\"a15365\">249.343 </div><div class=\"po0 fs15 cl2 l1191 t3748\" id=\"a15367\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1860 t3748\" id=\"a15369\">339.538 </div><div class=\"po0 fs32 cl2 l2286 t3749\" id=\"a15371\">113.179 </div><div class=\"po0 fs32 cl2 l2287 t3749\" id=\"a15373\">113.179 </div><div class=\"po0 fs32 cl2 l2288 t3749\" id=\"a15375\">113.180 </div><div class=\"po0 fs15 cl2 l1191 t3750\" id=\"a15377\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1860 t3750\" id=\"a15379\">992.294 </div><div class=\"po0 fs32 cl2 l2286 t3751\" id=\"a15381\">330.765 </div><div class=\"po0 fs32 cl2 l2287 t3751\" id=\"a15383\">330.765 </div><div class=\"po0 fs32 cl2 l2288 t3751\" id=\"a15385\">330.764 </div><div class=\"po0 fs15 cl2 l1191 t3752\" id=\"a15387\">Equipo Directivo </div><div class=\"po0 fs15 cl2 l2289 t3752\" id=\"a15389\">1.926.679 </div><div class=\"po0 fs32 cl2 l2286 t3753\" id=\"a15391\">653.249 </div><div class=\"po0 fs32 cl2 l2287 t3753\" id=\"a15393\">636.711 </div><div class=\"po0 fs32 cl2 l2288 t3753\" id=\"a15395\">501.711 </div><div class=\"po0 fs14 cl2 l488 t3754\" id=\"a15398\">Las cuentas<div class=\"d0 w484\">\u00a0</div>anuales de<div class=\"d0 w26\">\u00a0</div>los ejercicios 2022<div class=\"d0 w486\">\u00a0</div>y 2023<div class=\"d0 w333\">\u00a0</div>fueron formuladas el<div class=\"d0 w111\">\u00a0</div>28 de<div class=\"d0 w395\">\u00a0</div>marzo de </div><div class=\"po0 fs14 cl2 l488 t3755\" id=\"a15399\">2023 y el 12 de marzo de 2024, respectivamente.<div class=\"d0 w928\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3756\" id=\"a15402\">El primer y segundo tercio<div class=\"d0 w26\">\u00a0</div>del incentivo resultante del ejercicio 2022<div class=\"d0 w57\">\u00a0</div>fueron liquidados </div><div class=\"po0 fs14 cl2 l488 t3757\" id=\"a15403\">en<div class=\"d0 w244\">\u00a0</div>mayo<div class=\"d0 w554\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>2023<div class=\"d0 w275\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>mayo<div class=\"d0 w611\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>2024,<div class=\"d0 w398\">\u00a0</div>respectivamente,<div class=\"d0 w536\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>acuerdo<div class=\"d0 w213\">\u00a0</div>con<div class=\"d0 w611\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>detalle </div><div class=\"po0 fs14 cl2 l488 t3758\" id=\"a15404\">siguiente: </div></div></div></div></div></div></div></div></div><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2895\"><div class=\"po0 l342 t756 f0\" id=\"div_2886_XBRL_TS_f24179337f1941d59dcffe986d4dab1a_2\"><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2893\"><div class=\"po0 l342 t756 f0\" id=\"div_2887_XBRL_TS_11ddf6ebf6264a5199ddb731cf339585_2\"><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2891\"><div class=\"po0 l342 t756 f0\" id=\"div_2888_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646_2\"><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2889\"><img alt=\"doc2p9i1\" class=\"po0 l2290 t1473 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w1232 po0 h12 l2292 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l462 t3772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2307 t3772 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h295 l2292 t3773 bgc3\">\u00a0</div>\n<div class=\"w1205 po0 h282 l2293 t3773 bgc3\">\u00a0</div>\n<div class=\"w1234 po0 h295 l2308 t3773 bgc3\">\u00a0</div>\n<div class=\"w1235 po0 h37 l1389 t3773 bgc3\">\u00a0</div>\n<div class=\"w1235 po0 h282 l1389 t3774 bgc3\">\u00a0</div>\n<div class=\"w1208 po0 h295 l2297 t3773 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h37 l2298 t3773 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h37 l2298 t3774 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h282 l2298 t3775 bgc3\">\u00a0</div>\n<div class=\"w1236 po0 h295 l2309 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2310 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2310 t3774 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h282 l2310 t3775 bgc3\">\u00a0</div>\n<div class=\"w1210 po0 h295 l2311 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2312 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2312 t3774 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h282 l2312 t3775 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3776 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3776 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3776 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3776 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3776 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l462 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l1196 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2303 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l1086 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2313 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2307 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3777 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3777 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3777 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3777 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3777 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l462 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1196 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2303 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1086 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2313 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2307 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3779 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3779 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3779 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3779 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3779 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l462 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1196 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2303 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1086 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2313 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2307 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3780 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3780 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3780 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3780 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3780 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l462 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1196 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2303 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1086 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2313 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2307 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3782 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3782 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3782 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3782 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3782 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l462 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3784 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1196 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3784 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2303 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3784 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1086 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3784 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2313 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3784 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2307 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3784 bgc0\">\u00a0</div>\n<div class=\"po1 w1244 z0\" id=\"TextContainer2889\"><div class=\"po0 fs15 cl2 l2314 t756\" id=\"a15416\">Liquidaci\u00f3n y entrega<div class=\"d0 w626\">\u00a0</div>de acciones objetivos<div class=\"d0 w559\">\u00a0</div>ejercicio 2022 </div><div class=\"po0 fs15 cl2 l2315 t3785\" id=\"a15419\">N\u00ba<div class=\"d0 w1216\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2315 t3786\" id=\"a15420\">brutas<div class=\"d0 w369\">\u00a0</div>liquidadas </div><div class=\"po0 fs15 cl2 l2315 t3787\" id=\"a15421\">en 2023 (1/3) </div><div class=\"po0 fs15 cl2 l2316 t3788\" id=\"a15425\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2316 t3785\" id=\"a15426\">netas </div><div class=\"po0 fs15 cl2 l2316 t3786\" id=\"a15427\">entregadas<div class=\"d0 w1238\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2316 t3787\" id=\"a15428\">2023 (1/3) </div><div class=\"po0 fs15 cl2 l2317 t3788\" id=\"a15432\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2317 t3785\" id=\"a15433\">brutas </div><div class=\"po0 fs15 cl2 l2317 t3786\" id=\"a15434\">liquidadas<div class=\"d0 w1239\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2317 t3787\" id=\"a15435\">2024 (2/3) </div><div class=\"po0 fs15 cl2 l2318 t3788\" id=\"a15439\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2318 t3785\" id=\"a15440\">netas </div><div class=\"po0 fs15 cl2 l2318 t3786\" id=\"a15441\">entregadas<div class=\"d0 w1238\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2318 t3787\" id=\"a15442\">2024(2/3) </div><div class=\"po0 fs15 cl2 l2319 t1566\" id=\"a15446\">CFO PRISA </div><div class=\"po0 fs32 cl2 l2320 t3789\" id=\"a15448\">249.344 </div><div class=\"po0 fs32 cl2 l2321 t3789\" id=\"a15450\">139.234 </div><div class=\"po0 fs32 cl2 l2322 t3789\" id=\"a15452\">249.344 </div><div class=\"po0 fs32 cl2 l2323 t3789\" id=\"a15454\">137.214 </div><div class=\"po0 fs15 cl2 l2319 t3790\" id=\"a15456\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2320 t3791\" id=\"a15458\">113.179 </div><div class=\"po0 fs32 cl2 l2324 t3791\" id=\"a15460\">63.132 </div><div class=\"po0 fs32 cl2 l2322 t3791\" id=\"a15462\">113.179 </div><div class=\"po0 fs32 cl2 l2325 t3791\" id=\"a15464\">62.079 </div><div class=\"po0 fs15 cl2 l2319 t3792\" id=\"a15466\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2320 t3793\" id=\"a15468\">330.765 </div><div class=\"po0 fs32 cl2 l2321 t3793\" id=\"a15470\">182.153 </div><div class=\"po0 fs32 cl2 l2322 t3793\" id=\"a15472\">330.765 </div><div class=\"po0 fs32 cl2 l2323 t3793\" id=\"a15474\">181.722 </div><div class=\"po0 fs15 cl2 l2319 t3794\" id=\"a15476\">Equipo Directivo </div><div class=\"po0 fs32 cl2 l2320 t3795\" id=\"a15478\">653.249 </div><div class=\"po0 fs32 cl2 l2321 t3795\" id=\"a15480\">364.158 </div><div class=\"po0 fs32 cl2 l2322 t3795\" id=\"a15482\">636.711 </div><div class=\"po0 fs32 cl2 l2323 t3795\" id=\"a15484\">456.334 </div><div class=\"po0 fs14 cl2 l2326 t3796\" id=\"a15488\">En<div class=\"d0 w376\">\u00a0</div>2025,<div class=\"d0 w226\">\u00a0</div>dentro<div class=\"d0 w160\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>60<div class=\"d0 w291\">\u00a0</div>d\u00edas<div class=\"d0 w337\">\u00a0</div>naturales<div class=\"d0 w288\">\u00a0</div>siguientes<div class=\"d0 w284\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>cuentas </div><div class=\"po0 fs14 cl2 l2326 t3797\" id=\"a15489\">correspondientes al ejercicio<div class=\"d0 w32\">\u00a0</div>2024, se<div class=\"d0 w129\">\u00a0</div>liquidar\u00e1 el tercer<div class=\"d0 w20\">\u00a0</div>tercio restante<div class=\"d0 w246\">\u00a0</div>de incentivo del </div><div class=\"po0 fs14 cl2 l2326 t3798\" id=\"a15490\">ejercicio 2022, si se<div class=\"d0 w85\">\u00a0</div>cumplen el resto de<div class=\"d0 w342\">\u00a0</div>condiciones establecidas en<div class=\"d0 w556\">\u00a0</div>el Reglamento de los </div><div class=\"po0 fs14 cl2 l2326 t3799\" id=\"a15492\">Planes. </div><div class=\"po0 fs14 cl2 l2326 t3800\" id=\"a15495\">Se<div class=\"d0 w507\">\u00a0</div>hace<div class=\"d0 w294\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w382\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>propuesta<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l2326 t3801\" id=\"a15496\">Nombramientos, Retribuciones y Gobierno Corporativo (CNRGC), ha acordado que D. </div><div class=\"po0 fs14 cl2 l2326 t3802\" id=\"a15497\">Carlos N\u00fa\u00f1ez<div class=\"d0 w60\">\u00a0</div>(consejero de<div class=\"d0 w39\">\u00a0</div>PRISA y<div class=\"d0 w295\">\u00a0</div>Presidente Ejecutivo de<div class=\"d0 w111\">\u00a0</div>PRISA Media<div class=\"d0 w55\">\u00a0</div>hasta el<div class=\"d0 w234\">\u00a0</div>26 </div><div class=\"po0 fs14 cl2 l2326 t626\" id=\"a15498\">de<div class=\"d0 w246\">\u00a0</div>febrero de<div class=\"d0 w247\">\u00a0</div>2025) pueda<div class=\"d0 w418\">\u00a0</div>percibir las<div class=\"d0 w474\">\u00a0</div>acciones que<div class=\"d0 w49\">\u00a0</div>se iban<div class=\"d0 w391\">\u00a0</div>a liquidar<div class=\"d0 w173\">\u00a0</div>a su<div class=\"d0 w367\">\u00a0</div>favor en<div class=\"d0 w539\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l2326 t3803\" id=\"a15501\">ejercicio 2025, por el cumplimiento de los objetivos correspondientes al tercer tercio del </div><div class=\"po0 fs14 cl2 l2326 t3804\" id=\"a15502\">ejercicio 2022. </div><div class=\"po0 fs14 cl2 l2327 t3805\" id=\"a15505\">ii.</div><div class=\"po0 fs14 cl2 l2326 t3805\" id=\"a15506\">Cumplimiento objetivos ejercicio 2023: </div><div class=\"po0 fs14 cl2 l2326 t3806\" id=\"a15509\">En<div class=\"d0 w32\">\u00a0</div>2024 el<div class=\"d0 w296\">\u00a0</div>Consejo de<div class=\"d0 w175\">\u00a0</div>Administraci\u00f3n de<div class=\"d0 w295\">\u00a0</div>PRISA ha<div class=\"d0 w486\">\u00a0</div>verificado el<div class=\"d0 w247\">\u00a0</div>cumplimiento de<div class=\"d0 w480\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l2326 t3807\" id=\"a15510\">objetivos correspondientes<div class=\"d0 w499\">\u00a0</div>al ejercicio<div class=\"d0 w1240\">\u00a0</div>2023 y, a<div class=\"d0 w960\">\u00a0</div>propuesta de<div class=\"d0 w267\">\u00a0</div>la CNRGC,<div class=\"d0 w386\">\u00a0</div>ha determinado </div><div class=\"po0 fs14 cl2 l2326 t3808\" id=\"a15511\">el<div class=\"d0 w25\">\u00a0</div>incentivo<div class=\"d0 w376\">\u00a0</div>resultante<div class=\"d0 w370\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>2023<div class=\"d0 w275\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>el<div class=\"d0 w463\">\u00a0</div>consiguiente<div class=\"d0 w492\">\u00a0</div>n\u00famero<div class=\"d0 w372\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l2326 t3809\" id=\"a15513\">entregar a cada uno de los beneficiarios, de acuerdo con el<div class=\"d0 w341\">\u00a0</div>siguiente detalle: </div><div class=\"po0 fs15 cl2 l2328 t3810\" id=\"a15516\">Cumplimiento objetivos<div class=\"d0 w696\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs15 cl2 l2329 t3811\" id=\"a15519\">N\u00aa<div class=\"d0 w554\">\u00a0</div>total<div class=\"d0 w718\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2329 t3812\" id=\"a15520\">brutas a entregar<div class=\"d0 w472\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2316 t3811\" id=\"a15522\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2316 t3812\" id=\"a15523\">acciones brutas<div class=\"d0 w1241\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2316 t3813\" id=\"a15524\">2024 (1/3) </div><div class=\"po0 fs15 cl2 l2330 t3811\" id=\"a15526\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2330 t3812\" id=\"a15527\">acciones<div class=\"d0 w257\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2330 t3813\" id=\"a15528\">en 2025 (2/3) </div><div class=\"po0 fs15 cl2 l2331 t3811\" id=\"a15532\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2331 t3812\" id=\"a15533\">acciones<div class=\"d0 w154\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2331 t3813\" id=\"a15534\">en 2026 (3/3) </div><div class=\"po0 fs15 cl2 l2319 t3814\" id=\"a15538\">CFO PRISA </div><div class=\"po0 fs15 cl2 l2320 t3814\" id=\"a15540\">831.146 </div><div class=\"po0 fs32 cl2 l2332 t3815\" id=\"a15542\">277.049 </div><div class=\"po0 fs32 cl2 l2333 t3815\" id=\"a15544\">277.049 </div><div class=\"po0 fs32 cl2 l2334 t3815\" id=\"a15546\">277.048 </div><div class=\"po0 fs15 cl2 l2319 t3816\" id=\"a15548\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2335 t3816\" id=\"a15550\">1.045.245 </div><div class=\"po0 fs32 cl2 l2332 t3817\" id=\"a15552\">348.415 </div><div class=\"po0 fs32 cl2 l2333 t3817\" id=\"a15554\">348.415 </div><div class=\"po0 fs32 cl2 l2336 t3817\" id=\"a15556\">348.415 (*) </div><div class=\"po0 fs15 cl2 l2319 t3818\" id=\"a15558\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2335 t3818\" id=\"a15560\">1.024.671 </div><div class=\"po0 fs32 cl2 l2332 t3819\" id=\"a15562\">341.557 </div><div class=\"po0 fs32 cl2 l2333 t3819\" id=\"a15564\">341.557 </div><div class=\"po0 fs32 cl2 l2334 t3819\" id=\"a15566\">341.557 </div><div class=\"po0 fs15 cl2 l2319 t3820\" id=\"a15568\">Equipo Directivo </div><div class=\"po0 fs15 cl2 l2335 t3820\" id=\"a15570\">3.080.251 </div><div class=\"po0 fs32 cl2 l2337 t3821\" id=\"a15572\">1.026.753 </div><div class=\"po0 fs32 cl2 l2333 t3821\" id=\"a15574\">847.977 </div><div class=\"po0 fs32 cl2 l2334 t3821\" id=\"a15576\">847.977 </div><div class=\"po0 fs32 cl2 l2338 t3822\" id=\"a15578\">(*) Como<div class=\"d0 w51\">\u00a0</div>consecuencia<div class=\"d0 w473\">\u00a0</div>de su<div class=\"d0 w1242\">\u00a0</div>salida de<div class=\"d0 w696\">\u00a0</div>la compa\u00f1\u00eda,<div class=\"d0 w1243\">\u00a0</div>al Sr.<div class=\"d0 w653\">\u00a0</div>N\u00fa\u00f1ez no<div class=\"d0 w740\">\u00a0</div>se le<div class=\"d0 w473\">\u00a0</div>liquidar\u00e1n<div class=\"d0 w614\">\u00a0</div>las 348.415<div class=\"d0 w964\">\u00a0</div>acciones correspondientes </div><div class=\"po0 fs32 cl2 l2338 t3823\" id=\"a15579\">al tercer tercio, pagadero<div class=\"d0 w555\">\u00a0</div>en 2026.<div class=\"d0 w246\">\u00a0</div></div></div></div></div></div></div></div></div></div><div class=\"po1 w681 h297 lh0\" id=\"TextBlockContainer2913\"><div class=\"po0 l342 t756 f0\" id=\"div_2904_XBRL_TS_f24179337f1941d59dcffe986d4dab1a_3\"><div class=\"po1 w681 h297 lh0\" id=\"TextBlockContainer2911\"><div class=\"po0 l342 t756 f0\" id=\"div_2905_XBRL_TS_11ddf6ebf6264a5199ddb731cf339585_3\"><div class=\"po1 w681 h209 lh0\" id=\"TextBlockContainer2909\"><div class=\"po0 l342 t756 f0\" id=\"div_2906_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646_3\"><div class=\"po1 w681 h209 lh0\" id=\"TextBlockContainer2907\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w1245 po0 h282 l2339 t3824 bgc3\">\u00a0</div>\n<div class=\"w1246 po0 h282 l1503 t3824 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3825 bgc0\">\u00a0</div>\n<div class=\"w1245 po0 h12 l2339 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2340 t3824 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2089 t3824 bgc0\">\u00a0</div>\n<div class=\"w1247 po0 h296 l2339 t3826 bgc3\">\u00a0</div>\n<div class=\"w1230 po0 h282 l1503 t3826 bgc3\">\u00a0</div>\n<div class=\"w1248 po0 h296 l2341 t3826 bgc3\">\u00a0</div>\n<div class=\"w1249 po0 h37 l2342 t3826 bgc3\">\u00a0</div>\n<div class=\"w1249 po0 h282 l2342 t3827 bgc3\">\u00a0</div>\n<div class=\"w1250 po0 h296 l1808 t3826 bgc3\">\u00a0</div>\n<div class=\"w1251 po0 h37 l2343 t3826 bgc3\">\u00a0</div>\n<div class=\"w1251 po0 h282 l2343 t3827 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3828 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3828 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3828 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2340 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l1651 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2344 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2089 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t2098 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t2098 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t2098 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2340 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1651 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2344 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2089 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3829 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3829 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3829 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2340 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1651 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2344 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2089 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3831 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3831 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3831 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2340 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1651 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2344 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2089 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3833 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3833 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3833 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2340 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3835 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1651 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3835 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2344 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3835 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2089 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3835 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2907\"><div class=\"po0 fs14 cl2 l488 t756\" id=\"a15591\">Las cuentas anuales del ejercicio<div class=\"d0 w140\">\u00a0</div>2023 fueron formuladas el d\u00eda 12 de<div class=\"d0 w446\">\u00a0</div>marzo de 2024 y el </div><div class=\"po0 fs14 cl2 l488 t816\" id=\"a15592\">primer tercio<div class=\"d0 w327\">\u00a0</div>del importe<div class=\"d0 w621\">\u00a0</div>resultante del<div class=\"d0 w327\">\u00a0</div>incentivo de<div class=\"d0 w298\">\u00a0</div>2023 fue<div class=\"d0 w499\">\u00a0</div>liquidado en<div class=\"d0 w489\">\u00a0</div>mayo de<div class=\"d0 w446\">\u00a0</div>2024, </div><div class=\"po0 fs14 cl2 l488 t902\" id=\"a15593\">de acuerdo con el detalle siguiente:<div class=\"d0 w481\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1090 t3836\" id=\"a15596\">Liquidaci\u00f3n y entrega<div class=\"d0 w626\">\u00a0</div>de acciones objetivos<div class=\"d0 w559\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs15 cl2 l2345 t3837\" id=\"a15599\">N\u00ba<div class=\"d0 w1253\">\u00a0</div>acciones<div class=\"d0 w1254\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2345 t3838\" id=\"a15600\">liquidadas en 2024<div class=\"d0 w725\">\u00a0</div>(1/3) </div><div class=\"po0 fs15 cl2 l2346 t3837\" id=\"a15604\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones<div class=\"d0 w1255\">\u00a0</div>netas </div><div class=\"po0 fs15 cl2 l2346 t3838\" id=\"a15605\">entregadas en 2024 (1/3) </div><div class=\"po0 fs15 cl2 l708 t3839\" id=\"a15609\">CFO PRISA </div><div class=\"po0 fs32 cl2 l2347 t3840\" id=\"a15611\">277.049</div><div class=\"po0 fs32 cl2 l2348 t3840\" id=\"a15613\">152.461 </div><div class=\"po0 fs15 cl2 l708 t3841\" id=\"a15615\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w514\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2347 t3842\" id=\"a15617\">348.415</div><div class=\"po0 fs32 cl2 l2348 t3842\" id=\"a15619\">191.106 </div><div class=\"po0 fs15 cl2 l708 t3843\" id=\"a15621\">Presidente Ejecutivo Santillana<div class=\"d0 w964\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2347 t3844\" id=\"a15623\">341.557</div><div class=\"po0 fs32 cl2 l2348 t3844\" id=\"a15625\">187.652 </div><div class=\"po0 fs15 cl2 l708 t3845\" id=\"a15627\">Equipo Directivo </div><div class=\"po0 fs32 cl2 l2153 t3846\" id=\"a15630\">1.026.753</div><div class=\"po0 fs32 cl2 l2348 t3846\" id=\"a15632\">643.297 </div><div class=\"po0 fs14 cl2 l488 t1388\" id=\"a15635\">En<div class=\"d0 w361\">\u00a0</div>2025<div class=\"d0 w31\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>2026,<div class=\"d0 w110\">\u00a0</div>dentro<div class=\"d0 w234\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>60<div class=\"d0 w31\">\u00a0</div>d\u00edas<div class=\"d0 w22\">\u00a0</div>naturales<div class=\"d0 w9\">\u00a0</div>siguientes<div class=\"d0 w17\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w34\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l488 t1389\" id=\"a15636\">cuentas correspondientes a los ejercicios 2024 y 2025, respectivamente, se liquidar\u00e1n los </div><div class=\"po0 fs14 cl2 l488 t1959\" id=\"a15637\">dos tercios<div class=\"d0 w515\">\u00a0</div>restantes del<div class=\"d0 w413\">\u00a0</div>incentivo del<div class=\"d0 w697\">\u00a0</div>ejercicio 2023,<div class=\"d0 w614\">\u00a0</div>si se<div class=\"d0 w561\">\u00a0</div>cumplen el<div class=\"d0 w411\">\u00a0</div>resto de<div class=\"d0 w620\">\u00a0</div>condiciones </div><div class=\"po0 fs14 cl2 l488 t1960\" id=\"a15639\">establecidas en el Reglamento de los Planes. </div><div class=\"po0 fs14 cl2 l488 t3847\" id=\"a15642\">Se<div class=\"d0 w507\">\u00a0</div>hace<div class=\"d0 w294\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w382\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>propuesta<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t3848\" id=\"a15643\">Nombramientos, Retribuciones y Gobierno Corporativo (CNRGC), ha acordado que D. </div><div class=\"po0 fs14 cl2 l488 t3849\" id=\"a15644\">Carlos N\u00fa\u00f1ez<div class=\"d0 w60\">\u00a0</div>(consejero de<div class=\"d0 w39\">\u00a0</div>PRISA y<div class=\"d0 w295\">\u00a0</div>Presidente Ejecutivo de<div class=\"d0 w111\">\u00a0</div>PRISA Media<div class=\"d0 w55\">\u00a0</div>hasta el<div class=\"d0 w234\">\u00a0</div>26 </div><div class=\"po0 fs14 cl2 l488 t3850\" id=\"a15645\">de<div class=\"d0 w246\">\u00a0</div>febrero de<div class=\"d0 w247\">\u00a0</div>2025) pueda<div class=\"d0 w418\">\u00a0</div>percibir las<div class=\"d0 w474\">\u00a0</div>acciones que<div class=\"d0 w49\">\u00a0</div>se iban<div class=\"d0 w391\">\u00a0</div>a liquidar<div class=\"d0 w173\">\u00a0</div>a su<div class=\"d0 w367\">\u00a0</div>favor en<div class=\"d0 w539\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l488 t1722\" id=\"a15648\">ejercicio 2025, por<div class=\"d0 w394\">\u00a0</div>el cumplimiento de<div class=\"d0 w49\">\u00a0</div>los objetivos correspondientes<div class=\"d0 w33\">\u00a0</div>al segundo tercio </div><div class=\"po0 fs14 cl2 l488 t266\" id=\"a15649\">del ejercicio 2023. </div><div class=\"po0 fs14 cl2 l2349 t3851\" id=\"a15652\">iii.</div><div class=\"po0 fs14 cl2 l488 t3851\" id=\"a15653\"><div class=\"d0 w613\">\u00a0</div>Cumplimiento objetivos ejercicios 2024 y 2025:<div class=\"d0 w978\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3852\" id=\"a15657\">De cumplirse alguno de los objetivos previstos en<div class=\"d0 w299\">\u00a0</div>los ejercicios 2024 y 2025, las acciones </div><div class=\"po0 fs14 cl2 l488 t3853\" id=\"a15658\">se entregar\u00e1n<div class=\"d0 w484\">\u00a0</div>a los<div class=\"d0 w110\">\u00a0</div>beneficiarios en<div class=\"d0 w18\">\u00a0</div>tres tercios,<div class=\"d0 w47\">\u00a0</div>en los<div class=\"d0 w264\">\u00a0</div>a\u00f1os 2025,<div class=\"d0 w59\">\u00a0</div>2026, 2027 y<div class=\"d0 w485\">\u00a0</div>2028, de </div><div class=\"po0 fs14 cl2 l2350 t967\" id=\"a15659\">acuerdo con lo establecido anteriormente.</div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2911\"><div class=\"po0 fs14 cl2 l488 t3810\" id=\"a15662\">Se<div class=\"d0 w507\">\u00a0</div>hace<div class=\"d0 w294\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w382\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>propuesta<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t3854\" id=\"a15663\">Nombramientos, Retribuciones y Gobierno Corporativo (CNRGC), ha acordado que D. </div><div class=\"po0 fs14 cl2 l488 t3855\" id=\"a15664\">Carlos N\u00fa\u00f1ez<div class=\"d0 w60\">\u00a0</div>(consejero de<div class=\"d0 w39\">\u00a0</div>PRISA y<div class=\"d0 w295\">\u00a0</div>Presidente Ejecutivo de<div class=\"d0 w111\">\u00a0</div>PRISA Media<div class=\"d0 w55\">\u00a0</div>hasta el<div class=\"d0 w234\">\u00a0</div>26 </div><div class=\"po0 fs14 cl2 l488 t3856\" id=\"a15665\">de<div class=\"d0 w246\">\u00a0</div>febrero de<div class=\"d0 w247\">\u00a0</div>2025) pueda<div class=\"d0 w418\">\u00a0</div>percibir las<div class=\"d0 w474\">\u00a0</div>acciones que<div class=\"d0 w49\">\u00a0</div>se iban<div class=\"d0 w391\">\u00a0</div>a liquidar<div class=\"d0 w173\">\u00a0</div>a su<div class=\"d0 w367\">\u00a0</div>favor en<div class=\"d0 w539\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l488 t3857\" id=\"a15668\">ejercicio 2025, por<div class=\"d0 w532\">\u00a0</div>el cumplimiento de<div class=\"d0 w326\">\u00a0</div>los objetivos correspondientes<div class=\"d0 w584\">\u00a0</div>al primer tercio<div class=\"d0 w558\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l2350 t1327\" id=\"a15669\">ejercicio 2024.</div></div></div></div></div><div class=\"po1 w681 h138 lh0\" id=\"TextBlockContainer2933\"><div class=\"po0 l342 t756 f0\" id=\"div_2923_XBRL_TS_d77aca8ab61d456f85f6d090b52eeaea\"><div class=\"po1 w681 h138 lh0\" id=\"TextBlockContainer2930\"><div class=\"po0 l450 t756 f0\" id=\"div_2924_XBRL_TS_ea6925f442804dd5b82485f5678adc81\"><div class=\"po1 w198 h190 lh0\" id=\"TextBlockContainer2925\"><div class=\"w89 po0 h12 l629 t3904 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l629 t3904 bgc0\">\u00a0</div>\n<div class=\"w1263 po0 h12 l812 t3904 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3904 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3904 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l629 t3905 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l720 t3905 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l629 t3906 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l812 t3906 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2362 t3906 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2363 t3906 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3906 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l629 t3907 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2362 t3907 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l720 t3907 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1917 t3908 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1917 t3908 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2364 t3908 bgc0\">\u00a0</div>\n<div class=\"w1264 po0 h12 l2365 t3908 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l629 t3908 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l812 t3908 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2362 t3908 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2363 t3908 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3908 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1917 t3909 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l629 t3909 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2362 t3909 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l720 t3909 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1917 t3910 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l629 t3910 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2362 t3910 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l720 t3910 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1917 t3767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l629 t3767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2362 t3767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l720 t3767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1917 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l629 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2362 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l720 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1917 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l629 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2362 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l720 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1917 t3912 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l629 t3912 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2362 t3912 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l720 t3912 bgc0\">\u00a0</div>\n<div class=\"w1265 po0 h143 l2364 t503 bgc3\">\u00a0</div>\n<div class=\"w1198 po0 h37 l2366 t1178 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h143 l812 t503 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h37 l2069 t1178 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h143 l2363 t503 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h37 l622 t1178 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1917 t3913 bgc0\">\u00a0</div>\n<div class=\"w1265 po0 h12 l2364 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l629 t3913 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l812 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2362 t3913 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2363 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1917 t503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1917 t3914 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1917 t3914 bgc0\">\u00a0</div>\n<div class=\"w1265 po0 h12 l2364 t3914 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l629 t503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l629 t3914 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l812 t3914 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2362 t503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2362 t3914 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2363 t3914 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l720 t503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3914 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3914 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2925\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a15911\">Servicios exteriores </div><div class=\"po0 fs14 cl2 l340 t3915\" id=\"a15913\">El detalle de los gastos de servicios exteriores de los ejercicios 2024<div class=\"d0 w620\">\u00a0</div>y 2023 es el siguiente: </div><div class=\"po0 fs32 cl2 l2367 t3916\" id=\"a15917\">Miles de euros </div><div class=\"po0 fs32 cl2 l2368 t3917\" id=\"a15919\">2024 </div><div class=\"po0 fs32 cl2 l432 t3917\" id=\"a15921\">2023 </div><div class=\"po0 fs32 cl2 l2369 t3918\" id=\"a15923\">Servicios profesionales<div class=\"d0 w385\">\u00a0</div>independientes </div><div class=\"po0 fs32 cl2 l848 t3918\" id=\"a15925\">70.891 </div><div class=\"po0 fs32 cl2 l1960 t3918\" id=\"a15927\">68.495 </div><div class=\"po0 fs32 cl2 l2369 t3919\" id=\"a15929\">Arrendamientos y c\u00e1nones </div><div class=\"po0 fs32 cl2 l848 t3919\" id=\"a15931\">12.346 </div><div class=\"po0 fs32 cl2 l1960 t3919\" id=\"a15933\">12.820 </div><div class=\"po0 fs32 cl2 l2369 t3920\" id=\"a15935\">Publicidad </div><div class=\"po0 fs32 cl2 l848 t3920\" id=\"a15937\">30.034 </div><div class=\"po0 fs32 cl2 l1960 t3920\" id=\"a15939\">29.965 </div><div class=\"po0 fs32 cl2 l2369 t3921\" id=\"a15941\">Propiedad intelectual </div><div class=\"po0 fs32 cl2 l848 t3921\" id=\"a15943\">23.372 </div><div class=\"po0 fs32 cl2 l1960 t3921\" id=\"a15945\">25.839 </div><div class=\"po0 fs32 cl2 l2369 t3922\" id=\"a15947\">Transportes </div><div class=\"po0 fs32 cl2 l848 t3922\" id=\"a15949\">20.429 </div><div class=\"po0 fs32 cl2 l1960 t3922\" id=\"a15951\">23.446 </div><div class=\"po0 fs32 cl2 l2369 t3923\" id=\"a15953\">Otros servicios exteriores </div><div class=\"po0 fs32 cl2 l2370 t3923\" id=\"a15955\">131.740 </div><div class=\"po0 fs32 cl2 l611 t3923\" id=\"a15957\">129.319 </div><div class=\"po0 fs15 cl2 l2369 t3924\" id=\"a15959\">Total </div><div class=\"po0 fs15 cl2 l2370 t3924\" id=\"a15961\">288.812 </div><div class=\"po0 fs15 cl2 l611 t3924\" id=\"a15963\">289.884 </div><div class=\"po0 fs14 cl2 l340 t3925\" id=\"a15967\">El<div class=\"d0 w645\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w637\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l2371 t3926\" id=\"a15969\">Otros<div class=\"d0 w676\">\u00a0</div>servicios<div class=\"d0 w676\">\u00a0</div>exteriores</div><div class=\"po0 fs14 cl2 l2372 t3925\" id=\"a15970\">\u201d<div class=\"d0 w637\">\u00a0</div>recoge<div class=\"d0 w679\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>2024<div class=\"d0 w637\">\u00a0</div>un<div class=\"d0 w645\">\u00a0</div>gasto<div class=\"d0 w357\">\u00a0</div>de<div class=\"d0 w1266\">\u00a0</div>305<div class=\"d0 w672\">\u00a0</div>miles<div class=\"d0 w842\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>euros </div><div class=\"po0 fs14 cl2 l340 t3927\" id=\"a15974\">correspondiente a la<div class=\"d0 w326\">\u00a0</div>prima de responsabilidad<div class=\"d0 w550\">\u00a0</div>civil de Directivos<div class=\"d0 w143\">\u00a0</div>y Administradores<div class=\"d0 w402\">\u00a0</div>(393 miles </div><div class=\"po0 fs14 cl2 l340 t3928\" id=\"a15979\">de euros a 31 de diciembre de 2023). </div><div class=\"po0 fs14 cl2 l340 t3929\" id=\"a15982\">En el ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l2373 t3930\" id=\"a15983\">Arrendamientos y c\u00e1nones</div><div class=\"po0 fs14 cl2 l1013 t3929\" id=\"a15984\">\u201d se incluyen,<div class=\"d0 w85\">\u00a0</div>principalmente, aquellos arrendamientos </div><div class=\"po0 fs14 cl2 l341 t3931\" id=\"a15985\">de activos de escaso valor, as\u00ed como el gasto de c\u00e1nones de Santillana.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2930\"><div class=\"po0 fs14 cl2 l1458 t3931\" id=\"a15985_71_2\"><div class=\"d0 w1267\">\u00a0</div></div></div><div class=\"po0 l342 t2675 f0\" id=\"div_2927_XBRL_TS_6fda607e101648f89c913ea2cbbb0b51\"><div class=\"po1 w681 h300 lh0\" id=\"TextBlockContainer2928\"><div class=\"w89 po0 h12 l2374 t3932 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2374 t3932 bgc0\">\u00a0</div>\n<div class=\"w1123 po0 h12 l2375 t3932 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l737 t3932 bgc0\">\u00a0</div>\n<div class=\"w1268 po0 h12 l2299 t3932 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t3932 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t3932 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2374 t3933 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l737 t3933 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1546 t3933 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2374 t1524 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2375 t1524 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2376 t1524 bgc0\">\u00a0</div>\n<div class=\"w1269 po0 h12 l2377 t1524 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l737 t1524 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2299 t1524 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2378 t1524 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2379 t1524 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t1524 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l2374 t3934 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l2376 t3934 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l737 t3934 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l2378 t3934 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1546 t3934 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l2374 t2018 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l2376 t2018 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l737 t2018 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l2378 t2018 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1546 t2018 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t1528 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t1528 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2141 t1528 bgc0\">\u00a0</div>\n<div class=\"w1270 po0 h12 l2142 t1528 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2374 t1528 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2375 t1528 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2376 t1528 bgc0\">\u00a0</div>\n<div class=\"w1269 po0 h12 l2377 t1528 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l737 t1528 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2299 t1528 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2378 t1528 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2379 t1528 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t1528 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2140 t3935 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2374 t3935 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2376 t3935 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l737 t3935 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2378 t3935 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1546 t3935 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2140 t3936 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2374 t3936 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2376 t3936 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l737 t3936 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2378 t3936 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1546 t3936 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2140 t3937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2374 t3937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2376 t3937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l737 t3937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2378 t3937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1546 t3937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2140 t3938 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2374 t3938 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2376 t3938 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l737 t3938 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2378 t3938 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1546 t3938 bgc0\">\u00a0</div>\n<div class=\"w1271 po0 h83 l2141 t3939 bgc3\">\u00a0</div>\n<div class=\"w1272 po0 h251 l2380 t3940 bgc3\">\u00a0</div>\n<div class=\"w983 po0 h83 l2381 t3939 bgc3\">\u00a0</div>\n<div class=\"w989 po0 h251 l2382 t3940 bgc3\">\u00a0</div>\n<div class=\"w1273 po0 h83 l2377 t3939 bgc3\">\u00a0</div>\n<div class=\"w1274 po0 h251 l2383 t3940 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h83 l2299 t3939 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h251 l794 t3940 bgc3\">\u00a0</div>\n<div class=\"w989 po0 h83 l2379 t3939 bgc3\">\u00a0</div>\n<div class=\"w1275 po0 h251 l2384 t3940 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3941 bgc0\">\u00a0</div>\n<div class=\"w1128 po0 h12 l2141 t3941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2374 t3941 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2375 t3941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2376 t3941 bgc0\">\u00a0</div>\n<div class=\"w1269 po0 h12 l2377 t3941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l737 t3941 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2299 t3941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2378 t3941 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2379 t3941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t3941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2140 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3942 bgc0\">\u00a0</div>\n<div class=\"w1128 po0 h12 l2141 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2374 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2374 t3942 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2375 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2376 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2376 t3942 bgc0\">\u00a0</div>\n<div class=\"w1269 po0 h12 l2377 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l737 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l737 t3942 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2299 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2378 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2378 t3942 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2379 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1546 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t3942 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2928\"><div class=\"po0 fs25 cl2 l451 t756\" id=\"a15988\">Honorarios percibidos por la sociedad de auditor\u00eda </div><div class=\"po0 fs14 cl2 l451 t3943\" id=\"a15990\">Los<div class=\"d0 w23\">\u00a0</div>honorarios relativos<div class=\"d0 w518\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>los servicios<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>auditor\u00eda de<div class=\"d0 w483\">\u00a0</div>las cuentas<div class=\"d0 w224\">\u00a0</div>anuales del<div class=\"d0 w173\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l451 t3944\" id=\"a15991\">prestados a las distintas sociedades que componen<div class=\"d0 w406\">\u00a0</div>el Grupo PRISA y sociedades dependientes </div><div class=\"po0 fs14 cl2 l451 t3904\" id=\"a15992\">por KPMG Auditores, S.L., as\u00ed como por otras entidades vinculadas a la misma han ascendido </div><div class=\"po0 fs14 cl2 l451 t3945\" id=\"a15994\">a 1.581<div class=\"d0 w21\">\u00a0</div>miles de euros<div class=\"d0 w9\">\u00a0</div>(1.545 miles de<div class=\"d0 w361\">\u00a0</div>euros en 2023 prestados<div class=\"d0 w296\">\u00a0</div>por el anterior<div class=\"d0 w31\">\u00a0</div>auditor Ernst &amp; </div><div class=\"po0 fs14 cl2 l451 t2618\" id=\"a15997\">Young, S.L.), de<div class=\"d0 w499\">\u00a0</div>los cuales<div class=\"d0 w498\">\u00a0</div>313 miles de<div class=\"d0 w697\">\u00a0</div>euros corresponden<div class=\"d0 w147\">\u00a0</div>a PRISA<div class=\"d0 w488\">\u00a0</div>(355 miles<div class=\"d0 w140\">\u00a0</div>de euros<div class=\"d0 w342\">\u00a0</div>en 2023 </div><div class=\"po0 fs14 cl2 l451 t2619\" id=\"a16002\">prestados<div class=\"d0 w214\">\u00a0</div>por<div class=\"d0 w704\">\u00a0</div>el<div class=\"d0 w629\">\u00a0</div>anterior<div class=\"d0 w597\">\u00a0</div>auditor<div class=\"d0 w218\">\u00a0</div>Ernst<div class=\"d0 w302\">\u00a0</div>&amp;<div class=\"d0 w182\">\u00a0</div>Young,<div class=\"d0 w358\">\u00a0</div>S.L.).<div class=\"d0 w646\">\u00a0</div>Por<div class=\"d0 w214\">\u00a0</div>otro<div class=\"d0 w629\">\u00a0</div>lado,<div class=\"d0 w678\">\u00a0</div>los<div class=\"d0 w637\">\u00a0</div>honorarios </div><div class=\"po0 fs14 cl2 l451 t2620\" id=\"a16004\">correspondientes a<div class=\"d0 w56\">\u00a0</div>otros auditores participantes<div class=\"d0 w296\">\u00a0</div>en la<div class=\"d0 w19\">\u00a0</div>auditor\u00eda del<div class=\"d0 w236\">\u00a0</div>ejercicio 2024<div class=\"d0 w27\">\u00a0</div>de distintas </div><div class=\"po0 fs14 cl2 l451 t3946\" id=\"a16005\">sociedades del Grupo ascendieron a 37 miles de euros (9 miles de euros<div class=\"d0 w141\">\u00a0</div>en 2023). </div><div class=\"po0 fs14 cl2 l451 t342\" id=\"a16010\">Por otra parte, el<div class=\"d0 w395\">\u00a0</div>detalle de los honorarios relativos a<div class=\"d0 w50\">\u00a0</div>otros servicios profesionales prestados a </div><div class=\"po0 fs14 cl2 l451 t2702\" id=\"a16011\">las<div class=\"d0 w237\">\u00a0</div>distintas<div class=\"d0 w49\">\u00a0</div>sociedades<div class=\"d0 w518\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>auditor<div class=\"d0 w111\">\u00a0</div>principal,<div class=\"d0 w283\">\u00a0</div>KPMG<div class=\"d0 w8\">\u00a0</div>Auditores,<div class=\"d0 w283\">\u00a0</div>S.L.<div class=\"d0 w344\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>2024, </div><div class=\"po0 fs14 cl2 l451 t3947\" id=\"a16012\">(Ernst &amp; Young,<div class=\"d0 w387\">\u00a0</div>S.L. en 2023)<div class=\"d0 w758\">\u00a0</div>y por otras<div class=\"d0 w143\">\u00a0</div>entidades vinculadas<div class=\"d0 w140\">\u00a0</div>al mismo, as\u00ed<div class=\"d0 w331\">\u00a0</div>como los<div class=\"d0 w265\">\u00a0</div>prestados </div><div class=\"po0 fs14 cl2 l451 t3948\" id=\"a16014\">por otros auditores es el siguiente (en miles de euros): </div><div class=\"po0 fs32 cl2 l863 t3949\" id=\"a16018\">2024 </div><div class=\"po0 fs32 cl2 l1945 t3949\" id=\"a16020\">2023 </div><div class=\"po0 fs32 cl2 l1071 t3950\" id=\"a16022\">Auditor de </div><div class=\"po0 fs32 cl2 l2385 t3951\" id=\"a16023\">cuentas y </div><div class=\"po0 fs32 cl2 l2385 t3952\" id=\"a16024\">empresas </div><div class=\"po0 fs32 cl2 l1104 t3953\" id=\"a16025\">vinculadas </div><div class=\"po0 fs32 cl2 l2243 t3954\" id=\"a16027\">Otras </div><div class=\"po0 fs32 cl2 l2037 t3955\" id=\"a16028\">firmas de </div><div class=\"po0 fs32 cl2 l2114 t3956\" id=\"a16029\">auditor\u00eda </div><div class=\"po0 fs32 cl2 l2386 t3950\" id=\"a16031\">Auditor de </div><div class=\"po0 fs32 cl2 l1822 t3951\" id=\"a16032\">cuentas y </div><div class=\"po0 fs32 cl2 l1822 t3952\" id=\"a16033\">empresas </div><div class=\"po0 fs32 cl2 l2003 t3953\" id=\"a16034\">vinculadas </div><div class=\"po0 fs32 cl2 l2387 t3954\" id=\"a16036\">Otras </div><div class=\"po0 fs32 cl2 l1000 t3955\" id=\"a16037\">firmas de </div><div class=\"po0 fs32 cl2 l2388 t3956\" id=\"a16038\">auditor\u00eda </div><div class=\"po0 fs32 cl2 l2146 t3957\" id=\"a16040\">Otros servicios de auditor\u00eda </div><div class=\"po0 fs32 cl2 l2389 t3957\" id=\"a16042\">- </div><div class=\"po0 fs32 cl2 l2038 t3957\" id=\"a16044\">- </div><div class=\"po0 fs32 cl2 l2390 t3957\" id=\"a16046\">53 </div><div class=\"po0 fs32 cl2 l2391 t3957\" id=\"a16048\">- </div><div class=\"po0 fs32 cl2 l2146 t3958\" id=\"a16050\">Otros servicios de verificaci\u00f3n </div><div class=\"po0 fs32 cl2 l2392 t3958\" id=\"a16052\">263 </div><div class=\"po0 fs32 cl2 l2127 t3958\" id=\"a16054\">279 </div><div class=\"po0 fs32 cl2 l2393 t3958\" id=\"a16056\">309 </div><div class=\"po0 fs32 cl2 l2394 t3958\" id=\"a16058\">125 </div><div class=\"po0 fs32 cl2 l2146 t3959\" id=\"a16060\">Servicios de asesoramiento<div class=\"d0 w960\">\u00a0</div>fiscal </div><div class=\"po0 fs32 cl2 l2395 t3959\" id=\"a16062\">1 </div><div class=\"po0 fs32 cl2 l2127 t3959\" id=\"a16064\">312 </div><div class=\"po0 fs32 cl2 l2396 t3959\" id=\"a16066\">- </div><div class=\"po0 fs32 cl2 l2394 t3959\" id=\"a16068\">222 </div><div class=\"po0 fs32 cl2 l2146 t3960\" id=\"a16070\">Otros servicios </div><div class=\"po0 fs32 cl2 l2389 t3960\" id=\"a16072\">- </div><div class=\"po0 fs32 cl2 l2127 t3960\" id=\"a16074\">444 </div><div class=\"po0 fs32 cl2 l1841 t3960\" id=\"a16076\">1 </div><div class=\"po0 fs32 cl2 l2394 t3960\" id=\"a16078\">632 </div><div class=\"po0 fs15 cl2 l2146 t3961\" id=\"a16080\">Total otros servicios profesionales </div><div class=\"po0 fs15 cl2 l2392 t3961\" id=\"a16082\">264 </div><div class=\"po0 fs15 cl2 l2397 t3961\" id=\"a16084\">1.035 </div><div class=\"po0 fs15 cl2 l2393 t3961\" id=\"a16086\">363 </div><div class=\"po0 fs15 cl2 l2394 t3961\" id=\"a16088\">979 </div></div></div></div></div></div></div><div class=\"po1 w502 h301 lh0\" id=\"TextBlockContainer2940\"><div class=\"w89 po0 h12 l2402 t1174 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2402 t1174 bgc0\">\u00a0</div>\n<div class=\"w910 po0 h12 l2403 t1174 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2404 t1174 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2404 t1174 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2402 t1175 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2404 t1175 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2402 t3965 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2938\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16101\">El<div class=\"d0 w191\">\u00a0</div>importe<div class=\"d0 w512\">\u00a0</div>recogido<div class=\"d0 w552\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>otros<div class=\"d0 w552\">\u00a0</div>servicios<div class=\"d0 w441\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>verificaci\u00f3n<div class=\"d0 w552\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>auditor<div class=\"d0 w441\">\u00a0</div>principal<div class=\"d0 w428\">\u00a0</div>corresponde, </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a16104\">principalmente, a los honorarios por<div class=\"d0 w515\">\u00a0</div>la revisi\u00f3n limitada de los<div class=\"d0 w140\">\u00a0</div>estados financieros intermedios </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a16106\">resumidos consolidados del<div class=\"d0 w228\">\u00a0</div>primer semestre de<div class=\"d0 w295\">\u00a0</div>2024 y<div class=\"d0 w57\">\u00a0</div>el informe de<div class=\"d0 w24\">\u00a0</div>seguridad razonable del </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a16114\">Sistema de Control Interno de la Informaci\u00f3n Financiera<div class=\"d0 w516\">\u00a0</div>(SCIIF) del Grupo PRISA.</div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer2940\"><div class=\"po0 fs14 cl2 l325 t759\" id=\"a16114_80_2\"><div class=\"d0 w352\">\u00a0</div></div><div class=\"po0 fs25 cl2 l362 t3971\" id=\"a16120\">Variaci\u00f3n de las correcciones de valor </div><div class=\"po0 fs14 cl2 l362 t3972\" id=\"a16122\">La composici\u00f3n de la variaci\u00f3n de las correcciones de valor es la siguiente: </div><div class=\"po0 fs32 cl2 l925 t3973\" id=\"a16126\">Miles de euros </div><div class=\"po0 fs32 cl2 l2248 t3974\" id=\"a16128\">2024 </div><div class=\"po0 fs32 cl2 l999 t3974\" id=\"a16130\">2023 </div><div class=\"po0 fs32 cl2 l2411 t3975\" id=\"a16132\">Variaci\u00f3n en correcciones<div class=\"d0 w803\">\u00a0</div>de valor (clientes y<div class=\"d0 w621\">\u00a0</div>deudores) </div><div class=\"po0 fs32 cl2 l577 t3975\" id=\"a16134\">4.128 </div><div class=\"po0 fs32 cl2 l2412 t3975\" id=\"a16136\">5.573 </div><div class=\"po0 fs32 cl2 l2411 t3976\" id=\"a16138\">Variaci\u00f3n de correcciones<div class=\"d0 w298\">\u00a0</div>de valor de existencias </div><div class=\"po0 fs32 cl2 l577 t3976\" id=\"a16140\">6.353 </div><div class=\"po0 fs32 cl2 l2412 t3976\" id=\"a16142\">5.170 </div><div class=\"po0 fs32 cl2 l2411 t3977\" id=\"a16144\">Variaci\u00f3n de correcciones<div class=\"d0 w298\">\u00a0</div>de valor para devoluciones </div><div class=\"po0 fs32 cl2 l2413 t3977\" id=\"a16146\">417 </div><div class=\"po0 fs32 cl2 l983 t3977\" id=\"a16148\">(372) </div><div class=\"po0 fs15 cl2 l2411 t3978\" id=\"a16150\">Total </div><div class=\"po0 fs15 cl2 l587 t3978\" id=\"a16152\">10.898 </div><div class=\"po0 fs15 cl2 l2414 t3979\" id=\"a16154\">10.371</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfExpensesByNatureExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_358": {
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class=\"w89 po0 h219 l2235 t3651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h219 l2234 t3651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2237 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2237 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2238 t3652 bgc0\">\u00a0</div>\n<div class=\"w1040 po0 h12 l2239 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2232 t3652 bgc0\">\u00a0</div>\n<div class=\"w924 po0 h12 l2233 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2235 t3652 bgc0\">\u00a0</div>\n<div class=\"w1191 po0 h12 l2236 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2234 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2237 t2865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2232 t2865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2235 t2865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2234 t2865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2237 t3653 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2232 t3653 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2235 t3653 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2234 t3653 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2237 t3654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2232 t3654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2235 t3654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2234 t3654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2237 t3655 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2232 t3655 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2235 t3655 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2234 t3655 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2237 t3656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2232 t3656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2235 t3656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2234 t3656 bgc0\">\u00a0</div>\n<div class=\"w1041 po0 h35 l2238 t3657 bgc3\">\u00a0</div>\n<div class=\"w1042 po0 h35 l2240 t3657 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h35 l1085 t3657 bgc3\">\u00a0</div>\n<div class=\"w1192 po0 h35 l2241 t3657 bgc3\">\u00a0</div>\n<div class=\"w1191 po0 h35 l2236 t3657 bgc3\">\u00a0</div>\n<div class=\"w1193 po0 h35 l2242 t3657 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2237 t3658 bgc0\">\u00a0</div>\n<div class=\"w1044 po0 h12 l2238 t3658 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2232 t3658 bgc0\">\u00a0</div>\n<div class=\"w924 po0 h12 l2233 t3658 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2235 t3658 bgc0\">\u00a0</div>\n<div class=\"w1191 po0 h12 l2236 t3658 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2234 t3658 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2237 t3657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2237 t3139 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2237 t3139 bgc0\">\u00a0</div>\n<div class=\"w1044 po0 h12 l2238 t3139 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2232 t3657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2232 t3139 bgc0\">\u00a0</div>\n<div class=\"w924 po0 h12 l2233 t3139 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2235 t3657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2235 t3139 bgc0\">\u00a0</div>\n<div class=\"w1191 po0 h12 l2236 t3139 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2234 t3657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2234 t3139 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2234 t3139 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2826\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a15065\">Consumos </div><div class=\"po0 fs14 cl2 l340 t1561\" id=\"a15067\">La composici\u00f3n de los consumos es la siguiente: </div><div class=\"po0 fs32 cl2 l2243 t3659\" id=\"a15071\">Miles de euros </div><div class=\"po0 fs32 cl2 l586 t3660\" id=\"a15073\">2024 </div><div class=\"po0 fs32 cl2 l2244 t3660\" id=\"a15075\">2023 </div><div class=\"po0 fs32 cl2 l2245 t2865\" id=\"a15077\">Papel e impresi\u00f3n </div><div class=\"po0 fs32 cl2 l2246 t2865\" id=\"a15079\">36.503 </div><div class=\"po0 fs32 cl2 l571 t2865\" id=\"a15081\">53.389 </div><div class=\"po0 fs32 cl2 l2245 t3287\" id=\"a15083\">Derechos audiovisuales </div><div class=\"po0 fs32 cl2 l2247 t3287\" id=\"a15085\">4.695 </div><div class=\"po0 fs32 cl2 l588 t3287\" id=\"a15087\">6.452 </div><div class=\"po0 fs32 cl2 l2245 t3661\" id=\"a15089\">Libros </div><div class=\"po0 fs32 cl2 l2246 t3661\" id=\"a15091\">59.604 </div><div class=\"po0 fs32 cl2 l571 t3661\" id=\"a15093\">76.602 </div><div class=\"po0 fs32 cl2 l2245 t3662\" id=\"a15095\">Variaci\u00f3n de existencias<div class=\"d0 w1194\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2248 t3662\" id=\"a15097\">730 </div><div class=\"po0 fs32 cl2 l593 t3662\" id=\"a15099\">(39) </div><div class=\"po0 fs32 cl2 l2245 t3656\" id=\"a15101\">Otros consumos </div><div class=\"po0 fs32 cl2 l2247 t3656\" id=\"a15103\">9.127 </div><div class=\"po0 fs32 cl2 l588 t3656\" id=\"a15105\">9.911 </div><div class=\"po0 fs15 cl2 l2245 t3663\" id=\"a15107\">Total </div><div class=\"po0 fs15 cl2 l993 t3663\" id=\"a15109\">110.659 </div><div class=\"po0 fs15 cl2 l1341 t3663\" id=\"a15111\">146.315 </div><div class=\"po0 fs14 cl2 l340 t3664\" id=\"a15114\">En<div class=\"d0 w551\">\u00a0</div>2024,<div class=\"d0 w441\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>descenso<div class=\"d0 w401\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>gasto<div class=\"d0 w540\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>ep\u00edgrafes<div class=\"d0 w398\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>\u201cPapel<div class=\"d0 w745\">\u00a0</div>e<div class=\"d0 w205\">\u00a0</div>impresi\u00f3n\u201d<div class=\"d0 w202\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>\u201cLibros\u201d<div class=\"d0 w438\">\u00a0</div>est\u00e1 </div><div class=\"po0 fs14 cl2 l340 t3665\" id=\"a15115\">relacionado fundamentalmente<div class=\"d0 w342\">\u00a0</div>con las menores<div class=\"d0 w332\">\u00a0</div>ventas en el<div class=\"d0 w411\">\u00a0</div>segmento de Educaci\u00f3n,<div class=\"d0 w325\">\u00a0</div>las cuales </div><div class=\"po0 fs14 cl2 l340 t3666\" id=\"a15116\">est\u00e1n afectadas por<div class=\"d0 w420\">\u00a0</div>los ciclos educativos<div class=\"d0 w55\">\u00a0</div>de ense\u00f1anza y<div class=\"d0 w9\">\u00a0</div>las novedades curriculares.<div class=\"d0 w55\">\u00a0</div>Adem\u00e1s, </div><div class=\"po0 fs14 cl2 l340 t3667\" id=\"a15118\">en el ejercicio<div class=\"d0 w626\">\u00a0</div>2023 se registraron<div class=\"d0 w422\">\u00a0</div>ventas institucionales<div class=\"d0 w331\">\u00a0</div>extraordinarias en<div class=\"d0 w478\">\u00a0</div>Santillana Argentina, </div><div class=\"po0 fs14 cl2 l340 t3668\" id=\"a15121\">que no se han repetido en 2024. Por otro lado, la disminuci\u00f3n del<div class=\"d0 w353\">\u00a0</div>gasto de \u201cPapel e impresi\u00f3n\u201d </div><div class=\"po0 fs14 cl2 l340 t3669\" id=\"a15124\">en el presente ejercicio se explica por la menor difusi\u00f3n de peri\u00f3dicos f\u00edsicos y el menor precio </div><div class=\"po0 fs14 cl2 l340 t3670\" id=\"a15126\">del coste del papel en el segmento de Media.</div><div class=\"po0 fs25 cl4 l2249 t3671\" id=\"a15128\">..</div></div></div></div></div><div class=\"po1 w1196 h286 lh0\" id=\"TextBlockContainer2838\"><div class=\"po0 l342 t756 f0\" id=\"div_2835_XBRL_TS_5b9993dd99f547f19439144404493067\"><div class=\"po1 w1196 h286 lh0\" id=\"TextBlockContainer2836\"><div class=\"w89 po0 h12 l1131 t1286 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t1286 bgc0\">\u00a0</div>\n<div class=\"w910 po0 h12 l2250 t1286 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t1286 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t1286 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1131 t3404 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2252 t3404 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t3675 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2250 t3675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2034 t3675 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2251 t3675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t3675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1131 t3676 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2034 t3676 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2252 t3676 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2189 t3677 bgc0\">\u00a0</div>\n<div class=\"w1197 po0 h12 l2190 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t3677 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2250 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2034 t3677 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2251 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l330 t2839 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1131 t2839 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2034 t2839 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2252 t2839 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l330 t3678 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1131 t3678 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2034 t3678 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2252 t3678 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l330 t951 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1131 t951 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2034 t951 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2252 t951 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l330 t1818 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1131 t1818 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2034 t1818 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2252 t1818 bgc0\">\u00a0</div>\n<div class=\"w1198 po0 h37 l2253 t3679 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h37 l2254 t3679 bgc3\">\u00a0</div>\n<div class=\"w918 po0 h37 l2255 t3679 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3161 bgc0\">\u00a0</div>\n<div class=\"w1195 po0 h12 l2189 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t3161 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2250 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2034 t3161 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2251 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t3161 bgc0\">\u00a0</div>\n<div class=\"po1 w1196 z0\" id=\"TextContainer2836\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a15132\">La composici\u00f3n de los gastos de personal es la siguiente: </div><div class=\"po0 fs32 cl2 l2243 t3680\" id=\"a15136\">Miles de euros </div><div class=\"po0 fs32 cl2 l2103 t3681\" id=\"a15139\">2024 </div><div class=\"po0 fs32 cl2 l2056 t3681\" id=\"a15141\">2023 </div><div class=\"po0 fs32 cl2 l2256 t3682\" id=\"a15143\">Sueldos y salarios </div><div class=\"po0 fs32 cl2 l753 t3682\" id=\"a15145\">248.793 </div><div class=\"po0 fs32 cl2 l2257 t3682\" id=\"a15147\">243.955 </div><div class=\"po0 fs32 cl2 l2256 t3683\" id=\"a15149\">Cargas sociales </div><div class=\"po0 fs32 cl2 l2258 t3683\" id=\"a15151\">53.478 </div><div class=\"po0 fs32 cl2 l2259 t3683\" id=\"a15153\">51.363 </div><div class=\"po0 fs32 cl2 l2256 t3684\" id=\"a15155\">Indemnizaciones </div><div class=\"po0 fs32 cl2 l2260 t3684\" id=\"a15157\">5.682 </div><div class=\"po0 fs32 cl2 l1958 t3684\" id=\"a15159\">8.262 </div><div class=\"po0 fs32 cl2 l2256 t3685\" id=\"a15161\">Otros gastos sociales </div><div class=\"po0 fs32 cl2 l2258 t3685\" id=\"a15163\">16.006 </div><div class=\"po0 fs32 cl2 l2259 t3685\" id=\"a15165\">16.131 </div><div class=\"po0 fs15 cl2 l2256 t3686\" id=\"a15167\">Total </div><div class=\"po0 fs15 cl2 l753 t3686\" id=\"a15169\">323.959 </div><div class=\"po0 fs15 cl2 l2261 t3687\" id=\"a15171\">319.711</div></div></div></div></div><div class=\"po1 w681 h288 lh0\" id=\"TextBlockContainer2855\"><div class=\"w1199 po0 h12 l1556 t3689 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2855\"><div class=\"po0 fs26 cl2 l451 t756\" id=\"a15185\">Transacciones con pagos basados en instrumentos de patrimonio </div><div class=\"po0 fs14 cl2 l451 t3690\" id=\"a15187\">Planes de incentivos a medio plazo 2022-2025 (IMPs): </div></div><div class=\"po0 l342 t3717 f0\" id=\"div_2849_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646\"><div class=\"po1 w681 h287 lh0\" id=\"TextBlockContainer2853\"><div class=\"po0 l342 t756 f0\" id=\"div_2850_XBRL_TS_11ddf6ebf6264a5199ddb731cf339585\"><div class=\"po1 w681 h287 lh0\" id=\"TextBlockContainer2851\"><div class=\"po1 w681 z0\" id=\"TextContainer2851\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a15192\">A 31<div class=\"d0 w343\">\u00a0</div>de diciembre<div class=\"d0 w246\">\u00a0</div>de 2024<div class=\"d0 w395\">\u00a0</div>se encontraban<div class=\"d0 w129\">\u00a0</div>en vigor<div class=\"d0 w129\">\u00a0</div>los siguientes<div class=\"d0 w366\">\u00a0</div>planes que<div class=\"d0 w32\">\u00a0</div>est\u00e1n<div class=\"d0 w1200\">\u00a0</div>ligados<div class=\"d0 w1077\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l451 t757\" id=\"a15206\">cumplimiento de objetivos cuantitativos financieros,<div class=\"d0 w50\">\u00a0</div>en los ejercicios 2022,<div class=\"d0 w63\">\u00a0</div>2023, 2024 y 2025<div class=\"d0 w57\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l451 t758\" id=\"a15209\">son<div class=\"d0 w59\">\u00a0</div>pagaderos<div class=\"d0 w58\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>acciones<div class=\"d0 w395\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>PRISA.<div class=\"d0 w34\">\u00a0</div>De<div class=\"d0 w286\">\u00a0</div>cumplirse<div class=\"d0 w32\">\u00a0</div>alguno<div class=\"d0 w9\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>objetivos previstos<div class=\"d0 w531\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l451 t1009\" id=\"a15211\">citados ejercicios, se entregar\u00e1n las acciones a los beneficiarios en tres tercios, en los a\u00f1os 2024, </div><div class=\"po0 fs14 cl2 l451 t818\" id=\"a15212\">2025, 2026, 2027 y 2028, de acuerdo con lo establecido. Son los siguientes: </div><div class=\"po0 fs14 cl2 l2262 t820\" id=\"a15217\">i.</div><div class=\"po0 fs14 cl2 l2155 t820\" id=\"a15218\"><div class=\"d0 w613\">\u00a0</div>Plan de<div class=\"d0 w484\">\u00a0</div>incentivos 2022-2025 de<div class=\"d0 w229\">\u00a0</div>la CFO<div class=\"d0 w56\">\u00a0</div>de PRISA<div class=\"d0 w48\">\u00a0</div>(consejera ejecutiva<div class=\"d0 w24\">\u00a0</div>de PRISA)<div class=\"d0 w32\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l2263 t406\" id=\"a15222\">v\u00e9ase </div><div class=\"po0 fs26 cl2 l2155 t3691\" id=\"a15223\">nota 21</div><div class=\"po0 fs14 cl2 l2264 t821\" id=\"a15224\">). </div><div class=\"po0 fs14 cl2 l873 t3692\" id=\"a15227\">ii.</div><div class=\"po0 fs14 cl2 l2155 t3692\" id=\"a15228\"><div class=\"d0 w613\">\u00a0</div>Plan de<div class=\"d0 w48\">\u00a0</div>incentivos 2022-2025 del<div class=\"d0 w201\">\u00a0</div>Presidente Ejecutivo<div class=\"d0 w39\">\u00a0</div>de Santillana (consejero<div class=\"d0 w201\">\u00a0</div>ejecutivo </div><div class=\"po0 fs14 cl2 l2155 t3693\" id=\"a15232\">de PRISA) (</div><div class=\"po0 fs26 cl2 l2265 t2686\" id=\"a15233\">v\u00e9ase nota 21</div><div class=\"po0 fs14 cl2 ls11 l1058 t3693\" id=\"a15234\">). </div><div class=\"po0 fs14 cl2 l466 t961\" id=\"a15237\">iii.</div><div class=\"po0 fs14 cl2 l2155 t961\" id=\"a15239\"><div class=\"d0 w613\">\u00a0</div>Plan<div class=\"d0 w749\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>incentivos<div class=\"d0 w430\">\u00a0</div>2022-2025<div class=\"d0 w534\">\u00a0</div>del<div class=\"d0 w197\">\u00a0</div>Presidente<div class=\"d0 w159\">\u00a0</div>Ejecutivo<div class=\"d0 w197\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>PRISA<div class=\"d0 w749\">\u00a0</div>Media<div class=\"d0 w347\">\u00a0</div>(consejero </div><div class=\"po0 fs14 cl2 l2155 t962\" id=\"a15243\">ejecutivo de PRISA). Se hace constar<div class=\"d0 w299\">\u00a0</div>que el 26 de febrero de<div class=\"d0 w113\">\u00a0</div>2025 el consejero ejecutivo D. </div><div class=\"po0 fs14 cl2 l2155 t963\" id=\"a15244\">Carlos N\u00fa\u00f1ez ha cesado como<div class=\"d0 w557\">\u00a0</div>consejero de PRISA y como<div class=\"d0 w266\">\u00a0</div>Presidente Ejecutivo de PRISA </div><div class=\"po0 fs14 cl2 l2155 t3694\" id=\"a15246\">Media (</div><div class=\"po0 fs26 cl2 l2266 t3695\" id=\"a15247\">v\u00e9ase nota 21</div><div class=\"po0 fs14 cl2 l2267 t3694\" id=\"a15248\">). </div><div class=\"po0 fs14 cl2 l383 t3696\" id=\"a15251\">iv.</div><div class=\"po0 fs14 cl2 l2155 t3696\" id=\"a15252\"><div class=\"d0 w613\">\u00a0</div>Plan<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>incentivos<div class=\"d0 w59\">\u00a0</div>2022-2025<div class=\"d0 w167\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Equipo<div class=\"d0 w236\">\u00a0</div>Directivo<div class=\"d0 w333\">\u00a0</div>(PRISA<div class=\"d0 w56\">\u00a0</div>Media,<div class=\"d0 w175\">\u00a0</div>Santillana<div class=\"d0 w39\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>PRISA </div><div class=\"po0 fs14 cl2 l2155 t3697\" id=\"a15256\">Corporativo): </div><div class=\"po0 fs14 cl2 l488 t3698\" id=\"a15259\">El Consejo de<div class=\"d0 w368\">\u00a0</div>Administraci\u00f3n de PRISA en<div class=\"d0 w57\">\u00a0</div>su reuni\u00f3n celebrada<div class=\"d0 w22\">\u00a0</div>el 26 de<div class=\"d0 w48\">\u00a0</div>abril de 2022 </div><div class=\"po0 fs14 cl2 l488 t3699\" id=\"a15260\">aprob\u00f3 un<div class=\"d0 w110\">\u00a0</div>plan de<div class=\"d0 w239\">\u00a0</div>incentivos a medio<div class=\"d0 w286\">\u00a0</div>plazo, del que<div class=\"d0 w248\">\u00a0</div>son beneficiarios<div class=\"d0 w418\">\u00a0</div>un colectivo<div class=\"d0 w32\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t3700\" id=\"a15262\">directivos de PRISA Media,<div class=\"d0 w234\">\u00a0</div>Santillana y PRISA Corporativo. A<div class=\"d0 w228\">\u00a0</div>cierre del ejercicio 2024 </div><div class=\"po0 fs14 cl2 l488 t3701\" id=\"a15263\">ning\u00fan miembro del colectivo de la alta direcci\u00f3n es beneficiario<div class=\"d0 w479\">\u00a0</div>de este Plan. </div><div class=\"po0 fs14 cl2 l488 t3702\" id=\"a15266\">El Plan est\u00e1 ligado al cumplimiento<div class=\"d0 w558\">\u00a0</div>de los siguientes objetivos cuantitativos<div class=\"d0 w557\">\u00a0</div>financieros, </div><div class=\"po0 fs14 cl2 l488 t3703\" id=\"a15267\">en los ejercicios 2022, 2023, 2024 y 2025: i) en el caso de PRISA Media los objetivos<div class=\"d0 w328\">\u00a0</div>est\u00e1n </div><div class=\"po0 fs14 cl2 l488 t3704\" id=\"a15268\">vinculados al<div class=\"d0 w18\">\u00a0</div>EBITDA, Cash Flow<div class=\"d0 w33\">\u00a0</div>e ingresos digitales<div class=\"d0 w55\">\u00a0</div>de su presupuesto;<div class=\"d0 w63\">\u00a0</div>ii) en<div class=\"d0 w22\">\u00a0</div>el caso </div><div class=\"po0 fs14 cl2 l488 t3705\" id=\"a15270\">de Santillana est\u00e1n vinculados al EBIT y al<div class=\"d0 w488\">\u00a0</div>Cash Flow de su presupuesto y iii)<div class=\"d0 w251\">\u00a0</div>en el caso </div><div class=\"po0 fs14 cl2 l488 t3706\" id=\"a15271\">de<div class=\"d0 w207\">\u00a0</div>PRISA<div class=\"d0 w491\">\u00a0</div>Corporativo<div class=\"d0 w496\">\u00a0</div>est\u00e1n<div class=\"d0 w611\">\u00a0</div>ligados<div class=\"d0 w648\">\u00a0</div>al<div class=\"d0 w272\">\u00a0</div>Cash<div class=\"d0 w504\">\u00a0</div>Flow<div class=\"d0 w841\">\u00a0</div>ajustado<div class=\"d0 w1024\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>Grupo<div class=\"d0 w435\">\u00a0</div>Prisa<div class=\"d0 w495\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l488 t3707\" id=\"a15272\">presupuesto. </div><div class=\"po0 fs14 cl2 l488 t3708\" id=\"a15275\">A cada uno<div class=\"d0 w21\">\u00a0</div>de los referidos colectivos de directivos<div class=\"d0 w34\">\u00a0</div>de PRISA Media y<div class=\"d0 w20\">\u00a0</div>de Santillana se </div><div class=\"po0 fs14 cl2 l488 t3257\" id=\"a15276\">les ha asignado un<div class=\"d0 w38\">\u00a0</div>n\u00famero de acciones te\u00f3ricas<div class=\"d0 w47\">\u00a0</div>equivalentes a un total de<div class=\"d0 w57\">\u00a0</div>700 miles de </div><div class=\"po0 fs14 cl2 l488 t3709\" id=\"a15277\">euros brutos por cada a\u00f1o<div class=\"d0 w478\">\u00a0</div>de duraci\u00f3n del Plan,<div class=\"d0 w141\">\u00a0</div>y al colectivo<div class=\"d0 w266\">\u00a0</div>de beneficiarios de PRISA </div><div class=\"po0 fs14 cl2 l488 t3710\" id=\"a15280\">Corporativo se les ha asignado un n\u00famero de acciones<div class=\"d0 w140\">\u00a0</div>te\u00f3ricas equivalentes a 125 miles </div><div class=\"po0 fs14 cl2 l488 t3711\" id=\"a15281\">de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>brutos<div class=\"d0 w228\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>cada<div class=\"d0 w175\">\u00a0</div>a\u00f1o<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>duraci\u00f3n<div class=\"d0 w248\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Plan,<div class=\"d0 w173\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>servir\u00e1n<div class=\"d0 w421\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>referencia<div class=\"d0 w418\">\u00a0</div>para </div><div class=\"po0 fs14 cl2 l488 t3712\" id=\"a15282\">determinar el n\u00famero final de<div class=\"d0 w30\">\u00a0</div>acciones a entregar. Los<div class=\"d0 w246\">\u00a0</div>c\u00e1lculos de las acciones te\u00f3ricas </div><div class=\"po0 fs14 cl2 l488 t3713\" id=\"a15285\">se han realizado considerando<div class=\"d0 w634\">\u00a0</div>el valor burs\u00e1til<div class=\"d0 w140\">\u00a0</div>promedio de la<div class=\"d0 w402\">\u00a0</div>acci\u00f3n de PRISA durante </div><div class=\"po0 fs14 cl2 l488 t3714\" id=\"a15286\">el \u00faltimo trimestre de 2021.<div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3715\" id=\"a15289\">En<div class=\"d0 w588\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>ejercicio<div class=\"d0 w243\">\u00a0</div>2024<div class=\"d0 w156\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>ha<div class=\"d0 w444\">\u00a0</div>registrado<div class=\"d0 w513\">\u00a0</div>un<div class=\"d0 w408\">\u00a0</div>gasto<div class=\"d0 w636\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>646<div class=\"d0 w194\">\u00a0</div>miles<div class=\"d0 w260\">\u00a0</div>euros<div class=\"d0 w68\">\u00a0</div>por<div class=\"d0 w749\">\u00a0</div>este<div class=\"d0 w445\">\u00a0</div>Plan </div><div class=\"po0 fs14 cl2 l488 t3716\" id=\"a15290\">(considerando el grado de consecuci\u00f3n de los objetivos correspondientes<div class=\"d0 w299\">\u00a0</div>a los ejercicios </div></div></div></div></div></div></div><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2879\"><div class=\"po0 l342 t756 f0\" id=\"div_2867_XBRL_TS_af5271ecbdb540a094e170e78ab56901_1\"><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2877\"><div class=\"po0 l342 t756 f0\" id=\"div_2868_XBRL_TS_f24179337f1941d59dcffe986d4dab1a_1\"><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2875\"><div class=\"po0 l342 t756 f0\" id=\"div_2869_XBRL_TS_11ddf6ebf6264a5199ddb731cf339585_1\"><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2873\"><div class=\"po0 l342 t756 f0\" id=\"div_2870_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646_1\"><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2871\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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class=\"w89 po0 h291 l2279 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2280 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2281 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3730 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2269 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l954 t3730 bgc0\">\u00a0</div>\n<div class=\"w1206 po0 h12 l2272 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l968 t3730 bgc0\">\u00a0</div>\n<div class=\"w1208 po0 h12 l2274 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2279 t3730 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2276 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2280 t3730 bgc0\">\u00a0</div>\n<div class=\"w1212 po0 h12 l2277 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2270 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3732 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2269 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l954 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l954 t3732 bgc0\">\u00a0</div>\n<div class=\"w1206 po0 h12 l2272 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l968 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l968 t3732 bgc0\">\u00a0</div>\n<div class=\"w1208 po0 h12 l2274 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2279 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2279 t3732 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2276 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2280 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2280 t3732 bgc0\">\u00a0</div>\n<div class=\"w1212 po0 h12 l2277 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2281 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3732 bgc0\">\u00a0</div>\n<div class=\"po1 w1226 z0\" id=\"TextContainer2871\"><div class=\"po0 fs14 cl2 l488 t756\" id=\"a15300\">2024, 2023 y 2022 y<div class=\"d0 w326\">\u00a0</div>valorando las acciones<div class=\"d0 w532\">\u00a0</div>al precio de cotizaci\u00f3n<div class=\"d0 w410\">\u00a0</div>de PRISA en las<div class=\"d0 w126\">\u00a0</div>fechas </div><div class=\"po0 fs14 cl2 l488 t816\" id=\"a15301\">de medici\u00f3n). </div><div class=\"po0 fs14 cl2 l1948 t817\" id=\"a15304\">Cumplimiento objetivos IMPs:<div class=\"d0 w754\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1948 t3733\" id=\"a15307\">El<div class=\"d0 w398\">\u00a0</div>cumplimiento<div class=\"d0 w416\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>objetivos<div class=\"d0 w715\">\u00a0</div>correspondientes<div class=\"d0 w492\">\u00a0</div>a<div class=\"d0 w210\">\u00a0</div>cada<div class=\"d0 w398\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>verifica<div class=\"d0 w900\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>vez </div><div class=\"po0 fs14 cl2 l1948 t3734\" id=\"a15308\">finalizado el ejercicio correspondiente, tras la formulaci\u00f3n de las cuentas anuales relativas a </div><div class=\"po0 fs14 cl2 l1948 t3735\" id=\"a15309\">dicho ejercicio. El incentivo que resulte para cada ejercicio se pagar\u00e1 en tres tercios, durante </div><div class=\"po0 fs14 cl2 l1948 t3736\" id=\"a15311\">los tres ejercicios siguientes, en la fecha que determine el Consejo de Administraci\u00f3n dentro </div><div class=\"po0 fs14 cl2 l1948 t3737\" id=\"a15312\">de<div class=\"d0 w671\">\u00a0</div>los<div class=\"d0 w665\">\u00a0</div>60<div class=\"d0 w863\">\u00a0</div>d\u00edas<div class=\"d0 w668\">\u00a0</div>naturales<div class=\"d0 w321\">\u00a0</div>siguientes<div class=\"d0 w1090\">\u00a0</div>a<div class=\"d0 w665\">\u00a0</div>la<div class=\"d0 w860\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w1214\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>las<div class=\"d0 w859\">\u00a0</div>cuentas<div class=\"d0 w1215\">\u00a0</div>del<div class=\"d0 w771\">\u00a0</div>ejercicio </div><div class=\"po0 fs14 cl2 l1948 t3738\" id=\"a15313\">inmediatamente anterior.<div class=\"d0 w1162\">\u00a0</div></div><div class=\"po0 fs14 cl2 l2156 t3739\" id=\"a15316\">i.</div><div class=\"po0 fs14 cl2 l488 t3739\" id=\"a15317\"><div class=\"d0 w613\">\u00a0</div>Cumplimiento objetivos ejercicio 2022: </div><div class=\"po0 fs14 cl2 l2155 t3355\" id=\"a15321\">En 2023 el Consejo de Administraci\u00f3n<div class=\"d0 w299\">\u00a0</div>de PRISA verific\u00f3 el cumplimiento de los<div class=\"d0 w392\">\u00a0</div>objetivos </div><div class=\"po0 fs14 cl2 l2155 t1922\" id=\"a15323\">correspondientes<div class=\"d0 w225\">\u00a0</div>al<div class=\"d0 w162\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2022<div class=\"d0 w291\">\u00a0</div>y,<div class=\"d0 w586\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>propuesta<div class=\"d0 w224\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>Nombramientos, </div><div class=\"po0 fs14 cl2 l2155 t3356\" id=\"a15324\">Retribuciones y Gobierno Corporativo (\u201cCNRGC\u201d), determin\u00f3<div class=\"d0 w561\">\u00a0</div>el incentivo resultante del </div><div class=\"po0 fs14 cl2 l2155 t3357\" id=\"a15325\">ejercicio<div class=\"d0 w168\">\u00a0</div>2022<div class=\"d0 w275\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>consiguiente<div class=\"d0 w492\">\u00a0</div>n\u00famero<div class=\"d0 w720\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>entregar<div class=\"d0 w493\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>cada<div class=\"d0 w336\">\u00a0</div>uno<div class=\"d0 w487\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l2155 t3358\" id=\"a15327\">beneficiarios, de acuerdo con el siguiente detalle: </div><div class=\"po0 fs15 cl2 l902 t3740\" id=\"a15330\">Cumplimiento objetivos<div class=\"d0 w696\">\u00a0</div>ejercicio 2022 </div><div class=\"po0 fs15 cl2 l2283 t3741\" id=\"a15333\">N\u00aa<div class=\"d0 w477\">\u00a0</div>total<div class=\"d0 w485\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2283 t3742\" id=\"a15334\">brutas<div class=\"d0 w282\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>entregar<div class=\"d0 w60\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2283 t3743\" id=\"a15335\">(cumplimiento </div><div class=\"po0 fs15 cl2 l2283 t3744\" id=\"a15336\">incentivo </div><div class=\"po0 fs15 cl2 l2283 t3745\" id=\"a15337\">ejercicio 2022) </div><div class=\"po0 fs15 cl2 l1823 t3741\" id=\"a15339\">N\u00ba<div class=\"d0 w1216\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l1823 t3742\" id=\"a15340\">brutas<div class=\"d0 w168\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>liquidar<div class=\"d0 w361\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1823 t3743\" id=\"a15341\">en 2023 (1/3)<div class=\"d0 w423\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2284 t3741\" id=\"a15343\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2284 t3742\" id=\"a15344\">brutas<div class=\"d0 w1218\">\u00a0</div>a </div><div class=\"po0 fs15 cl2 l2284 t3743\" id=\"a15345\">liquidar en 2024 </div><div class=\"po0 fs15 cl2 l2284 t3744\" id=\"a15346\">(2/3)<div class=\"d0 w1219\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2285 t3741\" id=\"a15350\">N\u00ba<div class=\"d0 w1220\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2285 t3742\" id=\"a15351\">brutas<div class=\"d0 w1221\">\u00a0</div>a </div><div class=\"po0 fs15 cl2 l2285 t3743\" id=\"a15352\">liquidar<div class=\"d0 w1222\">\u00a0</div>en<div class=\"d0 w245\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2285 t3744\" id=\"a15353\">2025 (3/3)<div class=\"d0 w341\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1191 t3746\" id=\"a15357\">CFO PRISA </div><div class=\"po0 fs15 cl2 l1860 t3746\" id=\"a15359\">748.031 </div><div class=\"po0 fs32 cl2 l2286 t3747\" id=\"a15361\">249.344 </div><div class=\"po0 fs32 cl2 l2287 t3747\" id=\"a15363\">249.344 </div><div class=\"po0 fs32 cl2 l2288 t3747\" id=\"a15365\">249.343 </div><div class=\"po0 fs15 cl2 l1191 t3748\" id=\"a15367\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1860 t3748\" id=\"a15369\">339.538 </div><div class=\"po0 fs32 cl2 l2286 t3749\" id=\"a15371\">113.179 </div><div class=\"po0 fs32 cl2 l2287 t3749\" id=\"a15373\">113.179 </div><div class=\"po0 fs32 cl2 l2288 t3749\" id=\"a15375\">113.180 </div><div class=\"po0 fs15 cl2 l1191 t3750\" id=\"a15377\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1860 t3750\" id=\"a15379\">992.294 </div><div class=\"po0 fs32 cl2 l2286 t3751\" id=\"a15381\">330.765 </div><div class=\"po0 fs32 cl2 l2287 t3751\" id=\"a15383\">330.765 </div><div class=\"po0 fs32 cl2 l2288 t3751\" id=\"a15385\">330.764 </div><div class=\"po0 fs15 cl2 l1191 t3752\" id=\"a15387\">Equipo Directivo </div><div class=\"po0 fs15 cl2 l2289 t3752\" id=\"a15389\">1.926.679 </div><div class=\"po0 fs32 cl2 l2286 t3753\" id=\"a15391\">653.249 </div><div class=\"po0 fs32 cl2 l2287 t3753\" id=\"a15393\">636.711 </div><div class=\"po0 fs32 cl2 l2288 t3753\" id=\"a15395\">501.711 </div><div class=\"po0 fs14 cl2 l488 t3754\" id=\"a15398\">Las cuentas<div class=\"d0 w484\">\u00a0</div>anuales de<div class=\"d0 w26\">\u00a0</div>los ejercicios 2022<div class=\"d0 w486\">\u00a0</div>y 2023<div class=\"d0 w333\">\u00a0</div>fueron formuladas el<div class=\"d0 w111\">\u00a0</div>28 de<div class=\"d0 w395\">\u00a0</div>marzo de </div><div class=\"po0 fs14 cl2 l488 t3755\" id=\"a15399\">2023 y el 12 de marzo de 2024, respectivamente.<div class=\"d0 w928\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3756\" id=\"a15402\">El primer y segundo tercio<div class=\"d0 w26\">\u00a0</div>del incentivo resultante del ejercicio 2022<div class=\"d0 w57\">\u00a0</div>fueron liquidados </div><div class=\"po0 fs14 cl2 l488 t3757\" id=\"a15403\">en<div class=\"d0 w244\">\u00a0</div>mayo<div class=\"d0 w554\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>2023<div class=\"d0 w275\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>mayo<div class=\"d0 w611\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>2024,<div class=\"d0 w398\">\u00a0</div>respectivamente,<div class=\"d0 w536\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>acuerdo<div class=\"d0 w213\">\u00a0</div>con<div class=\"d0 w611\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>detalle </div><div class=\"po0 fs14 cl2 l488 t3758\" id=\"a15404\">siguiente: </div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2897\"><div class=\"po0 l342 t756 f0\" id=\"div_2885_XBRL_TS_af5271ecbdb540a094e170e78ab56901_2\"><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2895\"><div class=\"po0 l342 t756 f0\" id=\"div_2886_XBRL_TS_f24179337f1941d59dcffe986d4dab1a_2\"><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2893\"><div class=\"po0 l342 t756 f0\" id=\"div_2887_XBRL_TS_11ddf6ebf6264a5199ddb731cf339585_2\"><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2891\"><div class=\"po0 l342 t756 f0\" id=\"div_2888_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646_2\"><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2889\"><img alt=\"doc2p9i1\" class=\"po0 l2290 t1473 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w1232 po0 h12 l2292 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l462 t3772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2307 t3772 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h295 l2292 t3773 bgc3\">\u00a0</div>\n<div class=\"w1205 po0 h282 l2293 t3773 bgc3\">\u00a0</div>\n<div class=\"w1234 po0 h295 l2308 t3773 bgc3\">\u00a0</div>\n<div class=\"w1235 po0 h37 l1389 t3773 bgc3\">\u00a0</div>\n<div class=\"w1235 po0 h282 l1389 t3774 bgc3\">\u00a0</div>\n<div class=\"w1208 po0 h295 l2297 t3773 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h37 l2298 t3773 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h37 l2298 t3774 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h282 l2298 t3775 bgc3\">\u00a0</div>\n<div class=\"w1236 po0 h295 l2309 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2310 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2310 t3774 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h282 l2310 t3775 bgc3\">\u00a0</div>\n<div class=\"w1210 po0 h295 l2311 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2312 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2312 t3774 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h282 l2312 t3775 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3776 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3776 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3776 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3776 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3776 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l462 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l1196 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2303 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l1086 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2313 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2307 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3777 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3777 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3777 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3777 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3777 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l462 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1196 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2303 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1086 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2313 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2307 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3779 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3779 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3779 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3779 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3779 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l462 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1196 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2303 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1086 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2313 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2307 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3780 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3780 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3780 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3780 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3780 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l462 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1196 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2303 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1086 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2313 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2307 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3782 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3782 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3782 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3782 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3782 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l462 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3784 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1196 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3784 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2303 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3784 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1086 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3784 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2313 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3784 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2307 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3784 bgc0\">\u00a0</div>\n<div class=\"po1 w1244 z0\" id=\"TextContainer2889\"><div class=\"po0 fs15 cl2 l2314 t756\" id=\"a15416\">Liquidaci\u00f3n y entrega<div class=\"d0 w626\">\u00a0</div>de acciones objetivos<div class=\"d0 w559\">\u00a0</div>ejercicio 2022 </div><div class=\"po0 fs15 cl2 l2315 t3785\" id=\"a15419\">N\u00ba<div class=\"d0 w1216\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2315 t3786\" id=\"a15420\">brutas<div class=\"d0 w369\">\u00a0</div>liquidadas </div><div class=\"po0 fs15 cl2 l2315 t3787\" id=\"a15421\">en 2023 (1/3) </div><div class=\"po0 fs15 cl2 l2316 t3788\" id=\"a15425\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2316 t3785\" id=\"a15426\">netas </div><div class=\"po0 fs15 cl2 l2316 t3786\" id=\"a15427\">entregadas<div class=\"d0 w1238\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2316 t3787\" id=\"a15428\">2023 (1/3) </div><div class=\"po0 fs15 cl2 l2317 t3788\" id=\"a15432\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2317 t3785\" id=\"a15433\">brutas </div><div class=\"po0 fs15 cl2 l2317 t3786\" id=\"a15434\">liquidadas<div class=\"d0 w1239\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2317 t3787\" id=\"a15435\">2024 (2/3) </div><div class=\"po0 fs15 cl2 l2318 t3788\" id=\"a15439\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2318 t3785\" id=\"a15440\">netas </div><div class=\"po0 fs15 cl2 l2318 t3786\" id=\"a15441\">entregadas<div class=\"d0 w1238\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2318 t3787\" id=\"a15442\">2024(2/3) </div><div class=\"po0 fs15 cl2 l2319 t1566\" id=\"a15446\">CFO PRISA </div><div class=\"po0 fs32 cl2 l2320 t3789\" id=\"a15448\">249.344 </div><div class=\"po0 fs32 cl2 l2321 t3789\" id=\"a15450\">139.234 </div><div class=\"po0 fs32 cl2 l2322 t3789\" id=\"a15452\">249.344 </div><div class=\"po0 fs32 cl2 l2323 t3789\" id=\"a15454\">137.214 </div><div class=\"po0 fs15 cl2 l2319 t3790\" id=\"a15456\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2320 t3791\" id=\"a15458\">113.179 </div><div class=\"po0 fs32 cl2 l2324 t3791\" id=\"a15460\">63.132 </div><div class=\"po0 fs32 cl2 l2322 t3791\" id=\"a15462\">113.179 </div><div class=\"po0 fs32 cl2 l2325 t3791\" id=\"a15464\">62.079 </div><div class=\"po0 fs15 cl2 l2319 t3792\" id=\"a15466\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2320 t3793\" id=\"a15468\">330.765 </div><div class=\"po0 fs32 cl2 l2321 t3793\" id=\"a15470\">182.153 </div><div class=\"po0 fs32 cl2 l2322 t3793\" id=\"a15472\">330.765 </div><div class=\"po0 fs32 cl2 l2323 t3793\" id=\"a15474\">181.722 </div><div class=\"po0 fs15 cl2 l2319 t3794\" id=\"a15476\">Equipo Directivo </div><div class=\"po0 fs32 cl2 l2320 t3795\" id=\"a15478\">653.249 </div><div class=\"po0 fs32 cl2 l2321 t3795\" id=\"a15480\">364.158 </div><div class=\"po0 fs32 cl2 l2322 t3795\" id=\"a15482\">636.711 </div><div class=\"po0 fs32 cl2 l2323 t3795\" id=\"a15484\">456.334 </div><div class=\"po0 fs14 cl2 l2326 t3796\" id=\"a15488\">En<div class=\"d0 w376\">\u00a0</div>2025,<div class=\"d0 w226\">\u00a0</div>dentro<div class=\"d0 w160\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>60<div class=\"d0 w291\">\u00a0</div>d\u00edas<div class=\"d0 w337\">\u00a0</div>naturales<div class=\"d0 w288\">\u00a0</div>siguientes<div class=\"d0 w284\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>cuentas </div><div class=\"po0 fs14 cl2 l2326 t3797\" id=\"a15489\">correspondientes al ejercicio<div class=\"d0 w32\">\u00a0</div>2024, se<div class=\"d0 w129\">\u00a0</div>liquidar\u00e1 el tercer<div class=\"d0 w20\">\u00a0</div>tercio restante<div class=\"d0 w246\">\u00a0</div>de incentivo del </div><div class=\"po0 fs14 cl2 l2326 t3798\" id=\"a15490\">ejercicio 2022, si se<div class=\"d0 w85\">\u00a0</div>cumplen el resto de<div class=\"d0 w342\">\u00a0</div>condiciones establecidas en<div class=\"d0 w556\">\u00a0</div>el Reglamento de los </div><div class=\"po0 fs14 cl2 l2326 t3799\" id=\"a15492\">Planes. </div><div class=\"po0 fs14 cl2 l2326 t3800\" id=\"a15495\">Se<div class=\"d0 w507\">\u00a0</div>hace<div class=\"d0 w294\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w382\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>propuesta<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l2326 t3801\" id=\"a15496\">Nombramientos, Retribuciones y Gobierno Corporativo (CNRGC), ha acordado que D. </div><div class=\"po0 fs14 cl2 l2326 t3802\" id=\"a15497\">Carlos N\u00fa\u00f1ez<div class=\"d0 w60\">\u00a0</div>(consejero de<div class=\"d0 w39\">\u00a0</div>PRISA y<div class=\"d0 w295\">\u00a0</div>Presidente Ejecutivo de<div class=\"d0 w111\">\u00a0</div>PRISA Media<div class=\"d0 w55\">\u00a0</div>hasta el<div class=\"d0 w234\">\u00a0</div>26 </div><div class=\"po0 fs14 cl2 l2326 t626\" id=\"a15498\">de<div class=\"d0 w246\">\u00a0</div>febrero de<div class=\"d0 w247\">\u00a0</div>2025) pueda<div class=\"d0 w418\">\u00a0</div>percibir las<div class=\"d0 w474\">\u00a0</div>acciones que<div class=\"d0 w49\">\u00a0</div>se iban<div class=\"d0 w391\">\u00a0</div>a liquidar<div class=\"d0 w173\">\u00a0</div>a su<div class=\"d0 w367\">\u00a0</div>favor en<div class=\"d0 w539\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l2326 t3803\" id=\"a15501\">ejercicio 2025, por el cumplimiento de los objetivos correspondientes al tercer tercio del </div><div class=\"po0 fs14 cl2 l2326 t3804\" id=\"a15502\">ejercicio 2022. </div><div class=\"po0 fs14 cl2 l2327 t3805\" id=\"a15505\">ii.</div><div class=\"po0 fs14 cl2 l2326 t3805\" id=\"a15506\">Cumplimiento objetivos ejercicio 2023: </div><div class=\"po0 fs14 cl2 l2326 t3806\" id=\"a15509\">En<div class=\"d0 w32\">\u00a0</div>2024 el<div class=\"d0 w296\">\u00a0</div>Consejo de<div class=\"d0 w175\">\u00a0</div>Administraci\u00f3n de<div class=\"d0 w295\">\u00a0</div>PRISA ha<div class=\"d0 w486\">\u00a0</div>verificado el<div class=\"d0 w247\">\u00a0</div>cumplimiento de<div class=\"d0 w480\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l2326 t3807\" id=\"a15510\">objetivos correspondientes<div class=\"d0 w499\">\u00a0</div>al ejercicio<div class=\"d0 w1240\">\u00a0</div>2023 y, a<div class=\"d0 w960\">\u00a0</div>propuesta de<div class=\"d0 w267\">\u00a0</div>la CNRGC,<div class=\"d0 w386\">\u00a0</div>ha determinado </div><div class=\"po0 fs14 cl2 l2326 t3808\" id=\"a15511\">el<div class=\"d0 w25\">\u00a0</div>incentivo<div class=\"d0 w376\">\u00a0</div>resultante<div class=\"d0 w370\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>2023<div class=\"d0 w275\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>el<div class=\"d0 w463\">\u00a0</div>consiguiente<div class=\"d0 w492\">\u00a0</div>n\u00famero<div class=\"d0 w372\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l2326 t3809\" id=\"a15513\">entregar a cada uno de los beneficiarios, de acuerdo con el<div class=\"d0 w341\">\u00a0</div>siguiente detalle: </div><div class=\"po0 fs15 cl2 l2328 t3810\" id=\"a15516\">Cumplimiento objetivos<div class=\"d0 w696\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs15 cl2 l2329 t3811\" id=\"a15519\">N\u00aa<div class=\"d0 w554\">\u00a0</div>total<div class=\"d0 w718\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2329 t3812\" id=\"a15520\">brutas a entregar<div class=\"d0 w472\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2316 t3811\" id=\"a15522\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2316 t3812\" id=\"a15523\">acciones brutas<div class=\"d0 w1241\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2316 t3813\" id=\"a15524\">2024 (1/3) </div><div class=\"po0 fs15 cl2 l2330 t3811\" id=\"a15526\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2330 t3812\" id=\"a15527\">acciones<div class=\"d0 w257\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2330 t3813\" id=\"a15528\">en 2025 (2/3) </div><div class=\"po0 fs15 cl2 l2331 t3811\" id=\"a15532\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2331 t3812\" id=\"a15533\">acciones<div class=\"d0 w154\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2331 t3813\" id=\"a15534\">en 2026 (3/3) </div><div class=\"po0 fs15 cl2 l2319 t3814\" id=\"a15538\">CFO PRISA </div><div class=\"po0 fs15 cl2 l2320 t3814\" id=\"a15540\">831.146 </div><div class=\"po0 fs32 cl2 l2332 t3815\" id=\"a15542\">277.049 </div><div class=\"po0 fs32 cl2 l2333 t3815\" id=\"a15544\">277.049 </div><div class=\"po0 fs32 cl2 l2334 t3815\" id=\"a15546\">277.048 </div><div class=\"po0 fs15 cl2 l2319 t3816\" id=\"a15548\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2335 t3816\" id=\"a15550\">1.045.245 </div><div class=\"po0 fs32 cl2 l2332 t3817\" id=\"a15552\">348.415 </div><div class=\"po0 fs32 cl2 l2333 t3817\" id=\"a15554\">348.415 </div><div class=\"po0 fs32 cl2 l2336 t3817\" id=\"a15556\">348.415 (*) </div><div class=\"po0 fs15 cl2 l2319 t3818\" id=\"a15558\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2335 t3818\" id=\"a15560\">1.024.671 </div><div class=\"po0 fs32 cl2 l2332 t3819\" id=\"a15562\">341.557 </div><div class=\"po0 fs32 cl2 l2333 t3819\" id=\"a15564\">341.557 </div><div class=\"po0 fs32 cl2 l2334 t3819\" id=\"a15566\">341.557 </div><div class=\"po0 fs15 cl2 l2319 t3820\" id=\"a15568\">Equipo Directivo </div><div class=\"po0 fs15 cl2 l2335 t3820\" id=\"a15570\">3.080.251 </div><div class=\"po0 fs32 cl2 l2337 t3821\" id=\"a15572\">1.026.753 </div><div class=\"po0 fs32 cl2 l2333 t3821\" id=\"a15574\">847.977 </div><div class=\"po0 fs32 cl2 l2334 t3821\" id=\"a15576\">847.977 </div><div class=\"po0 fs32 cl2 l2338 t3822\" id=\"a15578\">(*) Como<div class=\"d0 w51\">\u00a0</div>consecuencia<div class=\"d0 w473\">\u00a0</div>de su<div class=\"d0 w1242\">\u00a0</div>salida de<div class=\"d0 w696\">\u00a0</div>la compa\u00f1\u00eda,<div class=\"d0 w1243\">\u00a0</div>al Sr.<div class=\"d0 w653\">\u00a0</div>N\u00fa\u00f1ez no<div class=\"d0 w740\">\u00a0</div>se le<div class=\"d0 w473\">\u00a0</div>liquidar\u00e1n<div class=\"d0 w614\">\u00a0</div>las 348.415<div class=\"d0 w964\">\u00a0</div>acciones correspondientes </div><div class=\"po0 fs32 cl2 l2338 t3823\" id=\"a15579\">al tercer tercio, pagadero<div class=\"d0 w555\">\u00a0</div>en 2026.<div class=\"d0 w246\">\u00a0</div></div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w681 h297 lh0\" id=\"TextBlockContainer2915\"><div class=\"po0 l342 t756 f0\" id=\"div_2903_XBRL_TS_af5271ecbdb540a094e170e78ab56901_3\"><div class=\"po1 w681 h297 lh0\" id=\"TextBlockContainer2913\"><div class=\"po0 l342 t756 f0\" id=\"div_2904_XBRL_TS_f24179337f1941d59dcffe986d4dab1a_3\"><div class=\"po1 w681 h297 lh0\" id=\"TextBlockContainer2911\"><div class=\"po0 l342 t756 f0\" id=\"div_2905_XBRL_TS_11ddf6ebf6264a5199ddb731cf339585_3\"><div class=\"po1 w681 h209 lh0\" id=\"TextBlockContainer2909\"><div class=\"po0 l342 t756 f0\" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w1245 po0 h282 l2339 t3824 bgc3\">\u00a0</div>\n<div class=\"w1246 po0 h282 l1503 t3824 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3825 bgc0\">\u00a0</div>\n<div class=\"w1245 po0 h12 l2339 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2340 t3824 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2089 t3824 bgc0\">\u00a0</div>\n<div class=\"w1247 po0 h296 l2339 t3826 bgc3\">\u00a0</div>\n<div class=\"w1230 po0 h282 l1503 t3826 bgc3\">\u00a0</div>\n<div class=\"w1248 po0 h296 l2341 t3826 bgc3\">\u00a0</div>\n<div class=\"w1249 po0 h37 l2342 t3826 bgc3\">\u00a0</div>\n<div class=\"w1249 po0 h282 l2342 t3827 bgc3\">\u00a0</div>\n<div class=\"w1250 po0 h296 l1808 t3826 bgc3\">\u00a0</div>\n<div class=\"w1251 po0 h37 l2343 t3826 bgc3\">\u00a0</div>\n<div class=\"w1251 po0 h282 l2343 t3827 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3828 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3828 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3828 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2340 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l1651 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2344 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2089 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t2098 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t2098 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t2098 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2340 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1651 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2344 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2089 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3829 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3829 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3829 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2340 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1651 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2344 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2089 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3831 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3831 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3831 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2340 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1651 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2344 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2089 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3833 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3833 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3833 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2340 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3835 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1651 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3835 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2344 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3835 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2089 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3835 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2907\"><div class=\"po0 fs14 cl2 l488 t756\" id=\"a15591\">Las cuentas anuales del ejercicio<div class=\"d0 w140\">\u00a0</div>2023 fueron formuladas el d\u00eda 12 de<div class=\"d0 w446\">\u00a0</div>marzo de 2024 y el </div><div class=\"po0 fs14 cl2 l488 t816\" id=\"a15592\">primer tercio<div class=\"d0 w327\">\u00a0</div>del importe<div class=\"d0 w621\">\u00a0</div>resultante del<div class=\"d0 w327\">\u00a0</div>incentivo de<div class=\"d0 w298\">\u00a0</div>2023 fue<div class=\"d0 w499\">\u00a0</div>liquidado en<div class=\"d0 w489\">\u00a0</div>mayo de<div class=\"d0 w446\">\u00a0</div>2024, </div><div class=\"po0 fs14 cl2 l488 t902\" id=\"a15593\">de acuerdo con el detalle siguiente:<div class=\"d0 w481\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1090 t3836\" id=\"a15596\">Liquidaci\u00f3n y entrega<div class=\"d0 w626\">\u00a0</div>de acciones objetivos<div class=\"d0 w559\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs15 cl2 l2345 t3837\" id=\"a15599\">N\u00ba<div class=\"d0 w1253\">\u00a0</div>acciones<div class=\"d0 w1254\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2345 t3838\" id=\"a15600\">liquidadas en 2024<div class=\"d0 w725\">\u00a0</div>(1/3) </div><div class=\"po0 fs15 cl2 l2346 t3837\" id=\"a15604\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones<div class=\"d0 w1255\">\u00a0</div>netas </div><div class=\"po0 fs15 cl2 l2346 t3838\" id=\"a15605\">entregadas en 2024 (1/3) </div><div class=\"po0 fs15 cl2 l708 t3839\" id=\"a15609\">CFO PRISA </div><div class=\"po0 fs32 cl2 l2347 t3840\" id=\"a15611\">277.049</div><div class=\"po0 fs32 cl2 l2348 t3840\" id=\"a15613\">152.461 </div><div class=\"po0 fs15 cl2 l708 t3841\" id=\"a15615\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w514\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2347 t3842\" id=\"a15617\">348.415</div><div class=\"po0 fs32 cl2 l2348 t3842\" id=\"a15619\">191.106 </div><div class=\"po0 fs15 cl2 l708 t3843\" id=\"a15621\">Presidente Ejecutivo Santillana<div class=\"d0 w964\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2347 t3844\" id=\"a15623\">341.557</div><div class=\"po0 fs32 cl2 l2348 t3844\" id=\"a15625\">187.652 </div><div class=\"po0 fs15 cl2 l708 t3845\" id=\"a15627\">Equipo Directivo </div><div class=\"po0 fs32 cl2 l2153 t3846\" id=\"a15630\">1.026.753</div><div class=\"po0 fs32 cl2 l2348 t3846\" id=\"a15632\">643.297 </div><div class=\"po0 fs14 cl2 l488 t1388\" id=\"a15635\">En<div class=\"d0 w361\">\u00a0</div>2025<div class=\"d0 w31\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>2026,<div class=\"d0 w110\">\u00a0</div>dentro<div class=\"d0 w234\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>60<div class=\"d0 w31\">\u00a0</div>d\u00edas<div class=\"d0 w22\">\u00a0</div>naturales<div class=\"d0 w9\">\u00a0</div>siguientes<div class=\"d0 w17\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w34\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l488 t1389\" id=\"a15636\">cuentas correspondientes a los ejercicios 2024 y 2025, respectivamente, se liquidar\u00e1n los </div><div class=\"po0 fs14 cl2 l488 t1959\" id=\"a15637\">dos tercios<div class=\"d0 w515\">\u00a0</div>restantes del<div class=\"d0 w413\">\u00a0</div>incentivo del<div class=\"d0 w697\">\u00a0</div>ejercicio 2023,<div class=\"d0 w614\">\u00a0</div>si se<div class=\"d0 w561\">\u00a0</div>cumplen el<div class=\"d0 w411\">\u00a0</div>resto de<div class=\"d0 w620\">\u00a0</div>condiciones </div><div class=\"po0 fs14 cl2 l488 t1960\" id=\"a15639\">establecidas en el Reglamento de los Planes. </div><div class=\"po0 fs14 cl2 l488 t3847\" id=\"a15642\">Se<div class=\"d0 w507\">\u00a0</div>hace<div class=\"d0 w294\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w382\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>propuesta<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t3848\" id=\"a15643\">Nombramientos, Retribuciones y Gobierno Corporativo (CNRGC), ha acordado que D. </div><div class=\"po0 fs14 cl2 l488 t3849\" id=\"a15644\">Carlos N\u00fa\u00f1ez<div class=\"d0 w60\">\u00a0</div>(consejero de<div class=\"d0 w39\">\u00a0</div>PRISA y<div class=\"d0 w295\">\u00a0</div>Presidente Ejecutivo de<div class=\"d0 w111\">\u00a0</div>PRISA Media<div class=\"d0 w55\">\u00a0</div>hasta el<div class=\"d0 w234\">\u00a0</div>26 </div><div class=\"po0 fs14 cl2 l488 t3850\" id=\"a15645\">de<div class=\"d0 w246\">\u00a0</div>febrero de<div class=\"d0 w247\">\u00a0</div>2025) pueda<div class=\"d0 w418\">\u00a0</div>percibir las<div class=\"d0 w474\">\u00a0</div>acciones que<div class=\"d0 w49\">\u00a0</div>se iban<div class=\"d0 w391\">\u00a0</div>a liquidar<div class=\"d0 w173\">\u00a0</div>a su<div class=\"d0 w367\">\u00a0</div>favor en<div class=\"d0 w539\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l488 t1722\" id=\"a15648\">ejercicio 2025, por<div class=\"d0 w394\">\u00a0</div>el cumplimiento de<div class=\"d0 w49\">\u00a0</div>los objetivos correspondientes<div class=\"d0 w33\">\u00a0</div>al segundo tercio </div><div class=\"po0 fs14 cl2 l488 t266\" id=\"a15649\">del ejercicio 2023. </div><div class=\"po0 fs14 cl2 l2349 t3851\" id=\"a15652\">iii.</div><div class=\"po0 fs14 cl2 l488 t3851\" id=\"a15653\"><div class=\"d0 w613\">\u00a0</div>Cumplimiento objetivos ejercicios 2024 y 2025:<div class=\"d0 w978\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3852\" id=\"a15657\">De cumplirse alguno de los objetivos previstos en<div class=\"d0 w299\">\u00a0</div>los ejercicios 2024 y 2025, las acciones </div><div class=\"po0 fs14 cl2 l488 t3853\" id=\"a15658\">se entregar\u00e1n<div class=\"d0 w484\">\u00a0</div>a los<div class=\"d0 w110\">\u00a0</div>beneficiarios en<div class=\"d0 w18\">\u00a0</div>tres tercios,<div class=\"d0 w47\">\u00a0</div>en los<div class=\"d0 w264\">\u00a0</div>a\u00f1os 2025,<div class=\"d0 w59\">\u00a0</div>2026, 2027 y<div class=\"d0 w485\">\u00a0</div>2028, de </div><div class=\"po0 fs14 cl2 l2350 t967\" id=\"a15659\">acuerdo con lo establecido anteriormente.</div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2911\"><div class=\"po0 fs14 cl2 l488 t3810\" id=\"a15662\">Se<div class=\"d0 w507\">\u00a0</div>hace<div class=\"d0 w294\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w382\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>propuesta<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t3854\" id=\"a15663\">Nombramientos, Retribuciones y Gobierno Corporativo (CNRGC), ha acordado que D. </div><div class=\"po0 fs14 cl2 l488 t3855\" id=\"a15664\">Carlos N\u00fa\u00f1ez<div class=\"d0 w60\">\u00a0</div>(consejero de<div class=\"d0 w39\">\u00a0</div>PRISA y<div class=\"d0 w295\">\u00a0</div>Presidente Ejecutivo de<div class=\"d0 w111\">\u00a0</div>PRISA Media<div class=\"d0 w55\">\u00a0</div>hasta el<div class=\"d0 w234\">\u00a0</div>26 </div><div class=\"po0 fs14 cl2 l488 t3856\" id=\"a15665\">de<div class=\"d0 w246\">\u00a0</div>febrero de<div class=\"d0 w247\">\u00a0</div>2025) pueda<div class=\"d0 w418\">\u00a0</div>percibir las<div class=\"d0 w474\">\u00a0</div>acciones que<div class=\"d0 w49\">\u00a0</div>se iban<div class=\"d0 w391\">\u00a0</div>a liquidar<div class=\"d0 w173\">\u00a0</div>a su<div class=\"d0 w367\">\u00a0</div>favor en<div class=\"d0 w539\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l488 t3857\" id=\"a15668\">ejercicio 2025, por<div class=\"d0 w532\">\u00a0</div>el cumplimiento de<div class=\"d0 w326\">\u00a0</div>los objetivos correspondientes<div class=\"d0 w584\">\u00a0</div>al primer tercio<div class=\"d0 w558\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l2350 t1327\" id=\"a15669\">ejercicio 2024.</div></div></div></div></div></div></div><div class=\"po1 w681 h138 lh0\" id=\"TextBlockContainer2930\"><div class=\"po0 l450 t756 f0\" id=\"div_2924_XBRL_TS_ea6925f442804dd5b82485f5678adc81\"><div class=\"po1 w198 h190 lh0\" id=\"TextBlockContainer2925\"><div class=\"w89 po0 h12 l629 t3904 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l629 t3904 bgc0\">\u00a0</div>\n<div class=\"w1263 po0 h12 l812 t3904 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3904 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3904 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l629 t3905 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l720 t3905 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l629 t3906 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l812 t3906 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2362 t3906 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2363 t3906 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3906 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l629 t3907 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2362 t3907 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l720 t3907 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1917 t3908 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1917 t3908 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2364 t3908 bgc0\">\u00a0</div>\n<div class=\"w1264 po0 h12 l2365 t3908 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l629 t3908 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l812 t3908 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2362 t3908 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2363 t3908 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3908 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1917 t3909 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l629 t3909 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2362 t3909 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l720 t3909 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1917 t3910 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l629 t3910 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2362 t3910 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l720 t3910 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1917 t3767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l629 t3767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2362 t3767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l720 t3767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1917 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l629 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2362 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l720 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1917 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l629 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2362 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l720 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1917 t3912 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l629 t3912 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2362 t3912 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l720 t3912 bgc0\">\u00a0</div>\n<div class=\"w1265 po0 h143 l2364 t503 bgc3\">\u00a0</div>\n<div class=\"w1198 po0 h37 l2366 t1178 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h143 l812 t503 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h37 l2069 t1178 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h143 l2363 t503 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h37 l622 t1178 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1917 t3913 bgc0\">\u00a0</div>\n<div class=\"w1265 po0 h12 l2364 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l629 t3913 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l812 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2362 t3913 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2363 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1917 t503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1917 t3914 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1917 t3914 bgc0\">\u00a0</div>\n<div class=\"w1265 po0 h12 l2364 t3914 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l629 t503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l629 t3914 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l812 t3914 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2362 t503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2362 t3914 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2363 t3914 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l720 t503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3914 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3914 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2925\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a15911\">Servicios exteriores </div><div class=\"po0 fs14 cl2 l340 t3915\" id=\"a15913\">El detalle de los gastos de servicios exteriores de los ejercicios 2024<div class=\"d0 w620\">\u00a0</div>y 2023 es el siguiente: </div><div class=\"po0 fs32 cl2 l2367 t3916\" id=\"a15917\">Miles de euros </div><div class=\"po0 fs32 cl2 l2368 t3917\" id=\"a15919\">2024 </div><div class=\"po0 fs32 cl2 l432 t3917\" id=\"a15921\">2023 </div><div class=\"po0 fs32 cl2 l2369 t3918\" id=\"a15923\">Servicios profesionales<div class=\"d0 w385\">\u00a0</div>independientes </div><div class=\"po0 fs32 cl2 l848 t3918\" id=\"a15925\">70.891 </div><div class=\"po0 fs32 cl2 l1960 t3918\" id=\"a15927\">68.495 </div><div class=\"po0 fs32 cl2 l2369 t3919\" id=\"a15929\">Arrendamientos y c\u00e1nones </div><div class=\"po0 fs32 cl2 l848 t3919\" id=\"a15931\">12.346 </div><div class=\"po0 fs32 cl2 l1960 t3919\" id=\"a15933\">12.820 </div><div class=\"po0 fs32 cl2 l2369 t3920\" id=\"a15935\">Publicidad </div><div class=\"po0 fs32 cl2 l848 t3920\" id=\"a15937\">30.034 </div><div class=\"po0 fs32 cl2 l1960 t3920\" id=\"a15939\">29.965 </div><div class=\"po0 fs32 cl2 l2369 t3921\" id=\"a15941\">Propiedad intelectual </div><div class=\"po0 fs32 cl2 l848 t3921\" id=\"a15943\">23.372 </div><div class=\"po0 fs32 cl2 l1960 t3921\" id=\"a15945\">25.839 </div><div class=\"po0 fs32 cl2 l2369 t3922\" id=\"a15947\">Transportes </div><div class=\"po0 fs32 cl2 l848 t3922\" id=\"a15949\">20.429 </div><div class=\"po0 fs32 cl2 l1960 t3922\" id=\"a15951\">23.446 </div><div class=\"po0 fs32 cl2 l2369 t3923\" id=\"a15953\">Otros servicios exteriores </div><div class=\"po0 fs32 cl2 l2370 t3923\" id=\"a15955\">131.740 </div><div class=\"po0 fs32 cl2 l611 t3923\" id=\"a15957\">129.319 </div><div class=\"po0 fs15 cl2 l2369 t3924\" id=\"a15959\">Total </div><div class=\"po0 fs15 cl2 l2370 t3924\" id=\"a15961\">288.812 </div><div class=\"po0 fs15 cl2 l611 t3924\" id=\"a15963\">289.884 </div><div class=\"po0 fs14 cl2 l340 t3925\" id=\"a15967\">El<div class=\"d0 w645\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w637\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l2371 t3926\" id=\"a15969\">Otros<div class=\"d0 w676\">\u00a0</div>servicios<div class=\"d0 w676\">\u00a0</div>exteriores</div><div class=\"po0 fs14 cl2 l2372 t3925\" id=\"a15970\">\u201d<div class=\"d0 w637\">\u00a0</div>recoge<div class=\"d0 w679\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>2024<div class=\"d0 w637\">\u00a0</div>un<div class=\"d0 w645\">\u00a0</div>gasto<div class=\"d0 w357\">\u00a0</div>de<div class=\"d0 w1266\">\u00a0</div>305<div class=\"d0 w672\">\u00a0</div>miles<div class=\"d0 w842\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>euros </div><div class=\"po0 fs14 cl2 l340 t3927\" id=\"a15974\">correspondiente a la<div class=\"d0 w326\">\u00a0</div>prima de responsabilidad<div class=\"d0 w550\">\u00a0</div>civil de Directivos<div class=\"d0 w143\">\u00a0</div>y Administradores<div class=\"d0 w402\">\u00a0</div>(393 miles </div><div class=\"po0 fs14 cl2 l340 t3928\" id=\"a15979\">de euros a 31 de diciembre de 2023). </div><div class=\"po0 fs14 cl2 l340 t3929\" id=\"a15982\">En el ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l2373 t3930\" id=\"a15983\">Arrendamientos y c\u00e1nones</div><div class=\"po0 fs14 cl2 l1013 t3929\" id=\"a15984\">\u201d se incluyen,<div class=\"d0 w85\">\u00a0</div>principalmente, aquellos arrendamientos </div><div class=\"po0 fs14 cl2 l341 t3931\" id=\"a15985\">de activos de escaso valor, as\u00ed como el gasto de c\u00e1nones de Santillana.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2930\"><div class=\"po0 fs14 cl2 l1458 t3931\" id=\"a15985_71_2\"><div class=\"d0 w1267\">\u00a0</div></div></div><div class=\"po0 l342 t2675 f0\" id=\"div_2927_XBRL_TS_6fda607e101648f89c913ea2cbbb0b51\"><div class=\"po1 w681 h300 lh0\" id=\"TextBlockContainer2928\"><div class=\"w89 po0 h12 l2374 t3932 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2374 t3932 bgc0\">\u00a0</div>\n<div class=\"w1123 po0 h12 l2375 t3932 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l737 t3932 bgc0\">\u00a0</div>\n<div class=\"w1268 po0 h12 l2299 t3932 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t3932 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t3932 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2374 t3933 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l737 t3933 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1546 t3933 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2374 t1524 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2375 t1524 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2376 t1524 bgc0\">\u00a0</div>\n<div class=\"w1269 po0 h12 l2377 t1524 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l737 t1524 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2299 t1524 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2378 t1524 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2379 t1524 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t1524 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l2374 t3934 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l2376 t3934 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l737 t3934 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l2378 t3934 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1546 t3934 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l2374 t2018 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l2376 t2018 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l737 t2018 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l2378 t2018 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h186 l1546 t2018 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t1528 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t1528 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2141 t1528 bgc0\">\u00a0</div>\n<div class=\"w1270 po0 h12 l2142 t1528 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2374 t1528 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2375 t1528 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2376 t1528 bgc0\">\u00a0</div>\n<div class=\"w1269 po0 h12 l2377 t1528 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l737 t1528 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2299 t1528 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2378 t1528 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2379 t1528 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t1528 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2140 t3935 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2374 t3935 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2376 t3935 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l737 t3935 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2378 t3935 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1546 t3935 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2140 t3936 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2374 t3936 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2376 t3936 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l737 t3936 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2378 t3936 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1546 t3936 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2140 t3937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2374 t3937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2376 t3937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l737 t3937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2378 t3937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1546 t3937 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2140 t3938 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2374 t3938 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2376 t3938 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l737 t3938 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2378 t3938 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1546 t3938 bgc0\">\u00a0</div>\n<div class=\"w1271 po0 h83 l2141 t3939 bgc3\">\u00a0</div>\n<div class=\"w1272 po0 h251 l2380 t3940 bgc3\">\u00a0</div>\n<div class=\"w983 po0 h83 l2381 t3939 bgc3\">\u00a0</div>\n<div class=\"w989 po0 h251 l2382 t3940 bgc3\">\u00a0</div>\n<div class=\"w1273 po0 h83 l2377 t3939 bgc3\">\u00a0</div>\n<div class=\"w1274 po0 h251 l2383 t3940 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h83 l2299 t3939 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h251 l794 t3940 bgc3\">\u00a0</div>\n<div class=\"w989 po0 h83 l2379 t3939 bgc3\">\u00a0</div>\n<div class=\"w1275 po0 h251 l2384 t3940 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3941 bgc0\">\u00a0</div>\n<div class=\"w1128 po0 h12 l2141 t3941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2374 t3941 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2375 t3941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2376 t3941 bgc0\">\u00a0</div>\n<div class=\"w1269 po0 h12 l2377 t3941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l737 t3941 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2299 t3941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2378 t3941 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2379 t3941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t3941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2140 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3942 bgc0\">\u00a0</div>\n<div class=\"w1128 po0 h12 l2141 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2374 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2374 t3942 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2375 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2376 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2376 t3942 bgc0\">\u00a0</div>\n<div class=\"w1269 po0 h12 l2377 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l737 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l737 t3942 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2299 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2378 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2378 t3942 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2379 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1546 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t3942 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2928\"><div class=\"po0 fs25 cl2 l451 t756\" id=\"a15988\">Honorarios percibidos por la sociedad de auditor\u00eda </div><div class=\"po0 fs14 cl2 l451 t3943\" id=\"a15990\">Los<div class=\"d0 w23\">\u00a0</div>honorarios relativos<div class=\"d0 w518\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>los servicios<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>auditor\u00eda de<div class=\"d0 w483\">\u00a0</div>las cuentas<div class=\"d0 w224\">\u00a0</div>anuales del<div class=\"d0 w173\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l451 t3944\" id=\"a15991\">prestados a las distintas sociedades que componen<div class=\"d0 w406\">\u00a0</div>el Grupo PRISA y sociedades dependientes </div><div class=\"po0 fs14 cl2 l451 t3904\" id=\"a15992\">por KPMG Auditores, S.L., as\u00ed como por otras entidades vinculadas a la misma han ascendido </div><div class=\"po0 fs14 cl2 l451 t3945\" id=\"a15994\">a 1.581<div class=\"d0 w21\">\u00a0</div>miles de euros<div class=\"d0 w9\">\u00a0</div>(1.545 miles de<div class=\"d0 w361\">\u00a0</div>euros en 2023 prestados<div class=\"d0 w296\">\u00a0</div>por el anterior<div class=\"d0 w31\">\u00a0</div>auditor Ernst &amp; </div><div class=\"po0 fs14 cl2 l451 t2618\" id=\"a15997\">Young, S.L.), de<div class=\"d0 w499\">\u00a0</div>los cuales<div class=\"d0 w498\">\u00a0</div>313 miles de<div class=\"d0 w697\">\u00a0</div>euros corresponden<div class=\"d0 w147\">\u00a0</div>a PRISA<div class=\"d0 w488\">\u00a0</div>(355 miles<div class=\"d0 w140\">\u00a0</div>de euros<div class=\"d0 w342\">\u00a0</div>en 2023 </div><div class=\"po0 fs14 cl2 l451 t2619\" id=\"a16002\">prestados<div class=\"d0 w214\">\u00a0</div>por<div class=\"d0 w704\">\u00a0</div>el<div class=\"d0 w629\">\u00a0</div>anterior<div class=\"d0 w597\">\u00a0</div>auditor<div class=\"d0 w218\">\u00a0</div>Ernst<div class=\"d0 w302\">\u00a0</div>&amp;<div class=\"d0 w182\">\u00a0</div>Young,<div class=\"d0 w358\">\u00a0</div>S.L.).<div class=\"d0 w646\">\u00a0</div>Por<div class=\"d0 w214\">\u00a0</div>otro<div class=\"d0 w629\">\u00a0</div>lado,<div class=\"d0 w678\">\u00a0</div>los<div class=\"d0 w637\">\u00a0</div>honorarios </div><div class=\"po0 fs14 cl2 l451 t2620\" id=\"a16004\">correspondientes a<div class=\"d0 w56\">\u00a0</div>otros auditores participantes<div class=\"d0 w296\">\u00a0</div>en la<div class=\"d0 w19\">\u00a0</div>auditor\u00eda del<div class=\"d0 w236\">\u00a0</div>ejercicio 2024<div class=\"d0 w27\">\u00a0</div>de distintas </div><div class=\"po0 fs14 cl2 l451 t3946\" id=\"a16005\">sociedades del Grupo ascendieron a 37 miles de euros (9 miles de euros<div class=\"d0 w141\">\u00a0</div>en 2023). </div><div class=\"po0 fs14 cl2 l451 t342\" id=\"a16010\">Por otra parte, el<div class=\"d0 w395\">\u00a0</div>detalle de los honorarios relativos a<div class=\"d0 w50\">\u00a0</div>otros servicios profesionales prestados a </div><div class=\"po0 fs14 cl2 l451 t2702\" id=\"a16011\">las<div class=\"d0 w237\">\u00a0</div>distintas<div class=\"d0 w49\">\u00a0</div>sociedades<div class=\"d0 w518\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>auditor<div class=\"d0 w111\">\u00a0</div>principal,<div class=\"d0 w283\">\u00a0</div>KPMG<div class=\"d0 w8\">\u00a0</div>Auditores,<div class=\"d0 w283\">\u00a0</div>S.L.<div class=\"d0 w344\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>2024, </div><div class=\"po0 fs14 cl2 l451 t3947\" id=\"a16012\">(Ernst &amp; Young,<div class=\"d0 w387\">\u00a0</div>S.L. en 2023)<div class=\"d0 w758\">\u00a0</div>y por otras<div class=\"d0 w143\">\u00a0</div>entidades vinculadas<div class=\"d0 w140\">\u00a0</div>al mismo, as\u00ed<div class=\"d0 w331\">\u00a0</div>como los<div class=\"d0 w265\">\u00a0</div>prestados </div><div class=\"po0 fs14 cl2 l451 t3948\" id=\"a16014\">por otros auditores es el siguiente (en miles de euros): </div><div class=\"po0 fs32 cl2 l863 t3949\" id=\"a16018\">2024 </div><div class=\"po0 fs32 cl2 l1945 t3949\" id=\"a16020\">2023 </div><div class=\"po0 fs32 cl2 l1071 t3950\" id=\"a16022\">Auditor de </div><div class=\"po0 fs32 cl2 l2385 t3951\" id=\"a16023\">cuentas y </div><div class=\"po0 fs32 cl2 l2385 t3952\" id=\"a16024\">empresas </div><div class=\"po0 fs32 cl2 l1104 t3953\" id=\"a16025\">vinculadas </div><div class=\"po0 fs32 cl2 l2243 t3954\" id=\"a16027\">Otras </div><div class=\"po0 fs32 cl2 l2037 t3955\" id=\"a16028\">firmas de </div><div class=\"po0 fs32 cl2 l2114 t3956\" id=\"a16029\">auditor\u00eda </div><div class=\"po0 fs32 cl2 l2386 t3950\" id=\"a16031\">Auditor de </div><div class=\"po0 fs32 cl2 l1822 t3951\" id=\"a16032\">cuentas y </div><div class=\"po0 fs32 cl2 l1822 t3952\" id=\"a16033\">empresas </div><div class=\"po0 fs32 cl2 l2003 t3953\" id=\"a16034\">vinculadas </div><div class=\"po0 fs32 cl2 l2387 t3954\" id=\"a16036\">Otras </div><div class=\"po0 fs32 cl2 l1000 t3955\" id=\"a16037\">firmas de </div><div class=\"po0 fs32 cl2 l2388 t3956\" id=\"a16038\">auditor\u00eda </div><div class=\"po0 fs32 cl2 l2146 t3957\" id=\"a16040\">Otros servicios de auditor\u00eda </div><div class=\"po0 fs32 cl2 l2389 t3957\" id=\"a16042\">- </div><div class=\"po0 fs32 cl2 l2038 t3957\" id=\"a16044\">- </div><div class=\"po0 fs32 cl2 l2390 t3957\" id=\"a16046\">53 </div><div class=\"po0 fs32 cl2 l2391 t3957\" id=\"a16048\">- </div><div class=\"po0 fs32 cl2 l2146 t3958\" id=\"a16050\">Otros servicios de verificaci\u00f3n </div><div class=\"po0 fs32 cl2 l2392 t3958\" id=\"a16052\">263 </div><div class=\"po0 fs32 cl2 l2127 t3958\" id=\"a16054\">279 </div><div class=\"po0 fs32 cl2 l2393 t3958\" id=\"a16056\">309 </div><div class=\"po0 fs32 cl2 l2394 t3958\" id=\"a16058\">125 </div><div class=\"po0 fs32 cl2 l2146 t3959\" id=\"a16060\">Servicios de asesoramiento<div class=\"d0 w960\">\u00a0</div>fiscal </div><div class=\"po0 fs32 cl2 l2395 t3959\" id=\"a16062\">1 </div><div class=\"po0 fs32 cl2 l2127 t3959\" id=\"a16064\">312 </div><div class=\"po0 fs32 cl2 l2396 t3959\" id=\"a16066\">- </div><div class=\"po0 fs32 cl2 l2394 t3959\" id=\"a16068\">222 </div><div class=\"po0 fs32 cl2 l2146 t3960\" id=\"a16070\">Otros servicios </div><div class=\"po0 fs32 cl2 l2389 t3960\" id=\"a16072\">- </div><div class=\"po0 fs32 cl2 l2127 t3960\" id=\"a16074\">444 </div><div class=\"po0 fs32 cl2 l1841 t3960\" id=\"a16076\">1 </div><div class=\"po0 fs32 cl2 l2394 t3960\" id=\"a16078\">632 </div><div class=\"po0 fs15 cl2 l2146 t3961\" id=\"a16080\">Total otros servicios profesionales </div><div class=\"po0 fs15 cl2 l2392 t3961\" id=\"a16082\">264 </div><div class=\"po0 fs15 cl2 l2397 t3961\" id=\"a16084\">1.035 </div><div class=\"po0 fs15 cl2 l2393 t3961\" id=\"a16086\">363 </div><div class=\"po0 fs15 cl2 l2394 t3961\" id=\"a16088\">979 </div></div></div></div></div><div class=\"po1 w502 h301 lh0\" id=\"TextBlockContainer2942\"><div class=\"po0 l342 t756 f0\" id=\"div_2936_XBRL_TS_d0d3a8f4036044c7a0876123d3e33c66_1\"><div class=\"po1 w502 h301 lh0\" id=\"TextBlockContainer2940\"><div class=\"w89 po0 h12 l2402 t1174 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2402 t1174 bgc0\">\u00a0</div>\n<div class=\"w910 po0 h12 l2403 t1174 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2404 t1174 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2404 t1174 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2402 t1175 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2404 t1175 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2402 t3965 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2403 t3965 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l49 t3965 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2405 t3965 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2404 t3965 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2402 t3768 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l49 t3768 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2404 t3768 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2406 t3966 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2406 t3966 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2407 t3966 bgc0\">\u00a0</div>\n<div class=\"w1280 po0 h12 l817 t3966 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2402 t3966 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2403 t3966 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l49 t3966 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2405 t3966 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2404 t3966 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer2938\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16101\">El<div class=\"d0 w191\">\u00a0</div>importe<div class=\"d0 w512\">\u00a0</div>recogido<div class=\"d0 w552\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>otros<div class=\"d0 w552\">\u00a0</div>servicios<div class=\"d0 w441\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>verificaci\u00f3n<div class=\"d0 w552\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>auditor<div class=\"d0 w441\">\u00a0</div>principal<div class=\"d0 w428\">\u00a0</div>corresponde, </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a16104\">principalmente, a los honorarios por<div class=\"d0 w515\">\u00a0</div>la revisi\u00f3n limitada de los<div class=\"d0 w140\">\u00a0</div>estados financieros intermedios </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a16106\">resumidos consolidados del<div class=\"d0 w228\">\u00a0</div>primer semestre de<div class=\"d0 w295\">\u00a0</div>2024 y<div class=\"d0 w57\">\u00a0</div>el informe de<div class=\"d0 w24\">\u00a0</div>seguridad razonable del </div><div class=\"po0 fs14 cl2 l341 t759\" id=\"a16114\">Sistema de Control Interno de la Informaci\u00f3n Financiera<div class=\"d0 w516\">\u00a0</div>(SCIIF) del Grupo PRISA.</div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer2940\"><div class=\"po0 fs14 cl2 l325 t759\" id=\"a16114_80_2\"><div class=\"d0 w352\">\u00a0</div></div><div class=\"po0 fs25 cl2 l362 t3971\" id=\"a16120\">Variaci\u00f3n de las correcciones de valor </div><div class=\"po0 fs14 cl2 l362 t3972\" id=\"a16122\">La composici\u00f3n de la variaci\u00f3n de las correcciones de valor es la siguiente: </div><div class=\"po0 fs32 cl2 l925 t3973\" id=\"a16126\">Miles de euros </div><div class=\"po0 fs32 cl2 l2248 t3974\" id=\"a16128\">2024 </div><div class=\"po0 fs32 cl2 l999 t3974\" id=\"a16130\">2023 </div><div class=\"po0 fs32 cl2 l2411 t3975\" id=\"a16132\">Variaci\u00f3n en correcciones<div class=\"d0 w803\">\u00a0</div>de valor (clientes y<div class=\"d0 w621\">\u00a0</div>deudores) </div><div class=\"po0 fs32 cl2 l577 t3975\" id=\"a16134\">4.128 </div><div class=\"po0 fs32 cl2 l2412 t3975\" id=\"a16136\">5.573 </div><div class=\"po0 fs32 cl2 l2411 t3976\" id=\"a16138\">Variaci\u00f3n de correcciones<div class=\"d0 w298\">\u00a0</div>de valor de existencias </div><div class=\"po0 fs32 cl2 l577 t3976\" id=\"a16140\">6.353 </div><div class=\"po0 fs32 cl2 l2412 t3976\" id=\"a16142\">5.170 </div><div class=\"po0 fs32 cl2 l2411 t3977\" id=\"a16144\">Variaci\u00f3n de correcciones<div class=\"d0 w298\">\u00a0</div>de valor para devoluciones </div><div class=\"po0 fs32 cl2 l2413 t3977\" id=\"a16146\">417 </div><div class=\"po0 fs32 cl2 l983 t3977\" id=\"a16148\">(372) </div><div class=\"po0 fs15 cl2 l2411 t3978\" id=\"a16150\">Total </div><div class=\"po0 fs15 cl2 l587 t3978\" id=\"a16152\">10.898 </div><div class=\"po0 fs15 cl2 l2414 t3979\" id=\"a16154\">10.371</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfExpensesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2237 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2238 t3652 bgc0\">\u00a0</div>\n<div class=\"w1040 po0 h12 l2239 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2232 t3652 bgc0\">\u00a0</div>\n<div class=\"w924 po0 h12 l2233 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2235 t3652 bgc0\">\u00a0</div>\n<div class=\"w1191 po0 h12 l2236 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2234 t3652 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2237 t2865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2232 t2865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2235 t2865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2234 t2865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2237 t3653 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2232 t3653 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2235 t3653 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2234 t3653 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2237 t3654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2232 t3654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2235 t3654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2234 t3654 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2237 t3655 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2232 t3655 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2235 t3655 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2234 t3655 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2237 t3656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2232 t3656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2235 t3656 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2234 t3656 bgc0\">\u00a0</div>\n<div class=\"w1041 po0 h35 l2238 t3657 bgc3\">\u00a0</div>\n<div class=\"w1042 po0 h35 l2240 t3657 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h35 l1085 t3657 bgc3\">\u00a0</div>\n<div class=\"w1192 po0 h35 l2241 t3657 bgc3\">\u00a0</div>\n<div class=\"w1191 po0 h35 l2236 t3657 bgc3\">\u00a0</div>\n<div class=\"w1193 po0 h35 l2242 t3657 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2237 t3658 bgc0\">\u00a0</div>\n<div class=\"w1044 po0 h12 l2238 t3658 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2232 t3658 bgc0\">\u00a0</div>\n<div class=\"w924 po0 h12 l2233 t3658 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2235 t3658 bgc0\">\u00a0</div>\n<div class=\"w1191 po0 h12 l2236 t3658 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2234 t3658 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2237 t3657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2237 t3139 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2237 t3139 bgc0\">\u00a0</div>\n<div class=\"w1044 po0 h12 l2238 t3139 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2232 t3657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2232 t3139 bgc0\">\u00a0</div>\n<div class=\"w924 po0 h12 l2233 t3139 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2235 t3657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2235 t3139 bgc0\">\u00a0</div>\n<div class=\"w1191 po0 h12 l2236 t3139 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h35 l2234 t3657 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2234 t3139 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2234 t3139 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2826\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a15065\">Consumos </div><div class=\"po0 fs14 cl2 l340 t1561\" id=\"a15067\">La composici\u00f3n de los consumos es la siguiente: </div><div class=\"po0 fs32 cl2 l2243 t3659\" id=\"a15071\">Miles de euros </div><div class=\"po0 fs32 cl2 l586 t3660\" id=\"a15073\">2024 </div><div class=\"po0 fs32 cl2 l2244 t3660\" id=\"a15075\">2023 </div><div class=\"po0 fs32 cl2 l2245 t2865\" id=\"a15077\">Papel e impresi\u00f3n </div><div class=\"po0 fs32 cl2 l2246 t2865\" id=\"a15079\">36.503 </div><div class=\"po0 fs32 cl2 l571 t2865\" id=\"a15081\">53.389 </div><div class=\"po0 fs32 cl2 l2245 t3287\" id=\"a15083\">Derechos audiovisuales </div><div class=\"po0 fs32 cl2 l2247 t3287\" id=\"a15085\">4.695 </div><div class=\"po0 fs32 cl2 l588 t3287\" id=\"a15087\">6.452 </div><div class=\"po0 fs32 cl2 l2245 t3661\" id=\"a15089\">Libros </div><div class=\"po0 fs32 cl2 l2246 t3661\" id=\"a15091\">59.604 </div><div class=\"po0 fs32 cl2 l571 t3661\" id=\"a15093\">76.602 </div><div class=\"po0 fs32 cl2 l2245 t3662\" id=\"a15095\">Variaci\u00f3n de existencias<div class=\"d0 w1194\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2248 t3662\" id=\"a15097\">730 </div><div class=\"po0 fs32 cl2 l593 t3662\" id=\"a15099\">(39) </div><div class=\"po0 fs32 cl2 l2245 t3656\" id=\"a15101\">Otros consumos </div><div class=\"po0 fs32 cl2 l2247 t3656\" id=\"a15103\">9.127 </div><div class=\"po0 fs32 cl2 l588 t3656\" id=\"a15105\">9.911 </div><div class=\"po0 fs15 cl2 l2245 t3663\" id=\"a15107\">Total </div><div class=\"po0 fs15 cl2 l993 t3663\" id=\"a15109\">110.659 </div><div class=\"po0 fs15 cl2 l1341 t3663\" id=\"a15111\">146.315 </div><div class=\"po0 fs14 cl2 l340 t3664\" id=\"a15114\">En<div class=\"d0 w551\">\u00a0</div>2024,<div class=\"d0 w441\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>descenso<div class=\"d0 w401\">\u00a0</div>del<div class=\"d0 w242\">\u00a0</div>gasto<div class=\"d0 w540\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>ep\u00edgrafes<div class=\"d0 w398\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>\u201cPapel<div class=\"d0 w745\">\u00a0</div>e<div class=\"d0 w205\">\u00a0</div>impresi\u00f3n\u201d<div class=\"d0 w202\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>\u201cLibros\u201d<div class=\"d0 w438\">\u00a0</div>est\u00e1 </div><div class=\"po0 fs14 cl2 l340 t3665\" id=\"a15115\">relacionado fundamentalmente<div class=\"d0 w342\">\u00a0</div>con las menores<div class=\"d0 w332\">\u00a0</div>ventas en el<div class=\"d0 w411\">\u00a0</div>segmento de Educaci\u00f3n,<div class=\"d0 w325\">\u00a0</div>las cuales </div><div class=\"po0 fs14 cl2 l340 t3666\" id=\"a15116\">est\u00e1n afectadas por<div class=\"d0 w420\">\u00a0</div>los ciclos educativos<div class=\"d0 w55\">\u00a0</div>de ense\u00f1anza y<div class=\"d0 w9\">\u00a0</div>las novedades curriculares.<div class=\"d0 w55\">\u00a0</div>Adem\u00e1s, </div><div class=\"po0 fs14 cl2 l340 t3667\" id=\"a15118\">en el ejercicio<div class=\"d0 w626\">\u00a0</div>2023 se registraron<div class=\"d0 w422\">\u00a0</div>ventas institucionales<div class=\"d0 w331\">\u00a0</div>extraordinarias en<div class=\"d0 w478\">\u00a0</div>Santillana Argentina, </div><div class=\"po0 fs14 cl2 l340 t3668\" id=\"a15121\">que no se han repetido en 2024. Por otro lado, la disminuci\u00f3n del<div class=\"d0 w353\">\u00a0</div>gasto de \u201cPapel e impresi\u00f3n\u201d </div><div class=\"po0 fs14 cl2 l340 t3669\" id=\"a15124\">en el presente ejercicio se explica por la menor difusi\u00f3n de peri\u00f3dicos f\u00edsicos y el menor precio </div><div class=\"po0 fs14 cl2 l340 t3670\" id=\"a15126\">del coste del papel en el segmento de Media.</div><div class=\"po0 fs25 cl4 l2249 t3671\" id=\"a15128\">..</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCostOfSalesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_360": {
   "value": "<div class=\"po1 w1196 h151 lh0\" id=\"TextBlockContainer2843\"><div class=\"w1195 po0 h143 l2189 t3673 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h143 l2250 t3673 bgc3\">\u00a0</div>\n<div class=\"w917 po0 h143 l2251 t3673 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h143 l330 t3673 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3674 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3674 bgc0\">\u00a0</div>\n<div class=\"w1195 po0 h12 l2189 t3674 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1131 t3673 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t3674 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2250 t3674 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2034 t3673 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2034 t3674 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2251 t3674 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2252 t3673 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t3674 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t3674 bgc0\">\u00a0</div>\n<div class=\"po0 l342 t756 f0\" id=\"div_2833_XBRL_TS_ef8f2f5a71f341fabbcc111cc6f68734\"><div class=\"po1 w1196 h123 lh0\" id=\"TextBlockContainer2840\"><div class=\"po1 w1196 z0\" id=\"TextContainer2840\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a15130\">Gastos de personal </div></div><div class=\"po0 l342 t1089 f0\" id=\"div_2834_XBRL_TS_c01875cdfa89459da6b3db47746287c5\"><div class=\"po1 w1196 h286 lh0\" id=\"TextBlockContainer2838\"><div class=\"po0 l342 t756 f0\" id=\"div_2835_XBRL_TS_5b9993dd99f547f19439144404493067\"><div class=\"po1 w1196 h286 lh0\" id=\"TextBlockContainer2836\"><div class=\"w89 po0 h12 l1131 t1286 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t1286 bgc0\">\u00a0</div>\n<div class=\"w910 po0 h12 l2250 t1286 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t1286 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t1286 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1131 t3404 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2252 t3404 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t3675 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2250 t3675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2034 t3675 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2251 t3675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t3675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1131 t3676 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2034 t3676 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2252 t3676 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2189 t3677 bgc0\">\u00a0</div>\n<div class=\"w1197 po0 h12 l2190 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t3677 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2250 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2034 t3677 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2251 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l330 t2839 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1131 t2839 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2034 t2839 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2252 t2839 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l330 t3678 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1131 t3678 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2034 t3678 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2252 t3678 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l330 t951 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1131 t951 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2034 t951 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2252 t951 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l330 t1818 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1131 t1818 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2034 t1818 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2252 t1818 bgc0\">\u00a0</div>\n<div class=\"w1198 po0 h37 l2253 t3679 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h37 l2254 t3679 bgc3\">\u00a0</div>\n<div class=\"w918 po0 h37 l2255 t3679 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3161 bgc0\">\u00a0</div>\n<div class=\"w1195 po0 h12 l2189 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t3161 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2250 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2034 t3161 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2251 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t3161 bgc0\">\u00a0</div>\n<div class=\"po1 w1196 z0\" id=\"TextContainer2836\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a15132\">La composici\u00f3n de los gastos de personal es la siguiente: </div><div class=\"po0 fs32 cl2 l2243 t3680\" id=\"a15136\">Miles de euros </div><div class=\"po0 fs32 cl2 l2103 t3681\" id=\"a15139\">2024 </div><div class=\"po0 fs32 cl2 l2056 t3681\" id=\"a15141\">2023 </div><div class=\"po0 fs32 cl2 l2256 t3682\" id=\"a15143\">Sueldos y salarios </div><div class=\"po0 fs32 cl2 l753 t3682\" id=\"a15145\">248.793 </div><div class=\"po0 fs32 cl2 l2257 t3682\" id=\"a15147\">243.955 </div><div class=\"po0 fs32 cl2 l2256 t3683\" id=\"a15149\">Cargas sociales </div><div class=\"po0 fs32 cl2 l2258 t3683\" id=\"a15151\">53.478 </div><div class=\"po0 fs32 cl2 l2259 t3683\" id=\"a15153\">51.363 </div><div class=\"po0 fs32 cl2 l2256 t3684\" id=\"a15155\">Indemnizaciones </div><div class=\"po0 fs32 cl2 l2260 t3684\" id=\"a15157\">5.682 </div><div class=\"po0 fs32 cl2 l1958 t3684\" id=\"a15159\">8.262 </div><div class=\"po0 fs32 cl2 l2256 t3685\" id=\"a15161\">Otros gastos sociales </div><div class=\"po0 fs32 cl2 l2258 t3685\" id=\"a15163\">16.006 </div><div class=\"po0 fs32 cl2 l2259 t3685\" id=\"a15165\">16.131 </div><div class=\"po0 fs15 cl2 l2256 t3686\" id=\"a15167\">Total </div><div class=\"po0 fs15 cl2 l753 t3686\" id=\"a15169\">323.959 </div><div class=\"po0 fs15 cl2 l2261 t3687\" id=\"a15171\">319.711</div></div></div></div></div></div></div></div><div class=\"po1 w1196 z0\" id=\"TextContainer2843\"></div></div><div class=\"po1 w681 h289 lh0\" id=\"TextBlockContainer2862\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2862\"></div><div class=\"po0 l342 t1088 f0\" id=\"div_2846_XBRL_TS_f24179337f1941d59dcffe986d4dab1a\"><div class=\"po1 w681 h288 lh0\" id=\"TextBlockContainer2860\"><div class=\"po0 l342 t756 f0\" id=\"div_2847_XBRL_TS_af5271ecbdb540a094e170e78ab56901\"><div class=\"po1 w681 h288 lh0\" id=\"TextBlockContainer2858\"><div class=\"po0 l342 t756 f0\" id=\"div_2848_XBRL_TS_e8fe0866288845979492c190d8ce71db\"><div class=\"po1 w681 h288 lh0\" id=\"TextBlockContainer2855\"><div class=\"w1199 po0 h12 l1556 t3689 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2855\"><div class=\"po0 fs26 cl2 l451 t756\" id=\"a15185\">Transacciones con pagos basados en instrumentos de patrimonio </div><div class=\"po0 fs14 cl2 l451 t3690\" id=\"a15187\">Planes de incentivos a medio plazo 2022-2025 (IMPs): </div></div><div class=\"po0 l342 t3717 f0\" id=\"div_2849_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646\"><div class=\"po1 w681 h287 lh0\" id=\"TextBlockContainer2853\"><div class=\"po0 l342 t756 f0\" id=\"div_2850_XBRL_TS_11ddf6ebf6264a5199ddb731cf339585\"><div class=\"po1 w681 h287 lh0\" id=\"TextBlockContainer2851\"><div class=\"po1 w681 z0\" id=\"TextContainer2851\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a15192\">A 31<div class=\"d0 w343\">\u00a0</div>de diciembre<div class=\"d0 w246\">\u00a0</div>de 2024<div class=\"d0 w395\">\u00a0</div>se encontraban<div class=\"d0 w129\">\u00a0</div>en vigor<div class=\"d0 w129\">\u00a0</div>los siguientes<div class=\"d0 w366\">\u00a0</div>planes que<div class=\"d0 w32\">\u00a0</div>est\u00e1n<div class=\"d0 w1200\">\u00a0</div>ligados<div class=\"d0 w1077\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l451 t757\" id=\"a15206\">cumplimiento de objetivos cuantitativos financieros,<div class=\"d0 w50\">\u00a0</div>en los ejercicios 2022,<div class=\"d0 w63\">\u00a0</div>2023, 2024 y 2025<div class=\"d0 w57\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l451 t758\" id=\"a15209\">son<div class=\"d0 w59\">\u00a0</div>pagaderos<div class=\"d0 w58\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>acciones<div class=\"d0 w395\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>PRISA.<div class=\"d0 w34\">\u00a0</div>De<div class=\"d0 w286\">\u00a0</div>cumplirse<div class=\"d0 w32\">\u00a0</div>alguno<div class=\"d0 w9\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>objetivos previstos<div class=\"d0 w531\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l451 t1009\" id=\"a15211\">citados ejercicios, se entregar\u00e1n las acciones a los beneficiarios en tres tercios, en los a\u00f1os 2024, </div><div class=\"po0 fs14 cl2 l451 t818\" id=\"a15212\">2025, 2026, 2027 y 2028, de acuerdo con lo establecido. Son los siguientes: </div><div class=\"po0 fs14 cl2 l2262 t820\" id=\"a15217\">i.</div><div class=\"po0 fs14 cl2 l2155 t820\" id=\"a15218\"><div class=\"d0 w613\">\u00a0</div>Plan de<div class=\"d0 w484\">\u00a0</div>incentivos 2022-2025 de<div class=\"d0 w229\">\u00a0</div>la CFO<div class=\"d0 w56\">\u00a0</div>de PRISA<div class=\"d0 w48\">\u00a0</div>(consejera ejecutiva<div class=\"d0 w24\">\u00a0</div>de PRISA)<div class=\"d0 w32\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l2263 t406\" id=\"a15222\">v\u00e9ase </div><div class=\"po0 fs26 cl2 l2155 t3691\" id=\"a15223\">nota 21</div><div class=\"po0 fs14 cl2 l2264 t821\" id=\"a15224\">). </div><div class=\"po0 fs14 cl2 l873 t3692\" id=\"a15227\">ii.</div><div class=\"po0 fs14 cl2 l2155 t3692\" id=\"a15228\"><div class=\"d0 w613\">\u00a0</div>Plan de<div class=\"d0 w48\">\u00a0</div>incentivos 2022-2025 del<div class=\"d0 w201\">\u00a0</div>Presidente Ejecutivo<div class=\"d0 w39\">\u00a0</div>de Santillana (consejero<div class=\"d0 w201\">\u00a0</div>ejecutivo </div><div class=\"po0 fs14 cl2 l2155 t3693\" id=\"a15232\">de PRISA) (</div><div class=\"po0 fs26 cl2 l2265 t2686\" id=\"a15233\">v\u00e9ase nota 21</div><div class=\"po0 fs14 cl2 ls11 l1058 t3693\" id=\"a15234\">). </div><div class=\"po0 fs14 cl2 l466 t961\" id=\"a15237\">iii.</div><div class=\"po0 fs14 cl2 l2155 t961\" id=\"a15239\"><div class=\"d0 w613\">\u00a0</div>Plan<div class=\"d0 w749\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>incentivos<div class=\"d0 w430\">\u00a0</div>2022-2025<div class=\"d0 w534\">\u00a0</div>del<div class=\"d0 w197\">\u00a0</div>Presidente<div class=\"d0 w159\">\u00a0</div>Ejecutivo<div class=\"d0 w197\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>PRISA<div class=\"d0 w749\">\u00a0</div>Media<div class=\"d0 w347\">\u00a0</div>(consejero </div><div class=\"po0 fs14 cl2 l2155 t962\" id=\"a15243\">ejecutivo de PRISA). Se hace constar<div class=\"d0 w299\">\u00a0</div>que el 26 de febrero de<div class=\"d0 w113\">\u00a0</div>2025 el consejero ejecutivo D. </div><div class=\"po0 fs14 cl2 l2155 t963\" id=\"a15244\">Carlos N\u00fa\u00f1ez ha cesado como<div class=\"d0 w557\">\u00a0</div>consejero de PRISA y como<div class=\"d0 w266\">\u00a0</div>Presidente Ejecutivo de PRISA </div><div class=\"po0 fs14 cl2 l2155 t3694\" id=\"a15246\">Media (</div><div class=\"po0 fs26 cl2 l2266 t3695\" id=\"a15247\">v\u00e9ase nota 21</div><div class=\"po0 fs14 cl2 l2267 t3694\" id=\"a15248\">). </div><div class=\"po0 fs14 cl2 l383 t3696\" id=\"a15251\">iv.</div><div class=\"po0 fs14 cl2 l2155 t3696\" id=\"a15252\"><div class=\"d0 w613\">\u00a0</div>Plan<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>incentivos<div class=\"d0 w59\">\u00a0</div>2022-2025<div class=\"d0 w167\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Equipo<div class=\"d0 w236\">\u00a0</div>Directivo<div class=\"d0 w333\">\u00a0</div>(PRISA<div class=\"d0 w56\">\u00a0</div>Media,<div class=\"d0 w175\">\u00a0</div>Santillana<div class=\"d0 w39\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>PRISA </div><div class=\"po0 fs14 cl2 l2155 t3697\" id=\"a15256\">Corporativo): </div><div class=\"po0 fs14 cl2 l488 t3698\" id=\"a15259\">El Consejo de<div class=\"d0 w368\">\u00a0</div>Administraci\u00f3n de PRISA en<div class=\"d0 w57\">\u00a0</div>su reuni\u00f3n celebrada<div class=\"d0 w22\">\u00a0</div>el 26 de<div class=\"d0 w48\">\u00a0</div>abril de 2022 </div><div class=\"po0 fs14 cl2 l488 t3699\" id=\"a15260\">aprob\u00f3 un<div class=\"d0 w110\">\u00a0</div>plan de<div class=\"d0 w239\">\u00a0</div>incentivos a medio<div class=\"d0 w286\">\u00a0</div>plazo, del que<div class=\"d0 w248\">\u00a0</div>son beneficiarios<div class=\"d0 w418\">\u00a0</div>un colectivo<div class=\"d0 w32\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t3700\" id=\"a15262\">directivos de PRISA Media,<div class=\"d0 w234\">\u00a0</div>Santillana y PRISA Corporativo. A<div class=\"d0 w228\">\u00a0</div>cierre del ejercicio 2024 </div><div class=\"po0 fs14 cl2 l488 t3701\" id=\"a15263\">ning\u00fan miembro del colectivo de la alta direcci\u00f3n es beneficiario<div class=\"d0 w479\">\u00a0</div>de este Plan. </div><div class=\"po0 fs14 cl2 l488 t3702\" id=\"a15266\">El Plan est\u00e1 ligado al cumplimiento<div class=\"d0 w558\">\u00a0</div>de los siguientes objetivos cuantitativos<div class=\"d0 w557\">\u00a0</div>financieros, </div><div class=\"po0 fs14 cl2 l488 t3703\" id=\"a15267\">en los ejercicios 2022, 2023, 2024 y 2025: i) en el caso de PRISA Media los objetivos<div class=\"d0 w328\">\u00a0</div>est\u00e1n </div><div class=\"po0 fs14 cl2 l488 t3704\" id=\"a15268\">vinculados al<div class=\"d0 w18\">\u00a0</div>EBITDA, Cash Flow<div class=\"d0 w33\">\u00a0</div>e ingresos digitales<div class=\"d0 w55\">\u00a0</div>de su presupuesto;<div class=\"d0 w63\">\u00a0</div>ii) en<div class=\"d0 w22\">\u00a0</div>el caso </div><div class=\"po0 fs14 cl2 l488 t3705\" id=\"a15270\">de Santillana est\u00e1n vinculados al EBIT y al<div class=\"d0 w488\">\u00a0</div>Cash Flow de su presupuesto y iii)<div class=\"d0 w251\">\u00a0</div>en el caso </div><div class=\"po0 fs14 cl2 l488 t3706\" id=\"a15271\">de<div class=\"d0 w207\">\u00a0</div>PRISA<div class=\"d0 w491\">\u00a0</div>Corporativo<div class=\"d0 w496\">\u00a0</div>est\u00e1n<div class=\"d0 w611\">\u00a0</div>ligados<div class=\"d0 w648\">\u00a0</div>al<div class=\"d0 w272\">\u00a0</div>Cash<div class=\"d0 w504\">\u00a0</div>Flow<div class=\"d0 w841\">\u00a0</div>ajustado<div class=\"d0 w1024\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>Grupo<div class=\"d0 w435\">\u00a0</div>Prisa<div class=\"d0 w495\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l488 t3707\" id=\"a15272\">presupuesto. </div><div class=\"po0 fs14 cl2 l488 t3708\" id=\"a15275\">A cada uno<div class=\"d0 w21\">\u00a0</div>de los referidos colectivos de directivos<div class=\"d0 w34\">\u00a0</div>de PRISA Media y<div class=\"d0 w20\">\u00a0</div>de Santillana se </div><div class=\"po0 fs14 cl2 l488 t3257\" id=\"a15276\">les ha asignado un<div class=\"d0 w38\">\u00a0</div>n\u00famero de acciones te\u00f3ricas<div class=\"d0 w47\">\u00a0</div>equivalentes a un total de<div class=\"d0 w57\">\u00a0</div>700 miles de </div><div class=\"po0 fs14 cl2 l488 t3709\" id=\"a15277\">euros brutos por cada a\u00f1o<div class=\"d0 w478\">\u00a0</div>de duraci\u00f3n del Plan,<div class=\"d0 w141\">\u00a0</div>y al colectivo<div class=\"d0 w266\">\u00a0</div>de beneficiarios de PRISA </div><div class=\"po0 fs14 cl2 l488 t3710\" id=\"a15280\">Corporativo se les ha asignado un n\u00famero de acciones<div class=\"d0 w140\">\u00a0</div>te\u00f3ricas equivalentes a 125 miles </div><div class=\"po0 fs14 cl2 l488 t3711\" id=\"a15281\">de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>brutos<div class=\"d0 w228\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>cada<div class=\"d0 w175\">\u00a0</div>a\u00f1o<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>duraci\u00f3n<div class=\"d0 w248\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Plan,<div class=\"d0 w173\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>servir\u00e1n<div class=\"d0 w421\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>referencia<div class=\"d0 w418\">\u00a0</div>para </div><div class=\"po0 fs14 cl2 l488 t3712\" id=\"a15282\">determinar el n\u00famero final de<div class=\"d0 w30\">\u00a0</div>acciones a entregar. Los<div class=\"d0 w246\">\u00a0</div>c\u00e1lculos de las acciones te\u00f3ricas </div><div class=\"po0 fs14 cl2 l488 t3713\" id=\"a15285\">se han realizado considerando<div class=\"d0 w634\">\u00a0</div>el valor burs\u00e1til<div class=\"d0 w140\">\u00a0</div>promedio de la<div class=\"d0 w402\">\u00a0</div>acci\u00f3n de PRISA durante </div><div class=\"po0 fs14 cl2 l488 t3714\" id=\"a15286\">el \u00faltimo trimestre de 2021.<div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3715\" id=\"a15289\">En<div class=\"d0 w588\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>ejercicio<div class=\"d0 w243\">\u00a0</div>2024<div class=\"d0 w156\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>ha<div class=\"d0 w444\">\u00a0</div>registrado<div class=\"d0 w513\">\u00a0</div>un<div class=\"d0 w408\">\u00a0</div>gasto<div class=\"d0 w636\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>646<div class=\"d0 w194\">\u00a0</div>miles<div class=\"d0 w260\">\u00a0</div>euros<div class=\"d0 w68\">\u00a0</div>por<div class=\"d0 w749\">\u00a0</div>este<div class=\"d0 w445\">\u00a0</div>Plan </div><div class=\"po0 fs14 cl2 l488 t3716\" id=\"a15290\">(considerando el grado de consecuci\u00f3n de los objetivos correspondientes<div class=\"d0 w299\">\u00a0</div>a los ejercicios </div></div></div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2881\"><div class=\"po0 l342 t756 f0\" id=\"div_2866_XBRL_TS_e8fe0866288845979492c190d8ce71db_1\"><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2879\"><div class=\"po0 l342 t756 f0\" id=\"div_2867_XBRL_TS_af5271ecbdb540a094e170e78ab56901_1\"><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2877\"><div class=\"po0 l342 t756 f0\" id=\"div_2868_XBRL_TS_f24179337f1941d59dcffe986d4dab1a_1\"><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2875\"><div class=\"po0 l342 t756 f0\" id=\"div_2869_XBRL_TS_11ddf6ebf6264a5199ddb731cf339585_1\"><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2873\"><div class=\"po0 l342 t756 f0\" id=\"div_2870_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646_1\"><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2871\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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class=\"w89 po0 h291 l2279 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2280 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2281 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3730 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2269 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l954 t3730 bgc0\">\u00a0</div>\n<div class=\"w1206 po0 h12 l2272 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l968 t3730 bgc0\">\u00a0</div>\n<div class=\"w1208 po0 h12 l2274 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2279 t3730 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2276 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2280 t3730 bgc0\">\u00a0</div>\n<div class=\"w1212 po0 h12 l2277 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2270 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3732 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2269 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l954 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l954 t3732 bgc0\">\u00a0</div>\n<div class=\"w1206 po0 h12 l2272 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l968 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l968 t3732 bgc0\">\u00a0</div>\n<div class=\"w1208 po0 h12 l2274 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2279 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2279 t3732 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2276 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2280 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2280 t3732 bgc0\">\u00a0</div>\n<div class=\"w1212 po0 h12 l2277 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2281 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3732 bgc0\">\u00a0</div>\n<div class=\"po1 w1226 z0\" id=\"TextContainer2871\"><div class=\"po0 fs14 cl2 l488 t756\" id=\"a15300\">2024, 2023 y 2022 y<div class=\"d0 w326\">\u00a0</div>valorando las acciones<div class=\"d0 w532\">\u00a0</div>al precio de cotizaci\u00f3n<div class=\"d0 w410\">\u00a0</div>de PRISA en las<div class=\"d0 w126\">\u00a0</div>fechas </div><div class=\"po0 fs14 cl2 l488 t816\" id=\"a15301\">de medici\u00f3n). </div><div class=\"po0 fs14 cl2 l1948 t817\" id=\"a15304\">Cumplimiento objetivos IMPs:<div class=\"d0 w754\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1948 t3733\" id=\"a15307\">El<div class=\"d0 w398\">\u00a0</div>cumplimiento<div class=\"d0 w416\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>objetivos<div class=\"d0 w715\">\u00a0</div>correspondientes<div class=\"d0 w492\">\u00a0</div>a<div class=\"d0 w210\">\u00a0</div>cada<div class=\"d0 w398\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>verifica<div class=\"d0 w900\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>vez </div><div class=\"po0 fs14 cl2 l1948 t3734\" id=\"a15308\">finalizado el ejercicio correspondiente, tras la formulaci\u00f3n de las cuentas anuales relativas a </div><div class=\"po0 fs14 cl2 l1948 t3735\" id=\"a15309\">dicho ejercicio. El incentivo que resulte para cada ejercicio se pagar\u00e1 en tres tercios, durante </div><div class=\"po0 fs14 cl2 l1948 t3736\" id=\"a15311\">los tres ejercicios siguientes, en la fecha que determine el Consejo de Administraci\u00f3n dentro </div><div class=\"po0 fs14 cl2 l1948 t3737\" id=\"a15312\">de<div class=\"d0 w671\">\u00a0</div>los<div class=\"d0 w665\">\u00a0</div>60<div class=\"d0 w863\">\u00a0</div>d\u00edas<div class=\"d0 w668\">\u00a0</div>naturales<div class=\"d0 w321\">\u00a0</div>siguientes<div class=\"d0 w1090\">\u00a0</div>a<div class=\"d0 w665\">\u00a0</div>la<div class=\"d0 w860\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w1214\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>las<div class=\"d0 w859\">\u00a0</div>cuentas<div class=\"d0 w1215\">\u00a0</div>del<div class=\"d0 w771\">\u00a0</div>ejercicio </div><div class=\"po0 fs14 cl2 l1948 t3738\" id=\"a15313\">inmediatamente anterior.<div class=\"d0 w1162\">\u00a0</div></div><div class=\"po0 fs14 cl2 l2156 t3739\" id=\"a15316\">i.</div><div class=\"po0 fs14 cl2 l488 t3739\" id=\"a15317\"><div class=\"d0 w613\">\u00a0</div>Cumplimiento objetivos ejercicio 2022: </div><div class=\"po0 fs14 cl2 l2155 t3355\" id=\"a15321\">En 2023 el Consejo de Administraci\u00f3n<div class=\"d0 w299\">\u00a0</div>de PRISA verific\u00f3 el cumplimiento de los<div class=\"d0 w392\">\u00a0</div>objetivos </div><div class=\"po0 fs14 cl2 l2155 t1922\" id=\"a15323\">correspondientes<div class=\"d0 w225\">\u00a0</div>al<div class=\"d0 w162\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2022<div class=\"d0 w291\">\u00a0</div>y,<div class=\"d0 w586\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>propuesta<div class=\"d0 w224\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>Nombramientos, </div><div class=\"po0 fs14 cl2 l2155 t3356\" id=\"a15324\">Retribuciones y Gobierno Corporativo (\u201cCNRGC\u201d), determin\u00f3<div class=\"d0 w561\">\u00a0</div>el incentivo resultante del </div><div class=\"po0 fs14 cl2 l2155 t3357\" id=\"a15325\">ejercicio<div class=\"d0 w168\">\u00a0</div>2022<div class=\"d0 w275\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>consiguiente<div class=\"d0 w492\">\u00a0</div>n\u00famero<div class=\"d0 w720\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>entregar<div class=\"d0 w493\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>cada<div class=\"d0 w336\">\u00a0</div>uno<div class=\"d0 w487\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l2155 t3358\" id=\"a15327\">beneficiarios, de acuerdo con el siguiente detalle: </div><div class=\"po0 fs15 cl2 l902 t3740\" id=\"a15330\">Cumplimiento objetivos<div class=\"d0 w696\">\u00a0</div>ejercicio 2022 </div><div class=\"po0 fs15 cl2 l2283 t3741\" id=\"a15333\">N\u00aa<div class=\"d0 w477\">\u00a0</div>total<div class=\"d0 w485\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2283 t3742\" id=\"a15334\">brutas<div class=\"d0 w282\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>entregar<div class=\"d0 w60\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2283 t3743\" id=\"a15335\">(cumplimiento </div><div class=\"po0 fs15 cl2 l2283 t3744\" id=\"a15336\">incentivo </div><div class=\"po0 fs15 cl2 l2283 t3745\" id=\"a15337\">ejercicio 2022) </div><div class=\"po0 fs15 cl2 l1823 t3741\" id=\"a15339\">N\u00ba<div class=\"d0 w1216\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l1823 t3742\" id=\"a15340\">brutas<div class=\"d0 w168\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>liquidar<div class=\"d0 w361\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1823 t3743\" id=\"a15341\">en 2023 (1/3)<div class=\"d0 w423\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2284 t3741\" id=\"a15343\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2284 t3742\" id=\"a15344\">brutas<div class=\"d0 w1218\">\u00a0</div>a </div><div class=\"po0 fs15 cl2 l2284 t3743\" id=\"a15345\">liquidar en 2024 </div><div class=\"po0 fs15 cl2 l2284 t3744\" id=\"a15346\">(2/3)<div class=\"d0 w1219\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2285 t3741\" id=\"a15350\">N\u00ba<div class=\"d0 w1220\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2285 t3742\" id=\"a15351\">brutas<div class=\"d0 w1221\">\u00a0</div>a </div><div class=\"po0 fs15 cl2 l2285 t3743\" id=\"a15352\">liquidar<div class=\"d0 w1222\">\u00a0</div>en<div class=\"d0 w245\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2285 t3744\" id=\"a15353\">2025 (3/3)<div class=\"d0 w341\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1191 t3746\" id=\"a15357\">CFO PRISA </div><div class=\"po0 fs15 cl2 l1860 t3746\" id=\"a15359\">748.031 </div><div class=\"po0 fs32 cl2 l2286 t3747\" id=\"a15361\">249.344 </div><div class=\"po0 fs32 cl2 l2287 t3747\" id=\"a15363\">249.344 </div><div class=\"po0 fs32 cl2 l2288 t3747\" id=\"a15365\">249.343 </div><div class=\"po0 fs15 cl2 l1191 t3748\" id=\"a15367\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1860 t3748\" id=\"a15369\">339.538 </div><div class=\"po0 fs32 cl2 l2286 t3749\" id=\"a15371\">113.179 </div><div class=\"po0 fs32 cl2 l2287 t3749\" id=\"a15373\">113.179 </div><div class=\"po0 fs32 cl2 l2288 t3749\" id=\"a15375\">113.180 </div><div class=\"po0 fs15 cl2 l1191 t3750\" id=\"a15377\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1860 t3750\" id=\"a15379\">992.294 </div><div class=\"po0 fs32 cl2 l2286 t3751\" id=\"a15381\">330.765 </div><div class=\"po0 fs32 cl2 l2287 t3751\" id=\"a15383\">330.765 </div><div class=\"po0 fs32 cl2 l2288 t3751\" id=\"a15385\">330.764 </div><div class=\"po0 fs15 cl2 l1191 t3752\" id=\"a15387\">Equipo Directivo </div><div class=\"po0 fs15 cl2 l2289 t3752\" id=\"a15389\">1.926.679 </div><div class=\"po0 fs32 cl2 l2286 t3753\" id=\"a15391\">653.249 </div><div class=\"po0 fs32 cl2 l2287 t3753\" id=\"a15393\">636.711 </div><div class=\"po0 fs32 cl2 l2288 t3753\" id=\"a15395\">501.711 </div><div class=\"po0 fs14 cl2 l488 t3754\" id=\"a15398\">Las cuentas<div class=\"d0 w484\">\u00a0</div>anuales de<div class=\"d0 w26\">\u00a0</div>los ejercicios 2022<div class=\"d0 w486\">\u00a0</div>y 2023<div class=\"d0 w333\">\u00a0</div>fueron formuladas el<div class=\"d0 w111\">\u00a0</div>28 de<div class=\"d0 w395\">\u00a0</div>marzo de </div><div class=\"po0 fs14 cl2 l488 t3755\" id=\"a15399\">2023 y el 12 de marzo de 2024, respectivamente.<div class=\"d0 w928\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3756\" id=\"a15402\">El primer y segundo tercio<div class=\"d0 w26\">\u00a0</div>del incentivo resultante del ejercicio 2022<div class=\"d0 w57\">\u00a0</div>fueron liquidados </div><div class=\"po0 fs14 cl2 l488 t3757\" id=\"a15403\">en<div class=\"d0 w244\">\u00a0</div>mayo<div class=\"d0 w554\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>2023<div class=\"d0 w275\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>mayo<div class=\"d0 w611\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>2024,<div class=\"d0 w398\">\u00a0</div>respectivamente,<div class=\"d0 w536\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>acuerdo<div class=\"d0 w213\">\u00a0</div>con<div class=\"d0 w611\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>detalle </div><div class=\"po0 fs14 cl2 l488 t3758\" id=\"a15404\">siguiente: </div></div></div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2899\"><div class=\"po0 l342 t756 f0\" id=\"div_2884_XBRL_TS_e8fe0866288845979492c190d8ce71db_2\"><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2897\"><div class=\"po0 l342 t756 f0\" id=\"div_2885_XBRL_TS_af5271ecbdb540a094e170e78ab56901_2\"><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2895\"><div class=\"po0 l342 t756 f0\" id=\"div_2886_XBRL_TS_f24179337f1941d59dcffe986d4dab1a_2\"><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2893\"><div class=\"po0 l342 t756 f0\" id=\"div_2887_XBRL_TS_11ddf6ebf6264a5199ddb731cf339585_2\"><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2891\"><div class=\"po0 l342 t756 f0\" id=\"div_2888_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646_2\"><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2889\"><img alt=\"doc2p9i1\" class=\"po0 l2290 t1473 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w1232 po0 h12 l2292 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l462 t3772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2307 t3772 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h295 l2292 t3773 bgc3\">\u00a0</div>\n<div class=\"w1205 po0 h282 l2293 t3773 bgc3\">\u00a0</div>\n<div class=\"w1234 po0 h295 l2308 t3773 bgc3\">\u00a0</div>\n<div class=\"w1235 po0 h37 l1389 t3773 bgc3\">\u00a0</div>\n<div class=\"w1235 po0 h282 l1389 t3774 bgc3\">\u00a0</div>\n<div class=\"w1208 po0 h295 l2297 t3773 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h37 l2298 t3773 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h37 l2298 t3774 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h282 l2298 t3775 bgc3\">\u00a0</div>\n<div class=\"w1236 po0 h295 l2309 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2310 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2310 t3774 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h282 l2310 t3775 bgc3\">\u00a0</div>\n<div class=\"w1210 po0 h295 l2311 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2312 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2312 t3774 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h282 l2312 t3775 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3776 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3776 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3776 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3776 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3776 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l462 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l1196 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2303 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l1086 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2313 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2307 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3777 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3777 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3777 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3777 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3777 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l462 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1196 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2303 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1086 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2313 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2307 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3779 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3779 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3779 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3779 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3779 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l462 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1196 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2303 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1086 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2313 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2307 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3780 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3780 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3780 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3780 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3780 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l462 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1196 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2303 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1086 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2313 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2307 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3782 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3782 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3782 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3782 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3782 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l462 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3784 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1196 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3784 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2303 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3784 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1086 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3784 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2313 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3784 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2307 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3784 bgc0\">\u00a0</div>\n<div class=\"po1 w1244 z0\" id=\"TextContainer2889\"><div class=\"po0 fs15 cl2 l2314 t756\" id=\"a15416\">Liquidaci\u00f3n y entrega<div class=\"d0 w626\">\u00a0</div>de acciones objetivos<div class=\"d0 w559\">\u00a0</div>ejercicio 2022 </div><div class=\"po0 fs15 cl2 l2315 t3785\" id=\"a15419\">N\u00ba<div class=\"d0 w1216\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2315 t3786\" id=\"a15420\">brutas<div class=\"d0 w369\">\u00a0</div>liquidadas </div><div class=\"po0 fs15 cl2 l2315 t3787\" id=\"a15421\">en 2023 (1/3) </div><div class=\"po0 fs15 cl2 l2316 t3788\" id=\"a15425\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2316 t3785\" id=\"a15426\">netas </div><div class=\"po0 fs15 cl2 l2316 t3786\" id=\"a15427\">entregadas<div class=\"d0 w1238\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2316 t3787\" id=\"a15428\">2023 (1/3) </div><div class=\"po0 fs15 cl2 l2317 t3788\" id=\"a15432\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2317 t3785\" id=\"a15433\">brutas </div><div class=\"po0 fs15 cl2 l2317 t3786\" id=\"a15434\">liquidadas<div class=\"d0 w1239\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2317 t3787\" id=\"a15435\">2024 (2/3) </div><div class=\"po0 fs15 cl2 l2318 t3788\" id=\"a15439\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2318 t3785\" id=\"a15440\">netas </div><div class=\"po0 fs15 cl2 l2318 t3786\" id=\"a15441\">entregadas<div class=\"d0 w1238\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2318 t3787\" id=\"a15442\">2024(2/3) </div><div class=\"po0 fs15 cl2 l2319 t1566\" id=\"a15446\">CFO PRISA </div><div class=\"po0 fs32 cl2 l2320 t3789\" id=\"a15448\">249.344 </div><div class=\"po0 fs32 cl2 l2321 t3789\" id=\"a15450\">139.234 </div><div class=\"po0 fs32 cl2 l2322 t3789\" id=\"a15452\">249.344 </div><div class=\"po0 fs32 cl2 l2323 t3789\" id=\"a15454\">137.214 </div><div class=\"po0 fs15 cl2 l2319 t3790\" id=\"a15456\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2320 t3791\" id=\"a15458\">113.179 </div><div class=\"po0 fs32 cl2 l2324 t3791\" id=\"a15460\">63.132 </div><div class=\"po0 fs32 cl2 l2322 t3791\" id=\"a15462\">113.179 </div><div class=\"po0 fs32 cl2 l2325 t3791\" id=\"a15464\">62.079 </div><div class=\"po0 fs15 cl2 l2319 t3792\" id=\"a15466\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2320 t3793\" id=\"a15468\">330.765 </div><div class=\"po0 fs32 cl2 l2321 t3793\" id=\"a15470\">182.153 </div><div class=\"po0 fs32 cl2 l2322 t3793\" id=\"a15472\">330.765 </div><div class=\"po0 fs32 cl2 l2323 t3793\" id=\"a15474\">181.722 </div><div class=\"po0 fs15 cl2 l2319 t3794\" id=\"a15476\">Equipo Directivo </div><div class=\"po0 fs32 cl2 l2320 t3795\" id=\"a15478\">653.249 </div><div class=\"po0 fs32 cl2 l2321 t3795\" id=\"a15480\">364.158 </div><div class=\"po0 fs32 cl2 l2322 t3795\" id=\"a15482\">636.711 </div><div class=\"po0 fs32 cl2 l2323 t3795\" id=\"a15484\">456.334 </div><div class=\"po0 fs14 cl2 l2326 t3796\" id=\"a15488\">En<div class=\"d0 w376\">\u00a0</div>2025,<div class=\"d0 w226\">\u00a0</div>dentro<div class=\"d0 w160\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>60<div class=\"d0 w291\">\u00a0</div>d\u00edas<div class=\"d0 w337\">\u00a0</div>naturales<div class=\"d0 w288\">\u00a0</div>siguientes<div class=\"d0 w284\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>cuentas </div><div class=\"po0 fs14 cl2 l2326 t3797\" id=\"a15489\">correspondientes al ejercicio<div class=\"d0 w32\">\u00a0</div>2024, se<div class=\"d0 w129\">\u00a0</div>liquidar\u00e1 el tercer<div class=\"d0 w20\">\u00a0</div>tercio restante<div class=\"d0 w246\">\u00a0</div>de incentivo del </div><div class=\"po0 fs14 cl2 l2326 t3798\" id=\"a15490\">ejercicio 2022, si se<div class=\"d0 w85\">\u00a0</div>cumplen el resto de<div class=\"d0 w342\">\u00a0</div>condiciones establecidas en<div class=\"d0 w556\">\u00a0</div>el Reglamento de los </div><div class=\"po0 fs14 cl2 l2326 t3799\" id=\"a15492\">Planes. </div><div class=\"po0 fs14 cl2 l2326 t3800\" id=\"a15495\">Se<div class=\"d0 w507\">\u00a0</div>hace<div class=\"d0 w294\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w382\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>propuesta<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l2326 t3801\" id=\"a15496\">Nombramientos, Retribuciones y Gobierno Corporativo (CNRGC), ha acordado que D. </div><div class=\"po0 fs14 cl2 l2326 t3802\" id=\"a15497\">Carlos N\u00fa\u00f1ez<div class=\"d0 w60\">\u00a0</div>(consejero de<div class=\"d0 w39\">\u00a0</div>PRISA y<div class=\"d0 w295\">\u00a0</div>Presidente Ejecutivo de<div class=\"d0 w111\">\u00a0</div>PRISA Media<div class=\"d0 w55\">\u00a0</div>hasta el<div class=\"d0 w234\">\u00a0</div>26 </div><div class=\"po0 fs14 cl2 l2326 t626\" id=\"a15498\">de<div class=\"d0 w246\">\u00a0</div>febrero de<div class=\"d0 w247\">\u00a0</div>2025) pueda<div class=\"d0 w418\">\u00a0</div>percibir las<div class=\"d0 w474\">\u00a0</div>acciones que<div class=\"d0 w49\">\u00a0</div>se iban<div class=\"d0 w391\">\u00a0</div>a liquidar<div class=\"d0 w173\">\u00a0</div>a su<div class=\"d0 w367\">\u00a0</div>favor en<div class=\"d0 w539\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l2326 t3803\" id=\"a15501\">ejercicio 2025, por el cumplimiento de los objetivos correspondientes al tercer tercio del </div><div class=\"po0 fs14 cl2 l2326 t3804\" id=\"a15502\">ejercicio 2022. </div><div class=\"po0 fs14 cl2 l2327 t3805\" id=\"a15505\">ii.</div><div class=\"po0 fs14 cl2 l2326 t3805\" id=\"a15506\">Cumplimiento objetivos ejercicio 2023: </div><div class=\"po0 fs14 cl2 l2326 t3806\" id=\"a15509\">En<div class=\"d0 w32\">\u00a0</div>2024 el<div class=\"d0 w296\">\u00a0</div>Consejo de<div class=\"d0 w175\">\u00a0</div>Administraci\u00f3n de<div class=\"d0 w295\">\u00a0</div>PRISA ha<div class=\"d0 w486\">\u00a0</div>verificado el<div class=\"d0 w247\">\u00a0</div>cumplimiento de<div class=\"d0 w480\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l2326 t3807\" id=\"a15510\">objetivos correspondientes<div class=\"d0 w499\">\u00a0</div>al ejercicio<div class=\"d0 w1240\">\u00a0</div>2023 y, a<div class=\"d0 w960\">\u00a0</div>propuesta de<div class=\"d0 w267\">\u00a0</div>la CNRGC,<div class=\"d0 w386\">\u00a0</div>ha determinado </div><div class=\"po0 fs14 cl2 l2326 t3808\" id=\"a15511\">el<div class=\"d0 w25\">\u00a0</div>incentivo<div class=\"d0 w376\">\u00a0</div>resultante<div class=\"d0 w370\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>2023<div class=\"d0 w275\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>el<div class=\"d0 w463\">\u00a0</div>consiguiente<div class=\"d0 w492\">\u00a0</div>n\u00famero<div class=\"d0 w372\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l2326 t3809\" id=\"a15513\">entregar a cada uno de los beneficiarios, de acuerdo con el<div class=\"d0 w341\">\u00a0</div>siguiente detalle: </div><div class=\"po0 fs15 cl2 l2328 t3810\" id=\"a15516\">Cumplimiento objetivos<div class=\"d0 w696\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs15 cl2 l2329 t3811\" id=\"a15519\">N\u00aa<div class=\"d0 w554\">\u00a0</div>total<div class=\"d0 w718\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2329 t3812\" id=\"a15520\">brutas a entregar<div class=\"d0 w472\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2316 t3811\" id=\"a15522\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2316 t3812\" id=\"a15523\">acciones brutas<div class=\"d0 w1241\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2316 t3813\" id=\"a15524\">2024 (1/3) </div><div class=\"po0 fs15 cl2 l2330 t3811\" id=\"a15526\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2330 t3812\" id=\"a15527\">acciones<div class=\"d0 w257\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2330 t3813\" id=\"a15528\">en 2025 (2/3) </div><div class=\"po0 fs15 cl2 l2331 t3811\" id=\"a15532\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2331 t3812\" id=\"a15533\">acciones<div class=\"d0 w154\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2331 t3813\" id=\"a15534\">en 2026 (3/3) </div><div class=\"po0 fs15 cl2 l2319 t3814\" id=\"a15538\">CFO PRISA </div><div class=\"po0 fs15 cl2 l2320 t3814\" id=\"a15540\">831.146 </div><div class=\"po0 fs32 cl2 l2332 t3815\" id=\"a15542\">277.049 </div><div class=\"po0 fs32 cl2 l2333 t3815\" id=\"a15544\">277.049 </div><div class=\"po0 fs32 cl2 l2334 t3815\" id=\"a15546\">277.048 </div><div class=\"po0 fs15 cl2 l2319 t3816\" id=\"a15548\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2335 t3816\" id=\"a15550\">1.045.245 </div><div class=\"po0 fs32 cl2 l2332 t3817\" id=\"a15552\">348.415 </div><div class=\"po0 fs32 cl2 l2333 t3817\" id=\"a15554\">348.415 </div><div class=\"po0 fs32 cl2 l2336 t3817\" id=\"a15556\">348.415 (*) </div><div class=\"po0 fs15 cl2 l2319 t3818\" id=\"a15558\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2335 t3818\" id=\"a15560\">1.024.671 </div><div class=\"po0 fs32 cl2 l2332 t3819\" id=\"a15562\">341.557 </div><div class=\"po0 fs32 cl2 l2333 t3819\" id=\"a15564\">341.557 </div><div class=\"po0 fs32 cl2 l2334 t3819\" id=\"a15566\">341.557 </div><div class=\"po0 fs15 cl2 l2319 t3820\" id=\"a15568\">Equipo Directivo </div><div class=\"po0 fs15 cl2 l2335 t3820\" id=\"a15570\">3.080.251 </div><div class=\"po0 fs32 cl2 l2337 t3821\" id=\"a15572\">1.026.753 </div><div class=\"po0 fs32 cl2 l2333 t3821\" id=\"a15574\">847.977 </div><div class=\"po0 fs32 cl2 l2334 t3821\" id=\"a15576\">847.977 </div><div class=\"po0 fs32 cl2 l2338 t3822\" id=\"a15578\">(*) Como<div class=\"d0 w51\">\u00a0</div>consecuencia<div class=\"d0 w473\">\u00a0</div>de su<div class=\"d0 w1242\">\u00a0</div>salida de<div class=\"d0 w696\">\u00a0</div>la compa\u00f1\u00eda,<div class=\"d0 w1243\">\u00a0</div>al Sr.<div class=\"d0 w653\">\u00a0</div>N\u00fa\u00f1ez no<div class=\"d0 w740\">\u00a0</div>se le<div class=\"d0 w473\">\u00a0</div>liquidar\u00e1n<div class=\"d0 w614\">\u00a0</div>las 348.415<div class=\"d0 w964\">\u00a0</div>acciones correspondientes </div><div class=\"po0 fs32 cl2 l2338 t3823\" id=\"a15579\">al tercer tercio, pagadero<div class=\"d0 w555\">\u00a0</div>en 2026.<div class=\"d0 w246\">\u00a0</div></div></div></div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w681 h298 lh0\" id=\"TextBlockContainer2917\"><div class=\"po0 l342 t756 f0\" id=\"div_2902_XBRL_TS_e8fe0866288845979492c190d8ce71db_3\"><div class=\"po1 w681 h297 lh0\" id=\"TextBlockContainer2915\"><div class=\"po0 l342 t756 f0\" id=\"div_2903_XBRL_TS_af5271ecbdb540a094e170e78ab56901_3\"><div class=\"po1 w681 h297 lh0\" id=\"TextBlockContainer2913\"><div class=\"po0 l342 t756 f0\" id=\"div_2904_XBRL_TS_f24179337f1941d59dcffe986d4dab1a_3\"><div class=\"po1 w681 h297 lh0\" id=\"TextBlockContainer2911\"><div class=\"po0 l342 t756 f0\" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w1245 po0 h282 l2339 t3824 bgc3\">\u00a0</div>\n<div class=\"w1246 po0 h282 l1503 t3824 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3825 bgc0\">\u00a0</div>\n<div class=\"w1245 po0 h12 l2339 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2340 t3824 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2089 t3824 bgc0\">\u00a0</div>\n<div class=\"w1247 po0 h296 l2339 t3826 bgc3\">\u00a0</div>\n<div class=\"w1230 po0 h282 l1503 t3826 bgc3\">\u00a0</div>\n<div class=\"w1248 po0 h296 l2341 t3826 bgc3\">\u00a0</div>\n<div class=\"w1249 po0 h37 l2342 t3826 bgc3\">\u00a0</div>\n<div class=\"w1249 po0 h282 l2342 t3827 bgc3\">\u00a0</div>\n<div class=\"w1250 po0 h296 l1808 t3826 bgc3\">\u00a0</div>\n<div class=\"w1251 po0 h37 l2343 t3826 bgc3\">\u00a0</div>\n<div class=\"w1251 po0 h282 l2343 t3827 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3828 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3828 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3828 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2340 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l1651 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2344 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2089 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t2098 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t2098 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t2098 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2340 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1651 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2344 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2089 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3829 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3829 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3829 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2340 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1651 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2344 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2089 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3831 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3831 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3831 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2340 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1651 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2344 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2089 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3833 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3833 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3833 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2340 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3835 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1651 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3835 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2344 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3835 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2089 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3835 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2907\"><div class=\"po0 fs14 cl2 l488 t756\" id=\"a15591\">Las cuentas anuales del ejercicio<div class=\"d0 w140\">\u00a0</div>2023 fueron formuladas el d\u00eda 12 de<div class=\"d0 w446\">\u00a0</div>marzo de 2024 y el </div><div class=\"po0 fs14 cl2 l488 t816\" id=\"a15592\">primer tercio<div class=\"d0 w327\">\u00a0</div>del importe<div class=\"d0 w621\">\u00a0</div>resultante del<div class=\"d0 w327\">\u00a0</div>incentivo de<div class=\"d0 w298\">\u00a0</div>2023 fue<div class=\"d0 w499\">\u00a0</div>liquidado en<div class=\"d0 w489\">\u00a0</div>mayo de<div class=\"d0 w446\">\u00a0</div>2024, </div><div class=\"po0 fs14 cl2 l488 t902\" id=\"a15593\">de acuerdo con el detalle siguiente:<div class=\"d0 w481\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1090 t3836\" id=\"a15596\">Liquidaci\u00f3n y entrega<div class=\"d0 w626\">\u00a0</div>de acciones objetivos<div class=\"d0 w559\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs15 cl2 l2345 t3837\" id=\"a15599\">N\u00ba<div class=\"d0 w1253\">\u00a0</div>acciones<div class=\"d0 w1254\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2345 t3838\" id=\"a15600\">liquidadas en 2024<div class=\"d0 w725\">\u00a0</div>(1/3) </div><div class=\"po0 fs15 cl2 l2346 t3837\" id=\"a15604\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones<div class=\"d0 w1255\">\u00a0</div>netas </div><div class=\"po0 fs15 cl2 l2346 t3838\" id=\"a15605\">entregadas en 2024 (1/3) </div><div class=\"po0 fs15 cl2 l708 t3839\" id=\"a15609\">CFO PRISA </div><div class=\"po0 fs32 cl2 l2347 t3840\" id=\"a15611\">277.049</div><div class=\"po0 fs32 cl2 l2348 t3840\" id=\"a15613\">152.461 </div><div class=\"po0 fs15 cl2 l708 t3841\" id=\"a15615\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w514\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2347 t3842\" id=\"a15617\">348.415</div><div class=\"po0 fs32 cl2 l2348 t3842\" id=\"a15619\">191.106 </div><div class=\"po0 fs15 cl2 l708 t3843\" id=\"a15621\">Presidente Ejecutivo Santillana<div class=\"d0 w964\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2347 t3844\" id=\"a15623\">341.557</div><div class=\"po0 fs32 cl2 l2348 t3844\" id=\"a15625\">187.652 </div><div class=\"po0 fs15 cl2 l708 t3845\" id=\"a15627\">Equipo Directivo </div><div class=\"po0 fs32 cl2 l2153 t3846\" id=\"a15630\">1.026.753</div><div class=\"po0 fs32 cl2 l2348 t3846\" id=\"a15632\">643.297 </div><div class=\"po0 fs14 cl2 l488 t1388\" id=\"a15635\">En<div class=\"d0 w361\">\u00a0</div>2025<div class=\"d0 w31\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>2026,<div class=\"d0 w110\">\u00a0</div>dentro<div class=\"d0 w234\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>60<div class=\"d0 w31\">\u00a0</div>d\u00edas<div class=\"d0 w22\">\u00a0</div>naturales<div class=\"d0 w9\">\u00a0</div>siguientes<div class=\"d0 w17\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w34\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l488 t1389\" id=\"a15636\">cuentas correspondientes a los ejercicios 2024 y 2025, respectivamente, se liquidar\u00e1n los </div><div class=\"po0 fs14 cl2 l488 t1959\" id=\"a15637\">dos tercios<div class=\"d0 w515\">\u00a0</div>restantes del<div class=\"d0 w413\">\u00a0</div>incentivo del<div class=\"d0 w697\">\u00a0</div>ejercicio 2023,<div class=\"d0 w614\">\u00a0</div>si se<div class=\"d0 w561\">\u00a0</div>cumplen el<div class=\"d0 w411\">\u00a0</div>resto de<div class=\"d0 w620\">\u00a0</div>condiciones </div><div class=\"po0 fs14 cl2 l488 t1960\" id=\"a15639\">establecidas en el Reglamento de los Planes. </div><div class=\"po0 fs14 cl2 l488 t3847\" id=\"a15642\">Se<div class=\"d0 w507\">\u00a0</div>hace<div class=\"d0 w294\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w382\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>propuesta<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t3848\" id=\"a15643\">Nombramientos, Retribuciones y Gobierno Corporativo (CNRGC), ha acordado que D. </div><div class=\"po0 fs14 cl2 l488 t3849\" id=\"a15644\">Carlos N\u00fa\u00f1ez<div class=\"d0 w60\">\u00a0</div>(consejero de<div class=\"d0 w39\">\u00a0</div>PRISA y<div class=\"d0 w295\">\u00a0</div>Presidente Ejecutivo de<div class=\"d0 w111\">\u00a0</div>PRISA Media<div class=\"d0 w55\">\u00a0</div>hasta el<div class=\"d0 w234\">\u00a0</div>26 </div><div class=\"po0 fs14 cl2 l488 t3850\" id=\"a15645\">de<div class=\"d0 w246\">\u00a0</div>febrero de<div class=\"d0 w247\">\u00a0</div>2025) pueda<div class=\"d0 w418\">\u00a0</div>percibir las<div class=\"d0 w474\">\u00a0</div>acciones que<div class=\"d0 w49\">\u00a0</div>se iban<div class=\"d0 w391\">\u00a0</div>a liquidar<div class=\"d0 w173\">\u00a0</div>a su<div class=\"d0 w367\">\u00a0</div>favor en<div class=\"d0 w539\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l488 t1722\" id=\"a15648\">ejercicio 2025, por<div class=\"d0 w394\">\u00a0</div>el cumplimiento de<div class=\"d0 w49\">\u00a0</div>los objetivos correspondientes<div class=\"d0 w33\">\u00a0</div>al segundo tercio </div><div class=\"po0 fs14 cl2 l488 t266\" id=\"a15649\">del ejercicio 2023. </div><div class=\"po0 fs14 cl2 l2349 t3851\" id=\"a15652\">iii.</div><div class=\"po0 fs14 cl2 l488 t3851\" id=\"a15653\"><div class=\"d0 w613\">\u00a0</div>Cumplimiento objetivos ejercicios 2024 y 2025:<div class=\"d0 w978\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3852\" id=\"a15657\">De cumplirse alguno de los objetivos previstos en<div class=\"d0 w299\">\u00a0</div>los ejercicios 2024 y 2025, las acciones </div><div class=\"po0 fs14 cl2 l488 t3853\" id=\"a15658\">se entregar\u00e1n<div class=\"d0 w484\">\u00a0</div>a los<div class=\"d0 w110\">\u00a0</div>beneficiarios en<div class=\"d0 w18\">\u00a0</div>tres tercios,<div class=\"d0 w47\">\u00a0</div>en los<div class=\"d0 w264\">\u00a0</div>a\u00f1os 2025,<div class=\"d0 w59\">\u00a0</div>2026, 2027 y<div class=\"d0 w485\">\u00a0</div>2028, de </div><div class=\"po0 fs14 cl2 l2350 t967\" id=\"a15659\">acuerdo con lo establecido anteriormente.</div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2911\"><div class=\"po0 fs14 cl2 l488 t3810\" id=\"a15662\">Se<div class=\"d0 w507\">\u00a0</div>hace<div class=\"d0 w294\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w382\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>propuesta<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t3854\" id=\"a15663\">Nombramientos, Retribuciones y Gobierno Corporativo (CNRGC), ha acordado que D. </div><div class=\"po0 fs14 cl2 l488 t3855\" id=\"a15664\">Carlos N\u00fa\u00f1ez<div class=\"d0 w60\">\u00a0</div>(consejero de<div class=\"d0 w39\">\u00a0</div>PRISA y<div class=\"d0 w295\">\u00a0</div>Presidente Ejecutivo de<div class=\"d0 w111\">\u00a0</div>PRISA Media<div class=\"d0 w55\">\u00a0</div>hasta el<div class=\"d0 w234\">\u00a0</div>26 </div><div class=\"po0 fs14 cl2 l488 t3856\" id=\"a15665\">de<div class=\"d0 w246\">\u00a0</div>febrero de<div class=\"d0 w247\">\u00a0</div>2025) pueda<div class=\"d0 w418\">\u00a0</div>percibir las<div class=\"d0 w474\">\u00a0</div>acciones que<div class=\"d0 w49\">\u00a0</div>se iban<div class=\"d0 w391\">\u00a0</div>a liquidar<div class=\"d0 w173\">\u00a0</div>a su<div class=\"d0 w367\">\u00a0</div>favor en<div class=\"d0 w539\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l488 t3857\" id=\"a15668\">ejercicio 2025, por<div class=\"d0 w532\">\u00a0</div>el cumplimiento de<div class=\"d0 w326\">\u00a0</div>los objetivos correspondientes<div class=\"d0 w584\">\u00a0</div>al primer tercio<div class=\"d0 w558\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l2350 t1327\" id=\"a15669\">ejercicio 2024.</div></div></div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2917\"></div></div><div class=\"po1 w198 h299 lh0\" id=\"TextBlockContainer2920\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w1257 po0 h12 l1121 t3864 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2353 t3864 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1914 t3865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1173 t3865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l518 t3865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2351 t3865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1552 t3865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2353 t3865 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t3866 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1173 t3866 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l518 t3866 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2351 t3866 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1552 t3866 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2353 t3866 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t1827 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1173 t1827 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l518 t1827 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2351 t1827 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1552 t1827 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2353 t1827 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1173 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l518 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2351 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1552 t1829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2353 t1829 bgc0\">\u00a0</div>\n<div class=\"w1259 po0 h143 l1915 t3867 bgc3\">\u00a0</div>\n<div class=\"w1260 po0 h37 l1917 t3868 bgc3\">\u00a0</div>\n<div class=\"w983 po0 h143 l1760 t3867 bgc3\">\u00a0</div>\n<div class=\"w1261 po0 h37 l1766 t3868 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h143 l519 t3867 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h37 l535 t3868 bgc3\">\u00a0</div>\n<div class=\"w1257 po0 h143 l2352 t3867 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h37 l2354 t3868 bgc3\">\u00a0</div>\n<div class=\"w1257 po0 h143 l1121 t3867 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h37 l2355 t3868 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3869 bgc0\">\u00a0</div>\n<div class=\"w1262 po0 h12 l1915 t3869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1173 t3869 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1174 t3869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t3869 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l519 t3869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2351 t3869 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l2352 t3869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1552 t3869 bgc0\">\u00a0</div>\n<div class=\"w1257 po0 h12 l1121 t3869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2353 t3869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1914 t3867 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3870 bgc0\">\u00a0</div>\n<div class=\"w1262 po0 h12 l1915 t3870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1173 t3867 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1173 t3870 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1174 t3870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l518 t3867 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t3870 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l519 t3870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2351 t3867 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2351 t3870 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l2352 t3870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1552 t3867 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1552 t3870 bgc0\">\u00a0</div>\n<div class=\"w1257 po0 h12 l1121 t3870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2353 t3867 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2353 t3870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2353 t3870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1173 t3871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1173 t3871 bgc0\">\u00a0</div>\n<div class=\"w1256 po0 h12 l1174 t3871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2351 t3871 bgc0\">\u00a0</div>\n<div class=\"w982 po0 h12 l2352 t3871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2353 t3871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2353 t3871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1173 t3872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2351 t3872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2353 t3872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1173 t638 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1174 t638 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t638 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l519 t638 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2351 t638 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l2352 t638 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1552 t638 bgc0\">\u00a0</div>\n<div class=\"w1257 po0 h12 l1121 t638 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2353 t638 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1173 t3873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l518 t3873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2351 t3873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1552 t3873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2353 t3873 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3874 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3874 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1915 t3874 bgc0\">\u00a0</div>\n<div class=\"w1258 po0 h12 l1916 t3874 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1173 t3874 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1174 t3874 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t3874 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l519 t3874 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2351 t3874 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l2352 t3874 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1552 t3874 bgc0\">\u00a0</div>\n<div class=\"w1257 po0 h12 l1121 t3874 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2353 t3874 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1914 t3875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1173 t3875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l518 t3875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2351 t3875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1552 t3875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2353 t3875 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1914 t3876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1173 t3876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l518 t3876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2351 t3876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1552 t3876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2353 t3876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1914 t3877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1173 t3877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l518 t3877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2351 t3877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1552 t3877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2353 t3877 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1914 t2120 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1173 t2120 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l518 t2120 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2351 t2120 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1552 t2120 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2353 t2120 bgc0\">\u00a0</div>\n<div class=\"w1259 po0 h143 l1915 t3878 bgc3\">\u00a0</div>\n<div class=\"w1260 po0 h37 l1917 t1775 bgc3\">\u00a0</div>\n<div class=\"w983 po0 h143 l1760 t3878 bgc3\">\u00a0</div>\n<div class=\"w1261 po0 h37 l1766 t1775 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h143 l519 t3878 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h37 l535 t1775 bgc3\">\u00a0</div>\n<div class=\"w1257 po0 h143 l2352 t3878 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h37 l2354 t1775 bgc3\">\u00a0</div>\n<div class=\"w1257 po0 h143 l1121 t3878 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h37 l2355 t1775 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t3879 bgc0\">\u00a0</div>\n<div class=\"w1262 po0 h12 l1915 t3879 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1173 t3879 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1174 t3879 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t3879 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l519 t3879 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2351 t3879 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l2352 t3879 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1552 t3879 bgc0\">\u00a0</div>\n<div class=\"w1257 po0 h12 l1121 t3879 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2353 t3879 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1914 t3878 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t1644 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t1644 bgc0\">\u00a0</div>\n<div class=\"w1262 po0 h12 l1915 t1644 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1173 t3878 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1173 t1644 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l1174 t1644 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l518 t3878 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l518 t1644 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l519 t1644 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2351 t3878 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2351 t1644 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l2352 t1644 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1552 t3878 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1552 t1644 bgc0\">\u00a0</div>\n<div class=\"w1257 po0 h12 l1121 t1644 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2353 t3878 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2353 t1644 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2353 t1644 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2920\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a15682\">N\u00famero de empleados </div><div class=\"po0 fs14 cl2 l340 t859\" id=\"a15685\">El n\u00famero medio<div class=\"d0 w148\">\u00a0</div>de empleados<div class=\"d0 w516\">\u00a0</div>del Grupo, as\u00ed<div class=\"d0 w550\">\u00a0</div>como la<div class=\"d0 w85\">\u00a0</div>plantilla final<div class=\"d0 w353\">\u00a0</div>al 31 de<div class=\"d0 w558\">\u00a0</div>diciembre de<div class=\"d0 w299\">\u00a0</div>2024 </div><div class=\"po0 fs14 cl2 l340 t860\" id=\"a15686\">y 2023, distribuido por categor\u00edas profesionales, es el siguiente: </div><div class=\"po0 fs32 cl2 l2356 t3880\" id=\"a15690\">2024 </div><div class=\"po0 fs32 cl2 l2200 t3880\" id=\"a15692\">2023 </div><div class=\"po0 fs32 cl2 l2357 t3881\" id=\"a15694\">Medio </div><div class=\"po0 fs32 cl2 l2358 t3881\" id=\"a15696\">Final </div><div class=\"po0 fs32 cl2 l2359 t3881\" id=\"a15698\">Medio </div><div class=\"po0 fs32 cl2 l861 t3881\" id=\"a15700\">Final </div><div class=\"po0 fs32 cl2 l1921 t3882\" id=\"a15702\">Directivos </div><div class=\"po0 fs32 cl2 l931 t3882\" id=\"a15704\">277 </div><div class=\"po0 fs32 cl2 l2092 t3882\" id=\"a15706\">277 </div><div class=\"po0 fs32 cl2 l688 t3882\" id=\"a15708\">269 </div><div class=\"po0 fs32 cl2 l847 t3882\" id=\"a15710\">274 </div><div class=\"po0 fs32 cl2 l1921 t3883\" id=\"a15712\">Mandos intermedios </div><div class=\"po0 fs32 cl2 l931 t3883\" id=\"a15715\">938 </div><div class=\"po0 fs32 cl2 l2092 t3883\" id=\"a15717\">945 </div><div class=\"po0 fs32 cl2 l688 t3883\" id=\"a15719\">921 </div><div class=\"po0 fs32 cl2 l847 t3883\" id=\"a15721\">914 </div><div class=\"po0 fs32 cl2 l1921 t3884\" id=\"a15723\">Personal t\u00e9cnico </div><div class=\"po0 fs32 cl2 l868 t3884\" id=\"a15725\">4.731 </div><div class=\"po0 fs32 cl2 l771 t3884\" id=\"a15727\">4.832 </div><div class=\"po0 fs32 cl2 l1977 t3884\" id=\"a15729\">4.586 </div><div class=\"po0 fs32 cl2 l1925 t3884\" id=\"a15731\">4.677 </div><div class=\"po0 fs32 cl2 l1921 t3885\" id=\"a15733\">Otros empleados </div><div class=\"po0 fs32 cl2 l868 t3885\" id=\"a15735\">1.269 </div><div class=\"po0 fs32 cl2 l771 t3885\" id=\"a15737\">1.241 </div><div class=\"po0 fs32 cl2 l1977 t3885\" id=\"a15739\">1.390 </div><div class=\"po0 fs32 cl2 l1925 t3885\" id=\"a15741\">1.287 </div><div class=\"po0 fs15 cl2 l1921 t3886\" id=\"a15743\">Total </div><div class=\"po0 fs15 cl2 l868 t3886\" id=\"a15745\">7.215 </div><div class=\"po0 fs15 cl2 l771 t3886\" id=\"a15747\">7.295 </div><div class=\"po0 fs15 cl2 l1977 t3886\" id=\"a15749\">7.166 </div><div class=\"po0 fs15 cl2 l1925 t3886\" id=\"a15751\">7.152 </div><div class=\"po0 fs14 cl2 l340 t3887\" id=\"a15755\">El desglose de la plantilla media por sexo es el siguiente: </div><div class=\"po0 fs32 cl2 l2356 t3888\" id=\"a15759\">2024 </div><div class=\"po0 fs32 cl2 l2200 t3888\" id=\"a15761\">2023 </div><div class=\"po0 fs32 cl2 l640 t3889\" id=\"a15763\">Mujeres </div><div class=\"po0 fs32 cl2 l2360 t3889\" id=\"a15765\">Hombres </div><div class=\"po0 fs32 cl2 l929 t3889\" id=\"a15767\">Mujeres </div><div class=\"po0 fs32 cl2 l2361 t3889\" id=\"a15769\">Hombres </div><div class=\"po0 fs32 cl2 l1921 t3890\" id=\"a15771\">Directivos </div><div class=\"po0 fs32 cl2 l931 t3890\" id=\"a15773\">104 </div><div class=\"po0 fs32 cl2 l2092 t3890\" id=\"a15775\">173 </div><div class=\"po0 fs32 cl2 l688 t3890\" id=\"a15777\">101 </div><div class=\"po0 fs32 cl2 l847 t3890\" id=\"a15779\">168 </div><div class=\"po0 fs32 cl2 l1921 t3891\" id=\"a15781\">Mandos intermedios </div><div class=\"po0 fs32 cl2 l931 t3891\" id=\"a15783\">405 </div><div class=\"po0 fs32 cl2 l2092 t3891\" id=\"a15785\">533 </div><div class=\"po0 fs32 cl2 l688 t3891\" id=\"a15787\">396 </div><div class=\"po0 fs32 cl2 l847 t3891\" id=\"a15789\">525 </div><div class=\"po0 fs32 cl2 l1921 t3892\" id=\"a15791\">Personal t\u00e9cnico </div><div class=\"po0 fs32 cl2 l868 t3892\" id=\"a15793\">2.355 </div><div class=\"po0 fs32 cl2 l771 t3892\" id=\"a15795\">2.376 </div><div class=\"po0 fs32 cl2 l1977 t3892\" id=\"a15797\">2.316 </div><div class=\"po0 fs32 cl2 l1925 t3892\" id=\"a15799\">2.270 </div><div class=\"po0 fs32 cl2 l1921 t3893\" id=\"a15801\">Otros empleados </div><div class=\"po0 fs32 cl2 l931 t3893\" id=\"a15803\">636 </div><div class=\"po0 fs32 cl2 l2092 t3893\" id=\"a15805\">633 </div><div class=\"po0 fs32 cl2 l688 t3893\" id=\"a15807\">666 </div><div class=\"po0 fs32 cl2 l847 t3893\" id=\"a15809\">724 </div><div class=\"po0 fs15 cl2 l1921 t3894\" id=\"a15811\">Total </div><div class=\"po0 fs15 cl2 l868 t3894\" id=\"a15813\">3.500 </div><div class=\"po0 fs15 cl2 l771 t3894\" id=\"a15815\">3.715 </div><div class=\"po0 fs15 cl2 l1977 t3894\" id=\"a15817\">3.479 </div><div class=\"po0 fs15 cl2 l1925 t3894\" id=\"a15819\">3.687 </div><div class=\"po0 fs14 cl2 l340 t3895\" id=\"a15823\">El desglose de la plantilla final por sexo es el siguiente: </div><div class=\"po0 fs32 cl2 l2356 t3896\" id=\"a15827\">2024 </div><div class=\"po0 fs32 cl2 l2200 t3896\" id=\"a15829\">2023 </div><div class=\"po0 fs32 cl2 l640 t3897\" id=\"a15831\">Mujeres </div><div class=\"po0 fs32 cl2 l2360 t3897\" id=\"a15833\">Hombres </div><div class=\"po0 fs32 cl2 l929 t3897\" id=\"a15835\">Mujeres </div><div class=\"po0 fs32 cl2 l2361 t3897\" id=\"a15837\">Hombres </div><div class=\"po0 fs32 cl2 l1921 t3898\" id=\"a15839\">Directivos </div><div class=\"po0 fs32 cl2 l931 t3898\" id=\"a15841\">105 </div><div class=\"po0 fs32 cl2 l2092 t3898\" id=\"a15843\">172 </div><div class=\"po0 fs32 cl2 l688 t3898\" id=\"a15845\">102 </div><div class=\"po0 fs32 cl2 l847 t3898\" id=\"a15847\">172 </div><div class=\"po0 fs32 cl2 l1921 t3899\" id=\"a15849\">Mandos intermedios </div><div class=\"po0 fs32 cl2 l931 t3899\" id=\"a15851\">409 </div><div class=\"po0 fs32 cl2 l2092 t3899\" id=\"a15853\">536 </div><div class=\"po0 fs32 cl2 l688 t3899\" id=\"a15855\">395 </div><div class=\"po0 fs32 cl2 l847 t3899\" id=\"a15857\">519 </div><div class=\"po0 fs32 cl2 l1921 t3900\" id=\"a15859\">Personal t\u00e9cnico </div><div class=\"po0 fs32 cl2 l868 t3900\" id=\"a15861\">2.395 </div><div class=\"po0 fs32 cl2 l771 t3900\" id=\"a15863\">2.437 </div><div class=\"po0 fs32 cl2 l1977 t3900\" id=\"a15865\">2.347 </div><div class=\"po0 fs32 cl2 l1925 t3900\" id=\"a15867\">2.330 </div><div class=\"po0 fs32 cl2 l1921 t3901\" id=\"a15869\">Otros empleados </div><div class=\"po0 fs32 cl2 l931 t3901\" id=\"a15871\">619 </div><div class=\"po0 fs32 cl2 l2092 t3901\" id=\"a15873\">622 </div><div class=\"po0 fs32 cl2 l688 t3901\" id=\"a15875\">612 </div><div class=\"po0 fs32 cl2 l847 t3901\" id=\"a15877\">675 </div><div class=\"po0 fs15 cl2 l1921 t1815\" id=\"a15879\">Total </div><div class=\"po0 fs15 cl2 l868 t1815\" id=\"a15881\">3.528 </div><div class=\"po0 fs15 cl2 l771 t1815\" id=\"a15883\">3.767 </div><div class=\"po0 fs15 cl2 l1977 t1815\" id=\"a15885\">3.456 </div><div class=\"po0 fs15 cl2 l1925 t1815\" id=\"a15887\">3.696 </div><div class=\"po0 fs14 cl2 l340 t3902\" id=\"a15891\">Durante el ejercicio 2024<div class=\"d0 w171\">\u00a0</div>el n\u00famero medio de<div class=\"d0 w23\">\u00a0</div>empleados con una discapacidad mayor<div class=\"d0 w236\">\u00a0</div>o igual </div><div class=\"po0 fs14 cl2 l341 t3903\" id=\"a15894\">al 33% fue de 33 (28 durante el ejercicio 2023).</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInformationAboutEmployeesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_361": {
   "value": "<div class=\"po1 w1196 h123 lh0\" id=\"TextBlockContainer2840\"><div class=\"po1 w1196 z0\" id=\"TextContainer2840\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a15130\">Gastos de personal </div></div><div class=\"po0 l342 t1089 f0\" id=\"div_2834_XBRL_TS_c01875cdfa89459da6b3db47746287c5\"><div class=\"po1 w1196 h286 lh0\" id=\"TextBlockContainer2838\"><div class=\"po0 l342 t756 f0\" id=\"div_2835_XBRL_TS_5b9993dd99f547f19439144404493067\"><div class=\"po1 w1196 h286 lh0\" id=\"TextBlockContainer2836\"><div class=\"w89 po0 h12 l1131 t1286 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t1286 bgc0\">\u00a0</div>\n<div class=\"w910 po0 h12 l2250 t1286 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t1286 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t1286 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1131 t3404 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2252 t3404 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t3675 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2250 t3675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2034 t3675 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2251 t3675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t3675 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1131 t3676 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2034 t3676 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2252 t3676 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2189 t3677 bgc0\">\u00a0</div>\n<div class=\"w1197 po0 h12 l2190 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t3677 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2250 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2034 t3677 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2251 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t3677 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l330 t2839 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1131 t2839 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2034 t2839 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2252 t2839 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l330 t3678 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l1131 t3678 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2034 t3678 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2252 t3678 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l330 t951 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1131 t951 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2034 t951 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2252 t951 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l330 t1818 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1131 t1818 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2034 t1818 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2252 t1818 bgc0\">\u00a0</div>\n<div class=\"w1198 po0 h37 l2253 t3679 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h37 l2254 t3679 bgc3\">\u00a0</div>\n<div class=\"w918 po0 h37 l2255 t3679 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l330 t3161 bgc0\">\u00a0</div>\n<div class=\"w1195 po0 h12 l2189 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1131 t3161 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2250 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2034 t3161 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2251 t3161 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2252 t3161 bgc0\">\u00a0</div>\n<div class=\"po1 w1196 z0\" id=\"TextContainer2836\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a15132\">La composici\u00f3n de los gastos de personal es la siguiente: </div><div class=\"po0 fs32 cl2 l2243 t3680\" id=\"a15136\">Miles de euros </div><div class=\"po0 fs32 cl2 l2103 t3681\" id=\"a15139\">2024 </div><div class=\"po0 fs32 cl2 l2056 t3681\" id=\"a15141\">2023 </div><div class=\"po0 fs32 cl2 l2256 t3682\" id=\"a15143\">Sueldos y salarios </div><div class=\"po0 fs32 cl2 l753 t3682\" id=\"a15145\">248.793 </div><div class=\"po0 fs32 cl2 l2257 t3682\" id=\"a15147\">243.955 </div><div class=\"po0 fs32 cl2 l2256 t3683\" id=\"a15149\">Cargas sociales </div><div class=\"po0 fs32 cl2 l2258 t3683\" id=\"a15151\">53.478 </div><div class=\"po0 fs32 cl2 l2259 t3683\" id=\"a15153\">51.363 </div><div class=\"po0 fs32 cl2 l2256 t3684\" id=\"a15155\">Indemnizaciones </div><div class=\"po0 fs32 cl2 l2260 t3684\" id=\"a15157\">5.682 </div><div class=\"po0 fs32 cl2 l1958 t3684\" id=\"a15159\">8.262 </div><div class=\"po0 fs32 cl2 l2256 t3685\" id=\"a15161\">Otros gastos sociales </div><div class=\"po0 fs32 cl2 l2258 t3685\" id=\"a15163\">16.006 </div><div class=\"po0 fs32 cl2 l2259 t3685\" id=\"a15165\">16.131 </div><div class=\"po0 fs15 cl2 l2256 t3686\" id=\"a15167\">Total </div><div class=\"po0 fs15 cl2 l753 t3686\" id=\"a15169\">323.959 </div><div class=\"po0 fs15 cl2 l2261 t3687\" id=\"a15171\">319.711</div></div></div></div></div></div></div><div class=\"po1 w681 h287 lh0\" id=\"TextBlockContainer2851\"><div class=\"po1 w681 z0\" id=\"TextContainer2851\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a15192\">A 31<div class=\"d0 w343\">\u00a0</div>de diciembre<div class=\"d0 w246\">\u00a0</div>de 2024<div class=\"d0 w395\">\u00a0</div>se encontraban<div class=\"d0 w129\">\u00a0</div>en vigor<div class=\"d0 w129\">\u00a0</div>los siguientes<div class=\"d0 w366\">\u00a0</div>planes que<div class=\"d0 w32\">\u00a0</div>est\u00e1n<div class=\"d0 w1200\">\u00a0</div>ligados<div class=\"d0 w1077\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l451 t757\" id=\"a15206\">cumplimiento de objetivos cuantitativos financieros,<div class=\"d0 w50\">\u00a0</div>en los ejercicios 2022,<div class=\"d0 w63\">\u00a0</div>2023, 2024 y 2025<div class=\"d0 w57\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l451 t758\" id=\"a15209\">son<div class=\"d0 w59\">\u00a0</div>pagaderos<div class=\"d0 w58\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>acciones<div class=\"d0 w395\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>PRISA.<div class=\"d0 w34\">\u00a0</div>De<div class=\"d0 w286\">\u00a0</div>cumplirse<div class=\"d0 w32\">\u00a0</div>alguno<div class=\"d0 w9\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>objetivos previstos<div class=\"d0 w531\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l451 t1009\" id=\"a15211\">citados ejercicios, se entregar\u00e1n las acciones a los beneficiarios en tres tercios, en los a\u00f1os 2024, </div><div class=\"po0 fs14 cl2 l451 t818\" id=\"a15212\">2025, 2026, 2027 y 2028, de acuerdo con lo establecido. Son los siguientes: </div><div class=\"po0 fs14 cl2 l2262 t820\" id=\"a15217\">i.</div><div class=\"po0 fs14 cl2 l2155 t820\" id=\"a15218\"><div class=\"d0 w613\">\u00a0</div>Plan de<div class=\"d0 w484\">\u00a0</div>incentivos 2022-2025 de<div class=\"d0 w229\">\u00a0</div>la CFO<div class=\"d0 w56\">\u00a0</div>de PRISA<div class=\"d0 w48\">\u00a0</div>(consejera ejecutiva<div class=\"d0 w24\">\u00a0</div>de PRISA)<div class=\"d0 w32\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l2263 t406\" id=\"a15222\">v\u00e9ase </div><div class=\"po0 fs26 cl2 l2155 t3691\" id=\"a15223\">nota 21</div><div class=\"po0 fs14 cl2 l2264 t821\" id=\"a15224\">). </div><div class=\"po0 fs14 cl2 l873 t3692\" id=\"a15227\">ii.</div><div class=\"po0 fs14 cl2 l2155 t3692\" id=\"a15228\"><div class=\"d0 w613\">\u00a0</div>Plan de<div class=\"d0 w48\">\u00a0</div>incentivos 2022-2025 del<div class=\"d0 w201\">\u00a0</div>Presidente Ejecutivo<div class=\"d0 w39\">\u00a0</div>de Santillana (consejero<div class=\"d0 w201\">\u00a0</div>ejecutivo </div><div class=\"po0 fs14 cl2 l2155 t3693\" id=\"a15232\">de PRISA) (</div><div class=\"po0 fs26 cl2 l2265 t2686\" id=\"a15233\">v\u00e9ase nota 21</div><div class=\"po0 fs14 cl2 ls11 l1058 t3693\" id=\"a15234\">). </div><div class=\"po0 fs14 cl2 l466 t961\" id=\"a15237\">iii.</div><div class=\"po0 fs14 cl2 l2155 t961\" id=\"a15239\"><div class=\"d0 w613\">\u00a0</div>Plan<div class=\"d0 w749\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>incentivos<div class=\"d0 w430\">\u00a0</div>2022-2025<div class=\"d0 w534\">\u00a0</div>del<div class=\"d0 w197\">\u00a0</div>Presidente<div class=\"d0 w159\">\u00a0</div>Ejecutivo<div class=\"d0 w197\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>PRISA<div class=\"d0 w749\">\u00a0</div>Media<div class=\"d0 w347\">\u00a0</div>(consejero </div><div class=\"po0 fs14 cl2 l2155 t962\" id=\"a15243\">ejecutivo de PRISA). Se hace constar<div class=\"d0 w299\">\u00a0</div>que el 26 de febrero de<div class=\"d0 w113\">\u00a0</div>2025 el consejero ejecutivo D. </div><div class=\"po0 fs14 cl2 l2155 t963\" id=\"a15244\">Carlos N\u00fa\u00f1ez ha cesado como<div class=\"d0 w557\">\u00a0</div>consejero de PRISA y como<div class=\"d0 w266\">\u00a0</div>Presidente Ejecutivo de PRISA </div><div class=\"po0 fs14 cl2 l2155 t3694\" id=\"a15246\">Media (</div><div class=\"po0 fs26 cl2 l2266 t3695\" id=\"a15247\">v\u00e9ase nota 21</div><div class=\"po0 fs14 cl2 l2267 t3694\" id=\"a15248\">). </div><div class=\"po0 fs14 cl2 l383 t3696\" id=\"a15251\">iv.</div><div class=\"po0 fs14 cl2 l2155 t3696\" id=\"a15252\"><div class=\"d0 w613\">\u00a0</div>Plan<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>incentivos<div class=\"d0 w59\">\u00a0</div>2022-2025<div class=\"d0 w167\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Equipo<div class=\"d0 w236\">\u00a0</div>Directivo<div class=\"d0 w333\">\u00a0</div>(PRISA<div class=\"d0 w56\">\u00a0</div>Media,<div class=\"d0 w175\">\u00a0</div>Santillana<div class=\"d0 w39\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>PRISA </div><div class=\"po0 fs14 cl2 l2155 t3697\" id=\"a15256\">Corporativo): </div><div class=\"po0 fs14 cl2 l488 t3698\" id=\"a15259\">El Consejo de<div class=\"d0 w368\">\u00a0</div>Administraci\u00f3n de PRISA en<div class=\"d0 w57\">\u00a0</div>su reuni\u00f3n celebrada<div class=\"d0 w22\">\u00a0</div>el 26 de<div class=\"d0 w48\">\u00a0</div>abril de 2022 </div><div class=\"po0 fs14 cl2 l488 t3699\" id=\"a15260\">aprob\u00f3 un<div class=\"d0 w110\">\u00a0</div>plan de<div class=\"d0 w239\">\u00a0</div>incentivos a medio<div class=\"d0 w286\">\u00a0</div>plazo, del que<div class=\"d0 w248\">\u00a0</div>son beneficiarios<div class=\"d0 w418\">\u00a0</div>un colectivo<div class=\"d0 w32\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t3700\" id=\"a15262\">directivos de PRISA Media,<div class=\"d0 w234\">\u00a0</div>Santillana y PRISA Corporativo. A<div class=\"d0 w228\">\u00a0</div>cierre del ejercicio 2024 </div><div class=\"po0 fs14 cl2 l488 t3701\" id=\"a15263\">ning\u00fan miembro del colectivo de la alta direcci\u00f3n es beneficiario<div class=\"d0 w479\">\u00a0</div>de este Plan. </div><div class=\"po0 fs14 cl2 l488 t3702\" id=\"a15266\">El Plan est\u00e1 ligado al cumplimiento<div class=\"d0 w558\">\u00a0</div>de los siguientes objetivos cuantitativos<div class=\"d0 w557\">\u00a0</div>financieros, </div><div class=\"po0 fs14 cl2 l488 t3703\" id=\"a15267\">en los ejercicios 2022, 2023, 2024 y 2025: i) en el caso de PRISA Media los objetivos<div class=\"d0 w328\">\u00a0</div>est\u00e1n </div><div class=\"po0 fs14 cl2 l488 t3704\" id=\"a15268\">vinculados al<div class=\"d0 w18\">\u00a0</div>EBITDA, Cash Flow<div class=\"d0 w33\">\u00a0</div>e ingresos digitales<div class=\"d0 w55\">\u00a0</div>de su presupuesto;<div class=\"d0 w63\">\u00a0</div>ii) en<div class=\"d0 w22\">\u00a0</div>el caso </div><div class=\"po0 fs14 cl2 l488 t3705\" id=\"a15270\">de Santillana est\u00e1n vinculados al EBIT y al<div class=\"d0 w488\">\u00a0</div>Cash Flow de su presupuesto y iii)<div class=\"d0 w251\">\u00a0</div>en el caso </div><div class=\"po0 fs14 cl2 l488 t3706\" id=\"a15271\">de<div class=\"d0 w207\">\u00a0</div>PRISA<div class=\"d0 w491\">\u00a0</div>Corporativo<div class=\"d0 w496\">\u00a0</div>est\u00e1n<div class=\"d0 w611\">\u00a0</div>ligados<div class=\"d0 w648\">\u00a0</div>al<div class=\"d0 w272\">\u00a0</div>Cash<div class=\"d0 w504\">\u00a0</div>Flow<div class=\"d0 w841\">\u00a0</div>ajustado<div class=\"d0 w1024\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>Grupo<div class=\"d0 w435\">\u00a0</div>Prisa<div class=\"d0 w495\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l488 t3707\" id=\"a15272\">presupuesto. </div><div class=\"po0 fs14 cl2 l488 t3708\" id=\"a15275\">A cada uno<div class=\"d0 w21\">\u00a0</div>de los referidos colectivos de directivos<div class=\"d0 w34\">\u00a0</div>de PRISA Media y<div class=\"d0 w20\">\u00a0</div>de Santillana se </div><div class=\"po0 fs14 cl2 l488 t3257\" id=\"a15276\">les ha asignado un<div class=\"d0 w38\">\u00a0</div>n\u00famero de acciones te\u00f3ricas<div class=\"d0 w47\">\u00a0</div>equivalentes a un total de<div class=\"d0 w57\">\u00a0</div>700 miles de </div><div class=\"po0 fs14 cl2 l488 t3709\" id=\"a15277\">euros brutos por cada a\u00f1o<div class=\"d0 w478\">\u00a0</div>de duraci\u00f3n del Plan,<div class=\"d0 w141\">\u00a0</div>y al colectivo<div class=\"d0 w266\">\u00a0</div>de beneficiarios de PRISA </div><div class=\"po0 fs14 cl2 l488 t3710\" id=\"a15280\">Corporativo se les ha asignado un n\u00famero de acciones<div class=\"d0 w140\">\u00a0</div>te\u00f3ricas equivalentes a 125 miles </div><div class=\"po0 fs14 cl2 l488 t3711\" id=\"a15281\">de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>brutos<div class=\"d0 w228\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>cada<div class=\"d0 w175\">\u00a0</div>a\u00f1o<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>duraci\u00f3n<div class=\"d0 w248\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Plan,<div class=\"d0 w173\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>servir\u00e1n<div class=\"d0 w421\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>referencia<div class=\"d0 w418\">\u00a0</div>para </div><div class=\"po0 fs14 cl2 l488 t3712\" id=\"a15282\">determinar el n\u00famero final de<div class=\"d0 w30\">\u00a0</div>acciones a entregar. Los<div class=\"d0 w246\">\u00a0</div>c\u00e1lculos de las acciones te\u00f3ricas </div><div class=\"po0 fs14 cl2 l488 t3713\" id=\"a15285\">se han realizado considerando<div class=\"d0 w634\">\u00a0</div>el valor burs\u00e1til<div class=\"d0 w140\">\u00a0</div>promedio de la<div class=\"d0 w402\">\u00a0</div>acci\u00f3n de PRISA durante </div><div class=\"po0 fs14 cl2 l488 t3714\" id=\"a15286\">el \u00faltimo trimestre de 2021.<div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3715\" id=\"a15289\">En<div class=\"d0 w588\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>ejercicio<div class=\"d0 w243\">\u00a0</div>2024<div class=\"d0 w156\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>ha<div class=\"d0 w444\">\u00a0</div>registrado<div class=\"d0 w513\">\u00a0</div>un<div class=\"d0 w408\">\u00a0</div>gasto<div class=\"d0 w636\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>646<div class=\"d0 w194\">\u00a0</div>miles<div class=\"d0 w260\">\u00a0</div>euros<div class=\"d0 w68\">\u00a0</div>por<div class=\"d0 w749\">\u00a0</div>este<div class=\"d0 w445\">\u00a0</div>Plan </div><div class=\"po0 fs14 cl2 l488 t3716\" id=\"a15290\">(considerando el grado de consecuci\u00f3n de los objetivos correspondientes<div class=\"d0 w299\">\u00a0</div>a los ejercicios </div></div></div><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2873\"><div class=\"po0 l342 t756 f0\" id=\"div_2870_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646_1\"><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2871\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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class=\"w89 po0 h291 l2279 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2280 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2281 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3730 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2269 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l954 t3730 bgc0\">\u00a0</div>\n<div class=\"w1206 po0 h12 l2272 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l968 t3730 bgc0\">\u00a0</div>\n<div class=\"w1208 po0 h12 l2274 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2279 t3730 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2276 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2280 t3730 bgc0\">\u00a0</div>\n<div class=\"w1212 po0 h12 l2277 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2270 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3732 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2269 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l954 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l954 t3732 bgc0\">\u00a0</div>\n<div class=\"w1206 po0 h12 l2272 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l968 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l968 t3732 bgc0\">\u00a0</div>\n<div class=\"w1208 po0 h12 l2274 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2279 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2279 t3732 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2276 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2280 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2280 t3732 bgc0\">\u00a0</div>\n<div class=\"w1212 po0 h12 l2277 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2281 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3732 bgc0\">\u00a0</div>\n<div class=\"po1 w1226 z0\" id=\"TextContainer2871\"><div class=\"po0 fs14 cl2 l488 t756\" id=\"a15300\">2024, 2023 y 2022 y<div class=\"d0 w326\">\u00a0</div>valorando las acciones<div class=\"d0 w532\">\u00a0</div>al precio de cotizaci\u00f3n<div class=\"d0 w410\">\u00a0</div>de PRISA en las<div class=\"d0 w126\">\u00a0</div>fechas </div><div class=\"po0 fs14 cl2 l488 t816\" id=\"a15301\">de medici\u00f3n). </div><div class=\"po0 fs14 cl2 l1948 t817\" id=\"a15304\">Cumplimiento objetivos IMPs:<div class=\"d0 w754\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1948 t3733\" id=\"a15307\">El<div class=\"d0 w398\">\u00a0</div>cumplimiento<div class=\"d0 w416\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>objetivos<div class=\"d0 w715\">\u00a0</div>correspondientes<div class=\"d0 w492\">\u00a0</div>a<div class=\"d0 w210\">\u00a0</div>cada<div class=\"d0 w398\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>verifica<div class=\"d0 w900\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>vez </div><div class=\"po0 fs14 cl2 l1948 t3734\" id=\"a15308\">finalizado el ejercicio correspondiente, tras la formulaci\u00f3n de las cuentas anuales relativas a </div><div class=\"po0 fs14 cl2 l1948 t3735\" id=\"a15309\">dicho ejercicio. El incentivo que resulte para cada ejercicio se pagar\u00e1 en tres tercios, durante </div><div class=\"po0 fs14 cl2 l1948 t3736\" id=\"a15311\">los tres ejercicios siguientes, en la fecha que determine el Consejo de Administraci\u00f3n dentro </div><div class=\"po0 fs14 cl2 l1948 t3737\" id=\"a15312\">de<div class=\"d0 w671\">\u00a0</div>los<div class=\"d0 w665\">\u00a0</div>60<div class=\"d0 w863\">\u00a0</div>d\u00edas<div class=\"d0 w668\">\u00a0</div>naturales<div class=\"d0 w321\">\u00a0</div>siguientes<div class=\"d0 w1090\">\u00a0</div>a<div class=\"d0 w665\">\u00a0</div>la<div class=\"d0 w860\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w1214\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>las<div class=\"d0 w859\">\u00a0</div>cuentas<div class=\"d0 w1215\">\u00a0</div>del<div class=\"d0 w771\">\u00a0</div>ejercicio </div><div class=\"po0 fs14 cl2 l1948 t3738\" id=\"a15313\">inmediatamente anterior.<div class=\"d0 w1162\">\u00a0</div></div><div class=\"po0 fs14 cl2 l2156 t3739\" id=\"a15316\">i.</div><div class=\"po0 fs14 cl2 l488 t3739\" id=\"a15317\"><div class=\"d0 w613\">\u00a0</div>Cumplimiento objetivos ejercicio 2022: </div><div class=\"po0 fs14 cl2 l2155 t3355\" id=\"a15321\">En 2023 el Consejo de Administraci\u00f3n<div class=\"d0 w299\">\u00a0</div>de PRISA verific\u00f3 el cumplimiento de los<div class=\"d0 w392\">\u00a0</div>objetivos </div><div class=\"po0 fs14 cl2 l2155 t1922\" id=\"a15323\">correspondientes<div class=\"d0 w225\">\u00a0</div>al<div class=\"d0 w162\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2022<div class=\"d0 w291\">\u00a0</div>y,<div class=\"d0 w586\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>propuesta<div class=\"d0 w224\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>Nombramientos, </div><div class=\"po0 fs14 cl2 l2155 t3356\" id=\"a15324\">Retribuciones y Gobierno Corporativo (\u201cCNRGC\u201d), determin\u00f3<div class=\"d0 w561\">\u00a0</div>el incentivo resultante del </div><div class=\"po0 fs14 cl2 l2155 t3357\" id=\"a15325\">ejercicio<div class=\"d0 w168\">\u00a0</div>2022<div class=\"d0 w275\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>consiguiente<div class=\"d0 w492\">\u00a0</div>n\u00famero<div class=\"d0 w720\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>entregar<div class=\"d0 w493\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>cada<div class=\"d0 w336\">\u00a0</div>uno<div class=\"d0 w487\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l2155 t3358\" id=\"a15327\">beneficiarios, de acuerdo con el siguiente detalle: </div><div class=\"po0 fs15 cl2 l902 t3740\" id=\"a15330\">Cumplimiento objetivos<div class=\"d0 w696\">\u00a0</div>ejercicio 2022 </div><div class=\"po0 fs15 cl2 l2283 t3741\" id=\"a15333\">N\u00aa<div class=\"d0 w477\">\u00a0</div>total<div class=\"d0 w485\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2283 t3742\" id=\"a15334\">brutas<div class=\"d0 w282\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>entregar<div class=\"d0 w60\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2283 t3743\" id=\"a15335\">(cumplimiento </div><div class=\"po0 fs15 cl2 l2283 t3744\" id=\"a15336\">incentivo </div><div class=\"po0 fs15 cl2 l2283 t3745\" id=\"a15337\">ejercicio 2022) </div><div class=\"po0 fs15 cl2 l1823 t3741\" id=\"a15339\">N\u00ba<div class=\"d0 w1216\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l1823 t3742\" id=\"a15340\">brutas<div class=\"d0 w168\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>liquidar<div class=\"d0 w361\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1823 t3743\" id=\"a15341\">en 2023 (1/3)<div class=\"d0 w423\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2284 t3741\" id=\"a15343\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2284 t3742\" id=\"a15344\">brutas<div class=\"d0 w1218\">\u00a0</div>a </div><div class=\"po0 fs15 cl2 l2284 t3743\" id=\"a15345\">liquidar en 2024 </div><div class=\"po0 fs15 cl2 l2284 t3744\" id=\"a15346\">(2/3)<div class=\"d0 w1219\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2285 t3741\" id=\"a15350\">N\u00ba<div class=\"d0 w1220\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2285 t3742\" id=\"a15351\">brutas<div class=\"d0 w1221\">\u00a0</div>a </div><div class=\"po0 fs15 cl2 l2285 t3743\" id=\"a15352\">liquidar<div class=\"d0 w1222\">\u00a0</div>en<div class=\"d0 w245\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2285 t3744\" id=\"a15353\">2025 (3/3)<div class=\"d0 w341\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1191 t3746\" id=\"a15357\">CFO PRISA </div><div class=\"po0 fs15 cl2 l1860 t3746\" id=\"a15359\">748.031 </div><div class=\"po0 fs32 cl2 l2286 t3747\" id=\"a15361\">249.344 </div><div class=\"po0 fs32 cl2 l2287 t3747\" id=\"a15363\">249.344 </div><div class=\"po0 fs32 cl2 l2288 t3747\" id=\"a15365\">249.343 </div><div class=\"po0 fs15 cl2 l1191 t3748\" id=\"a15367\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1860 t3748\" id=\"a15369\">339.538 </div><div class=\"po0 fs32 cl2 l2286 t3749\" id=\"a15371\">113.179 </div><div class=\"po0 fs32 cl2 l2287 t3749\" id=\"a15373\">113.179 </div><div class=\"po0 fs32 cl2 l2288 t3749\" id=\"a15375\">113.180 </div><div class=\"po0 fs15 cl2 l1191 t3750\" id=\"a15377\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1860 t3750\" id=\"a15379\">992.294 </div><div class=\"po0 fs32 cl2 l2286 t3751\" id=\"a15381\">330.765 </div><div class=\"po0 fs32 cl2 l2287 t3751\" id=\"a15383\">330.765 </div><div class=\"po0 fs32 cl2 l2288 t3751\" id=\"a15385\">330.764 </div><div class=\"po0 fs15 cl2 l1191 t3752\" id=\"a15387\">Equipo Directivo </div><div class=\"po0 fs15 cl2 l2289 t3752\" id=\"a15389\">1.926.679 </div><div class=\"po0 fs32 cl2 l2286 t3753\" id=\"a15391\">653.249 </div><div class=\"po0 fs32 cl2 l2287 t3753\" id=\"a15393\">636.711 </div><div class=\"po0 fs32 cl2 l2288 t3753\" id=\"a15395\">501.711 </div><div class=\"po0 fs14 cl2 l488 t3754\" id=\"a15398\">Las cuentas<div class=\"d0 w484\">\u00a0</div>anuales de<div class=\"d0 w26\">\u00a0</div>los ejercicios 2022<div class=\"d0 w486\">\u00a0</div>y 2023<div class=\"d0 w333\">\u00a0</div>fueron formuladas el<div class=\"d0 w111\">\u00a0</div>28 de<div class=\"d0 w395\">\u00a0</div>marzo de </div><div class=\"po0 fs14 cl2 l488 t3755\" id=\"a15399\">2023 y el 12 de marzo de 2024, respectivamente.<div class=\"d0 w928\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3756\" id=\"a15402\">El primer y segundo tercio<div class=\"d0 w26\">\u00a0</div>del incentivo resultante del ejercicio 2022<div class=\"d0 w57\">\u00a0</div>fueron liquidados </div><div class=\"po0 fs14 cl2 l488 t3757\" id=\"a15403\">en<div class=\"d0 w244\">\u00a0</div>mayo<div class=\"d0 w554\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>2023<div class=\"d0 w275\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>mayo<div class=\"d0 w611\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>2024,<div class=\"d0 w398\">\u00a0</div>respectivamente,<div class=\"d0 w536\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>acuerdo<div class=\"d0 w213\">\u00a0</div>con<div class=\"d0 w611\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>detalle </div><div class=\"po0 fs14 cl2 l488 t3758\" id=\"a15404\">siguiente: </div></div></div></div></div><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2891\"><div class=\"po0 l342 t756 f0\" id=\"div_2888_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646_2\"><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2889\"><img alt=\"doc2p9i1\" class=\"po0 l2290 t1473 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w1232 po0 h12 l2292 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l462 t3772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2307 t3772 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h295 l2292 t3773 bgc3\">\u00a0</div>\n<div class=\"w1205 po0 h282 l2293 t3773 bgc3\">\u00a0</div>\n<div class=\"w1234 po0 h295 l2308 t3773 bgc3\">\u00a0</div>\n<div class=\"w1235 po0 h37 l1389 t3773 bgc3\">\u00a0</div>\n<div class=\"w1235 po0 h282 l1389 t3774 bgc3\">\u00a0</div>\n<div class=\"w1208 po0 h295 l2297 t3773 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h37 l2298 t3773 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h37 l2298 t3774 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h282 l2298 t3775 bgc3\">\u00a0</div>\n<div class=\"w1236 po0 h295 l2309 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2310 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2310 t3774 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h282 l2310 t3775 bgc3\">\u00a0</div>\n<div class=\"w1210 po0 h295 l2311 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2312 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2312 t3774 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h282 l2312 t3775 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3776 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3776 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3776 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3776 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3776 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l462 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l1196 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2303 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l1086 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2313 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2307 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3777 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3777 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3777 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3777 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3777 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l462 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1196 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2303 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1086 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2313 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2307 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3779 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3779 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3779 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3779 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3779 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l462 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1196 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2303 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1086 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2313 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2307 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3780 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3780 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3780 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3780 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3780 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l462 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1196 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2303 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1086 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2313 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2307 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3782 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3782 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3782 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3782 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3782 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l462 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3784 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1196 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3784 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2303 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3784 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1086 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3784 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2313 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3784 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2307 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3784 bgc0\">\u00a0</div>\n<div class=\"po1 w1244 z0\" id=\"TextContainer2889\"><div class=\"po0 fs15 cl2 l2314 t756\" id=\"a15416\">Liquidaci\u00f3n y entrega<div class=\"d0 w626\">\u00a0</div>de acciones objetivos<div class=\"d0 w559\">\u00a0</div>ejercicio 2022 </div><div class=\"po0 fs15 cl2 l2315 t3785\" id=\"a15419\">N\u00ba<div class=\"d0 w1216\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2315 t3786\" id=\"a15420\">brutas<div class=\"d0 w369\">\u00a0</div>liquidadas </div><div class=\"po0 fs15 cl2 l2315 t3787\" id=\"a15421\">en 2023 (1/3) </div><div class=\"po0 fs15 cl2 l2316 t3788\" id=\"a15425\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2316 t3785\" id=\"a15426\">netas </div><div class=\"po0 fs15 cl2 l2316 t3786\" id=\"a15427\">entregadas<div class=\"d0 w1238\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2316 t3787\" id=\"a15428\">2023 (1/3) </div><div class=\"po0 fs15 cl2 l2317 t3788\" id=\"a15432\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2317 t3785\" id=\"a15433\">brutas </div><div class=\"po0 fs15 cl2 l2317 t3786\" id=\"a15434\">liquidadas<div class=\"d0 w1239\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2317 t3787\" id=\"a15435\">2024 (2/3) </div><div class=\"po0 fs15 cl2 l2318 t3788\" id=\"a15439\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2318 t3785\" id=\"a15440\">netas </div><div class=\"po0 fs15 cl2 l2318 t3786\" id=\"a15441\">entregadas<div class=\"d0 w1238\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2318 t3787\" id=\"a15442\">2024(2/3) </div><div class=\"po0 fs15 cl2 l2319 t1566\" id=\"a15446\">CFO PRISA </div><div class=\"po0 fs32 cl2 l2320 t3789\" id=\"a15448\">249.344 </div><div class=\"po0 fs32 cl2 l2321 t3789\" id=\"a15450\">139.234 </div><div class=\"po0 fs32 cl2 l2322 t3789\" id=\"a15452\">249.344 </div><div class=\"po0 fs32 cl2 l2323 t3789\" id=\"a15454\">137.214 </div><div class=\"po0 fs15 cl2 l2319 t3790\" id=\"a15456\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2320 t3791\" id=\"a15458\">113.179 </div><div class=\"po0 fs32 cl2 l2324 t3791\" id=\"a15460\">63.132 </div><div class=\"po0 fs32 cl2 l2322 t3791\" id=\"a15462\">113.179 </div><div class=\"po0 fs32 cl2 l2325 t3791\" id=\"a15464\">62.079 </div><div class=\"po0 fs15 cl2 l2319 t3792\" id=\"a15466\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2320 t3793\" id=\"a15468\">330.765 </div><div class=\"po0 fs32 cl2 l2321 t3793\" id=\"a15470\">182.153 </div><div class=\"po0 fs32 cl2 l2322 t3793\" id=\"a15472\">330.765 </div><div class=\"po0 fs32 cl2 l2323 t3793\" id=\"a15474\">181.722 </div><div class=\"po0 fs15 cl2 l2319 t3794\" id=\"a15476\">Equipo Directivo </div><div class=\"po0 fs32 cl2 l2320 t3795\" id=\"a15478\">653.249 </div><div class=\"po0 fs32 cl2 l2321 t3795\" id=\"a15480\">364.158 </div><div class=\"po0 fs32 cl2 l2322 t3795\" id=\"a15482\">636.711 </div><div class=\"po0 fs32 cl2 l2323 t3795\" id=\"a15484\">456.334 </div><div class=\"po0 fs14 cl2 l2326 t3796\" id=\"a15488\">En<div class=\"d0 w376\">\u00a0</div>2025,<div class=\"d0 w226\">\u00a0</div>dentro<div class=\"d0 w160\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>60<div class=\"d0 w291\">\u00a0</div>d\u00edas<div class=\"d0 w337\">\u00a0</div>naturales<div class=\"d0 w288\">\u00a0</div>siguientes<div class=\"d0 w284\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>cuentas </div><div class=\"po0 fs14 cl2 l2326 t3797\" id=\"a15489\">correspondientes al ejercicio<div class=\"d0 w32\">\u00a0</div>2024, se<div class=\"d0 w129\">\u00a0</div>liquidar\u00e1 el tercer<div class=\"d0 w20\">\u00a0</div>tercio restante<div class=\"d0 w246\">\u00a0</div>de incentivo del </div><div class=\"po0 fs14 cl2 l2326 t3798\" id=\"a15490\">ejercicio 2022, si se<div class=\"d0 w85\">\u00a0</div>cumplen el resto de<div class=\"d0 w342\">\u00a0</div>condiciones establecidas en<div class=\"d0 w556\">\u00a0</div>el Reglamento de los </div><div class=\"po0 fs14 cl2 l2326 t3799\" id=\"a15492\">Planes. </div><div class=\"po0 fs14 cl2 l2326 t3800\" id=\"a15495\">Se<div class=\"d0 w507\">\u00a0</div>hace<div class=\"d0 w294\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w382\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>propuesta<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l2326 t3801\" id=\"a15496\">Nombramientos, Retribuciones y Gobierno Corporativo (CNRGC), ha acordado que D. </div><div class=\"po0 fs14 cl2 l2326 t3802\" id=\"a15497\">Carlos N\u00fa\u00f1ez<div class=\"d0 w60\">\u00a0</div>(consejero de<div class=\"d0 w39\">\u00a0</div>PRISA y<div class=\"d0 w295\">\u00a0</div>Presidente Ejecutivo de<div class=\"d0 w111\">\u00a0</div>PRISA Media<div class=\"d0 w55\">\u00a0</div>hasta el<div class=\"d0 w234\">\u00a0</div>26 </div><div class=\"po0 fs14 cl2 l2326 t626\" id=\"a15498\">de<div class=\"d0 w246\">\u00a0</div>febrero de<div class=\"d0 w247\">\u00a0</div>2025) pueda<div class=\"d0 w418\">\u00a0</div>percibir las<div class=\"d0 w474\">\u00a0</div>acciones que<div class=\"d0 w49\">\u00a0</div>se iban<div class=\"d0 w391\">\u00a0</div>a liquidar<div class=\"d0 w173\">\u00a0</div>a su<div class=\"d0 w367\">\u00a0</div>favor en<div class=\"d0 w539\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l2326 t3803\" id=\"a15501\">ejercicio 2025, por el cumplimiento de los objetivos correspondientes al tercer tercio del </div><div class=\"po0 fs14 cl2 l2326 t3804\" id=\"a15502\">ejercicio 2022. </div><div class=\"po0 fs14 cl2 l2327 t3805\" id=\"a15505\">ii.</div><div class=\"po0 fs14 cl2 l2326 t3805\" id=\"a15506\">Cumplimiento objetivos ejercicio 2023: </div><div class=\"po0 fs14 cl2 l2326 t3806\" id=\"a15509\">En<div class=\"d0 w32\">\u00a0</div>2024 el<div class=\"d0 w296\">\u00a0</div>Consejo de<div class=\"d0 w175\">\u00a0</div>Administraci\u00f3n de<div class=\"d0 w295\">\u00a0</div>PRISA ha<div class=\"d0 w486\">\u00a0</div>verificado el<div class=\"d0 w247\">\u00a0</div>cumplimiento de<div class=\"d0 w480\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l2326 t3807\" id=\"a15510\">objetivos correspondientes<div class=\"d0 w499\">\u00a0</div>al ejercicio<div class=\"d0 w1240\">\u00a0</div>2023 y, a<div class=\"d0 w960\">\u00a0</div>propuesta de<div class=\"d0 w267\">\u00a0</div>la CNRGC,<div class=\"d0 w386\">\u00a0</div>ha determinado </div><div class=\"po0 fs14 cl2 l2326 t3808\" id=\"a15511\">el<div class=\"d0 w25\">\u00a0</div>incentivo<div class=\"d0 w376\">\u00a0</div>resultante<div class=\"d0 w370\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>2023<div class=\"d0 w275\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>el<div class=\"d0 w463\">\u00a0</div>consiguiente<div class=\"d0 w492\">\u00a0</div>n\u00famero<div class=\"d0 w372\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l2326 t3809\" id=\"a15513\">entregar a cada uno de los beneficiarios, de acuerdo con el<div class=\"d0 w341\">\u00a0</div>siguiente detalle: </div><div class=\"po0 fs15 cl2 l2328 t3810\" id=\"a15516\">Cumplimiento objetivos<div class=\"d0 w696\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs15 cl2 l2329 t3811\" id=\"a15519\">N\u00aa<div class=\"d0 w554\">\u00a0</div>total<div class=\"d0 w718\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2329 t3812\" id=\"a15520\">brutas a entregar<div class=\"d0 w472\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2316 t3811\" id=\"a15522\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2316 t3812\" id=\"a15523\">acciones brutas<div class=\"d0 w1241\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2316 t3813\" id=\"a15524\">2024 (1/3) </div><div class=\"po0 fs15 cl2 l2330 t3811\" id=\"a15526\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2330 t3812\" id=\"a15527\">acciones<div class=\"d0 w257\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2330 t3813\" id=\"a15528\">en 2025 (2/3) </div><div class=\"po0 fs15 cl2 l2331 t3811\" id=\"a15532\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2331 t3812\" id=\"a15533\">acciones<div class=\"d0 w154\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2331 t3813\" id=\"a15534\">en 2026 (3/3) </div><div class=\"po0 fs15 cl2 l2319 t3814\" id=\"a15538\">CFO PRISA </div><div class=\"po0 fs15 cl2 l2320 t3814\" id=\"a15540\">831.146 </div><div class=\"po0 fs32 cl2 l2332 t3815\" id=\"a15542\">277.049 </div><div class=\"po0 fs32 cl2 l2333 t3815\" id=\"a15544\">277.049 </div><div class=\"po0 fs32 cl2 l2334 t3815\" id=\"a15546\">277.048 </div><div class=\"po0 fs15 cl2 l2319 t3816\" id=\"a15548\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2335 t3816\" id=\"a15550\">1.045.245 </div><div class=\"po0 fs32 cl2 l2332 t3817\" id=\"a15552\">348.415 </div><div class=\"po0 fs32 cl2 l2333 t3817\" id=\"a15554\">348.415 </div><div class=\"po0 fs32 cl2 l2336 t3817\" id=\"a15556\">348.415 (*) </div><div class=\"po0 fs15 cl2 l2319 t3818\" id=\"a15558\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2335 t3818\" id=\"a15560\">1.024.671 </div><div class=\"po0 fs32 cl2 l2332 t3819\" id=\"a15562\">341.557 </div><div class=\"po0 fs32 cl2 l2333 t3819\" id=\"a15564\">341.557 </div><div class=\"po0 fs32 cl2 l2334 t3819\" id=\"a15566\">341.557 </div><div class=\"po0 fs15 cl2 l2319 t3820\" id=\"a15568\">Equipo Directivo </div><div class=\"po0 fs15 cl2 l2335 t3820\" id=\"a15570\">3.080.251 </div><div class=\"po0 fs32 cl2 l2337 t3821\" id=\"a15572\">1.026.753 </div><div class=\"po0 fs32 cl2 l2333 t3821\" id=\"a15574\">847.977 </div><div class=\"po0 fs32 cl2 l2334 t3821\" id=\"a15576\">847.977 </div><div class=\"po0 fs32 cl2 l2338 t3822\" id=\"a15578\">(*) Como<div class=\"d0 w51\">\u00a0</div>consecuencia<div class=\"d0 w473\">\u00a0</div>de su<div class=\"d0 w1242\">\u00a0</div>salida de<div class=\"d0 w696\">\u00a0</div>la compa\u00f1\u00eda,<div class=\"d0 w1243\">\u00a0</div>al Sr.<div class=\"d0 w653\">\u00a0</div>N\u00fa\u00f1ez no<div class=\"d0 w740\">\u00a0</div>se le<div class=\"d0 w473\">\u00a0</div>liquidar\u00e1n<div class=\"d0 w614\">\u00a0</div>las 348.415<div class=\"d0 w964\">\u00a0</div>acciones correspondientes </div><div class=\"po0 fs32 cl2 l2338 t3823\" id=\"a15579\">al tercer tercio, pagadero<div class=\"d0 w555\">\u00a0</div>en 2026.<div class=\"d0 w246\">\u00a0</div></div></div></div></div></div><div class=\"po1 w681 h209 lh0\" id=\"TextBlockContainer2909\"><div class=\"po0 l342 t756 f0\" id=\"div_2906_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646_3\"><div class=\"po1 w681 h209 lh0\" id=\"TextBlockContainer2907\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w1245 po0 h282 l2339 t3824 bgc3\">\u00a0</div>\n<div class=\"w1246 po0 h282 l1503 t3824 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3825 bgc0\">\u00a0</div>\n<div class=\"w1245 po0 h12 l2339 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2340 t3824 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2089 t3824 bgc0\">\u00a0</div>\n<div class=\"w1247 po0 h296 l2339 t3826 bgc3\">\u00a0</div>\n<div class=\"w1230 po0 h282 l1503 t3826 bgc3\">\u00a0</div>\n<div class=\"w1248 po0 h296 l2341 t3826 bgc3\">\u00a0</div>\n<div class=\"w1249 po0 h37 l2342 t3826 bgc3\">\u00a0</div>\n<div class=\"w1249 po0 h282 l2342 t3827 bgc3\">\u00a0</div>\n<div class=\"w1250 po0 h296 l1808 t3826 bgc3\">\u00a0</div>\n<div class=\"w1251 po0 h37 l2343 t3826 bgc3\">\u00a0</div>\n<div class=\"w1251 po0 h282 l2343 t3827 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3828 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3828 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3828 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2340 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l1651 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2344 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2089 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t2098 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t2098 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t2098 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2340 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1651 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2344 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2089 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3829 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3829 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3829 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2340 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1651 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2344 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2089 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3831 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3831 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3831 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2340 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1651 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2344 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2089 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3833 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3833 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3833 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2340 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3835 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1651 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3835 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2344 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3835 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2089 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3835 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2907\"><div class=\"po0 fs14 cl2 l488 t756\" id=\"a15591\">Las cuentas anuales del ejercicio<div class=\"d0 w140\">\u00a0</div>2023 fueron formuladas el d\u00eda 12 de<div class=\"d0 w446\">\u00a0</div>marzo de 2024 y el </div><div class=\"po0 fs14 cl2 l488 t816\" id=\"a15592\">primer tercio<div class=\"d0 w327\">\u00a0</div>del importe<div class=\"d0 w621\">\u00a0</div>resultante del<div class=\"d0 w327\">\u00a0</div>incentivo de<div class=\"d0 w298\">\u00a0</div>2023 fue<div class=\"d0 w499\">\u00a0</div>liquidado en<div class=\"d0 w489\">\u00a0</div>mayo de<div class=\"d0 w446\">\u00a0</div>2024, </div><div class=\"po0 fs14 cl2 l488 t902\" id=\"a15593\">de acuerdo con el detalle siguiente:<div class=\"d0 w481\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1090 t3836\" id=\"a15596\">Liquidaci\u00f3n y entrega<div class=\"d0 w626\">\u00a0</div>de acciones objetivos<div class=\"d0 w559\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs15 cl2 l2345 t3837\" id=\"a15599\">N\u00ba<div class=\"d0 w1253\">\u00a0</div>acciones<div class=\"d0 w1254\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2345 t3838\" id=\"a15600\">liquidadas en 2024<div class=\"d0 w725\">\u00a0</div>(1/3) </div><div class=\"po0 fs15 cl2 l2346 t3837\" id=\"a15604\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones<div class=\"d0 w1255\">\u00a0</div>netas </div><div class=\"po0 fs15 cl2 l2346 t3838\" id=\"a15605\">entregadas en 2024 (1/3) </div><div class=\"po0 fs15 cl2 l708 t3839\" id=\"a15609\">CFO PRISA </div><div class=\"po0 fs32 cl2 l2347 t3840\" id=\"a15611\">277.049</div><div class=\"po0 fs32 cl2 l2348 t3840\" id=\"a15613\">152.461 </div><div class=\"po0 fs15 cl2 l708 t3841\" id=\"a15615\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w514\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2347 t3842\" id=\"a15617\">348.415</div><div class=\"po0 fs32 cl2 l2348 t3842\" id=\"a15619\">191.106 </div><div class=\"po0 fs15 cl2 l708 t3843\" id=\"a15621\">Presidente Ejecutivo Santillana<div class=\"d0 w964\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2347 t3844\" id=\"a15623\">341.557</div><div class=\"po0 fs32 cl2 l2348 t3844\" id=\"a15625\">187.652 </div><div class=\"po0 fs15 cl2 l708 t3845\" id=\"a15627\">Equipo Directivo </div><div class=\"po0 fs32 cl2 l2153 t3846\" id=\"a15630\">1.026.753</div><div class=\"po0 fs32 cl2 l2348 t3846\" id=\"a15632\">643.297 </div><div class=\"po0 fs14 cl2 l488 t1388\" id=\"a15635\">En<div class=\"d0 w361\">\u00a0</div>2025<div class=\"d0 w31\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>2026,<div class=\"d0 w110\">\u00a0</div>dentro<div class=\"d0 w234\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>60<div class=\"d0 w31\">\u00a0</div>d\u00edas<div class=\"d0 w22\">\u00a0</div>naturales<div class=\"d0 w9\">\u00a0</div>siguientes<div class=\"d0 w17\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w34\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l488 t1389\" id=\"a15636\">cuentas correspondientes a los ejercicios 2024 y 2025, respectivamente, se liquidar\u00e1n los </div><div class=\"po0 fs14 cl2 l488 t1959\" id=\"a15637\">dos tercios<div class=\"d0 w515\">\u00a0</div>restantes del<div class=\"d0 w413\">\u00a0</div>incentivo del<div class=\"d0 w697\">\u00a0</div>ejercicio 2023,<div class=\"d0 w614\">\u00a0</div>si se<div class=\"d0 w561\">\u00a0</div>cumplen el<div class=\"d0 w411\">\u00a0</div>resto de<div class=\"d0 w620\">\u00a0</div>condiciones </div><div class=\"po0 fs14 cl2 l488 t1960\" id=\"a15639\">establecidas en el Reglamento de los Planes. </div><div class=\"po0 fs14 cl2 l488 t3847\" id=\"a15642\">Se<div class=\"d0 w507\">\u00a0</div>hace<div class=\"d0 w294\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w382\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>propuesta<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t3848\" id=\"a15643\">Nombramientos, Retribuciones y Gobierno Corporativo (CNRGC), ha acordado que D. </div><div class=\"po0 fs14 cl2 l488 t3849\" id=\"a15644\">Carlos N\u00fa\u00f1ez<div class=\"d0 w60\">\u00a0</div>(consejero de<div class=\"d0 w39\">\u00a0</div>PRISA y<div class=\"d0 w295\">\u00a0</div>Presidente Ejecutivo de<div class=\"d0 w111\">\u00a0</div>PRISA Media<div class=\"d0 w55\">\u00a0</div>hasta el<div class=\"d0 w234\">\u00a0</div>26 </div><div class=\"po0 fs14 cl2 l488 t3850\" id=\"a15645\">de<div class=\"d0 w246\">\u00a0</div>febrero de<div class=\"d0 w247\">\u00a0</div>2025) pueda<div class=\"d0 w418\">\u00a0</div>percibir las<div class=\"d0 w474\">\u00a0</div>acciones que<div class=\"d0 w49\">\u00a0</div>se iban<div class=\"d0 w391\">\u00a0</div>a liquidar<div class=\"d0 w173\">\u00a0</div>a su<div class=\"d0 w367\">\u00a0</div>favor en<div class=\"d0 w539\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l488 t1722\" id=\"a15648\">ejercicio 2025, por<div class=\"d0 w394\">\u00a0</div>el cumplimiento de<div class=\"d0 w49\">\u00a0</div>los objetivos correspondientes<div class=\"d0 w33\">\u00a0</div>al segundo tercio </div><div class=\"po0 fs14 cl2 l488 t266\" id=\"a15649\">del ejercicio 2023. </div><div class=\"po0 fs14 cl2 l2349 t3851\" id=\"a15652\">iii.</div><div class=\"po0 fs14 cl2 l488 t3851\" id=\"a15653\"><div class=\"d0 w613\">\u00a0</div>Cumplimiento objetivos ejercicios 2024 y 2025:<div class=\"d0 w978\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3852\" id=\"a15657\">De cumplirse alguno de los objetivos previstos en<div class=\"d0 w299\">\u00a0</div>los ejercicios 2024 y 2025, las acciones </div><div class=\"po0 fs14 cl2 l488 t3853\" id=\"a15658\">se entregar\u00e1n<div class=\"d0 w484\">\u00a0</div>a los<div class=\"d0 w110\">\u00a0</div>beneficiarios en<div class=\"d0 w18\">\u00a0</div>tres tercios,<div class=\"d0 w47\">\u00a0</div>en los<div class=\"d0 w264\">\u00a0</div>a\u00f1os 2025,<div class=\"d0 w59\">\u00a0</div>2026, 2027 y<div class=\"d0 w485\">\u00a0</div>2028, de </div><div class=\"po0 fs14 cl2 l2350 t967\" id=\"a15659\">acuerdo con lo establecido anteriormente.</div></div></div></div></div><div class=\"po1 w502 h184 lh0\" id=\"TextBlockContainer3126\"><div class=\"po1 w502 z0\" id=\"TextContainer3126\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a20750\">El importe<div class=\"d0 w125\">\u00a0</div>agregado de<div class=\"d0 w414\">\u00a0</div>42 miles<div class=\"d0 w141\">\u00a0</div>de euros<div class=\"d0 w584\">\u00a0</div>(131 miles<div class=\"d0 w140\">\u00a0</div>de euros<div class=\"d0 w584\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>ejercicio 2023)<div class=\"d0 w403\">\u00a0</div>se corresponde </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a20763\">con: </div><div class=\"po0 fs14 cl2 l3161 t1009\" id=\"a20766\">i.</div><div class=\"po0 fs14 cl2 l1111 t1009\" id=\"a20768\">Servicios de<div class=\"d0 w543\">\u00a0</div>asesoramiento legal puntuales<div class=\"d0 w396\">\u00a0</div>prestados por la<div class=\"d0 w174\">\u00a0</div>firma de<div class=\"d0 w246\">\u00a0</div>abogados ECIJA a </div><div class=\"po0 fs14 cl2 l1111 t953\" id=\"a20771\">sociedades del Grupo PRISA durante el ejercicio 2024.<div class=\"d0 w1086\">\u00a0</div></div><div class=\"po0 fs14 cl2 l3162 t2245\" id=\"a20781\">ii.</div><div class=\"po0 fs14 cl2 l1111 t2245\" id=\"a20783\">Servicios de<div class=\"d0 w425\">\u00a0</div>b\u00fasqueda y<div class=\"d0 w342\">\u00a0</div>coordinaci\u00f3n<div class=\"d0 w402\">\u00a0</div>de artistas<div class=\"d0 w740\">\u00a0</div>y de<div class=\"d0 w472\">\u00a0</div>labores de<div class=\"d0 w143\">\u00a0</div>direcci\u00f3n<div class=\"d0 w406\">\u00a0</div>para programas </div><div class=\"po0 fs14 cl2 l1111 t4885\" id=\"a20789\">de TV, prestados a Lacoproductora,<div class=\"d0 w840\">\u00a0</div>S.L. y a Podium<div class=\"d0 w516\">\u00a0</div>Podcast, S.L.U. (empresas del Grupo </div><div class=\"po0 fs14 cl2 l1111 t2980\" id=\"a20797\">PRISA)<div class=\"d0 w256\">\u00a0</div>por<div class=\"d0 w150\">\u00a0</div>The<div class=\"d0 w194\">\u00a0</div>Pool<div class=\"d0 w601\">\u00a0</div>Guest,<div class=\"d0 w588\">\u00a0</div>S.L.<div class=\"d0 w188\">\u00a0</div>y<div class=\"d0 w154\">\u00a0</div>The<div class=\"d0 w194\">\u00a0</div>Pool<div class=\"d0 w601\">\u00a0</div>Talent<div class=\"d0 w430\">\u00a0</div>Management<div class=\"d0 w429\">\u00a0</div>S.L.,<div class=\"d0 w348\">\u00a0</div>sociedades </div><div class=\"po0 fs14 cl2 l1111 t4886\" id=\"a20801\">participadas por el consejero de PRISA<div class=\"d0 w268\">\u00a0</div>D. Andr\u00e9s Varela Entrecanales (quien, adem\u00e1s,<div class=\"d0 w299\">\u00a0</div>es </div><div class=\"po0 fs14 cl2 l1111 t4887\" id=\"a20802\">Administrador y Presidente de las mismas). </div><div class=\"po0 fs14 cl2 l362 t1450\" id=\"a20807\">El importe<div class=\"d0 w292\">\u00a0</div>de<div class=\"d0 w17\">\u00a0</div>5.288 miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros (5.497<div class=\"d0 w225\">\u00a0</div>miles de<div class=\"d0 w3\">\u00a0</div>euros<div class=\"d0 w59\">\u00a0</div>en el<div class=\"d0 w282\">\u00a0</div>ejercicio 2023)<div class=\"d0 w389\">\u00a0</div>corresponde<div class=\"d0 w26\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l362 t1451\" id=\"a20820\">devengo de las remuneraciones<div class=\"d0 w251\">\u00a0</div>de Administradores por<div class=\"d0 w423\">\u00a0</div>importe de 3.843 miles<div class=\"d0 w113\">\u00a0</div>de euros (3.905 </div><div class=\"po0 fs14 cl2 l362 t1452\" id=\"a20823\">miles de<div class=\"d0 w129\">\u00a0</div>euros en el<div class=\"d0 w420\">\u00a0</div>ejercicio 2023) </div><div class=\"po0 fs26 cl2 l658 t4888\" id=\"a20828\">(v\u00e9ase nota 21)</div><div class=\"po0 fs14 cl2 l3163 t1452\" id=\"a20829\"><div class=\"d0 w1431\">\u00a0</div>y Alta<div class=\"d0 w50\">\u00a0</div>Direcci\u00f3n por importe<div class=\"d0 w31\">\u00a0</div>de 1.445 miles </div><div class=\"po0 fs14 cl2 l504 t2944\" id=\"a20836\">de euros (1.592 miles de euros en el ejercicio 2023).</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfEmployeeBenefitsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_362": {
   "value": "<div class=\"po1 w681 h288 lh0\" id=\"TextBlockContainer2860\"><div class=\"po0 l342 t756 f0\" id=\"div_2847_XBRL_TS_af5271ecbdb540a094e170e78ab56901\"><div class=\"po1 w681 h288 lh0\" id=\"TextBlockContainer2858\"><div class=\"po0 l342 t756 f0\" id=\"div_2848_XBRL_TS_e8fe0866288845979492c190d8ce71db\"><div class=\"po1 w681 h288 lh0\" id=\"TextBlockContainer2855\"><div class=\"w1199 po0 h12 l1556 t3689 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2855\"><div class=\"po0 fs26 cl2 l451 t756\" id=\"a15185\">Transacciones con pagos basados en instrumentos de patrimonio </div><div class=\"po0 fs14 cl2 l451 t3690\" id=\"a15187\">Planes de incentivos a medio plazo 2022-2025 (IMPs): </div></div><div class=\"po0 l342 t3717 f0\" id=\"div_2849_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646\"><div class=\"po1 w681 h287 lh0\" id=\"TextBlockContainer2853\"><div class=\"po0 l342 t756 f0\" id=\"div_2850_XBRL_TS_11ddf6ebf6264a5199ddb731cf339585\"><div class=\"po1 w681 h287 lh0\" id=\"TextBlockContainer2851\"><div class=\"po1 w681 z0\" id=\"TextContainer2851\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a15192\">A 31<div class=\"d0 w343\">\u00a0</div>de diciembre<div class=\"d0 w246\">\u00a0</div>de 2024<div class=\"d0 w395\">\u00a0</div>se encontraban<div class=\"d0 w129\">\u00a0</div>en vigor<div class=\"d0 w129\">\u00a0</div>los siguientes<div class=\"d0 w366\">\u00a0</div>planes que<div class=\"d0 w32\">\u00a0</div>est\u00e1n<div class=\"d0 w1200\">\u00a0</div>ligados<div class=\"d0 w1077\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l451 t757\" id=\"a15206\">cumplimiento de objetivos cuantitativos financieros,<div class=\"d0 w50\">\u00a0</div>en los ejercicios 2022,<div class=\"d0 w63\">\u00a0</div>2023, 2024 y 2025<div class=\"d0 w57\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l451 t758\" id=\"a15209\">son<div class=\"d0 w59\">\u00a0</div>pagaderos<div class=\"d0 w58\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>acciones<div class=\"d0 w395\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>PRISA.<div class=\"d0 w34\">\u00a0</div>De<div class=\"d0 w286\">\u00a0</div>cumplirse<div class=\"d0 w32\">\u00a0</div>alguno<div class=\"d0 w9\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>objetivos previstos<div class=\"d0 w531\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l451 t1009\" id=\"a15211\">citados ejercicios, se entregar\u00e1n las acciones a los beneficiarios en tres tercios, en los a\u00f1os 2024, </div><div class=\"po0 fs14 cl2 l451 t818\" id=\"a15212\">2025, 2026, 2027 y 2028, de acuerdo con lo establecido. Son los siguientes: </div><div class=\"po0 fs14 cl2 l2262 t820\" id=\"a15217\">i.</div><div class=\"po0 fs14 cl2 l2155 t820\" id=\"a15218\"><div class=\"d0 w613\">\u00a0</div>Plan de<div class=\"d0 w484\">\u00a0</div>incentivos 2022-2025 de<div class=\"d0 w229\">\u00a0</div>la CFO<div class=\"d0 w56\">\u00a0</div>de PRISA<div class=\"d0 w48\">\u00a0</div>(consejera ejecutiva<div class=\"d0 w24\">\u00a0</div>de PRISA)<div class=\"d0 w32\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l2263 t406\" id=\"a15222\">v\u00e9ase </div><div class=\"po0 fs26 cl2 l2155 t3691\" id=\"a15223\">nota 21</div><div class=\"po0 fs14 cl2 l2264 t821\" id=\"a15224\">). </div><div class=\"po0 fs14 cl2 l873 t3692\" id=\"a15227\">ii.</div><div class=\"po0 fs14 cl2 l2155 t3692\" id=\"a15228\"><div class=\"d0 w613\">\u00a0</div>Plan de<div class=\"d0 w48\">\u00a0</div>incentivos 2022-2025 del<div class=\"d0 w201\">\u00a0</div>Presidente Ejecutivo<div class=\"d0 w39\">\u00a0</div>de Santillana (consejero<div class=\"d0 w201\">\u00a0</div>ejecutivo </div><div class=\"po0 fs14 cl2 l2155 t3693\" id=\"a15232\">de PRISA) (</div><div class=\"po0 fs26 cl2 l2265 t2686\" id=\"a15233\">v\u00e9ase nota 21</div><div class=\"po0 fs14 cl2 ls11 l1058 t3693\" id=\"a15234\">). </div><div class=\"po0 fs14 cl2 l466 t961\" id=\"a15237\">iii.</div><div class=\"po0 fs14 cl2 l2155 t961\" id=\"a15239\"><div class=\"d0 w613\">\u00a0</div>Plan<div class=\"d0 w749\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>incentivos<div class=\"d0 w430\">\u00a0</div>2022-2025<div class=\"d0 w534\">\u00a0</div>del<div class=\"d0 w197\">\u00a0</div>Presidente<div class=\"d0 w159\">\u00a0</div>Ejecutivo<div class=\"d0 w197\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>PRISA<div class=\"d0 w749\">\u00a0</div>Media<div class=\"d0 w347\">\u00a0</div>(consejero </div><div class=\"po0 fs14 cl2 l2155 t962\" id=\"a15243\">ejecutivo de PRISA). Se hace constar<div class=\"d0 w299\">\u00a0</div>que el 26 de febrero de<div class=\"d0 w113\">\u00a0</div>2025 el consejero ejecutivo D. </div><div class=\"po0 fs14 cl2 l2155 t963\" id=\"a15244\">Carlos N\u00fa\u00f1ez ha cesado como<div class=\"d0 w557\">\u00a0</div>consejero de PRISA y como<div class=\"d0 w266\">\u00a0</div>Presidente Ejecutivo de PRISA </div><div class=\"po0 fs14 cl2 l2155 t3694\" id=\"a15246\">Media (</div><div class=\"po0 fs26 cl2 l2266 t3695\" id=\"a15247\">v\u00e9ase nota 21</div><div class=\"po0 fs14 cl2 l2267 t3694\" id=\"a15248\">). </div><div class=\"po0 fs14 cl2 l383 t3696\" id=\"a15251\">iv.</div><div class=\"po0 fs14 cl2 l2155 t3696\" id=\"a15252\"><div class=\"d0 w613\">\u00a0</div>Plan<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>incentivos<div class=\"d0 w59\">\u00a0</div>2022-2025<div class=\"d0 w167\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Equipo<div class=\"d0 w236\">\u00a0</div>Directivo<div class=\"d0 w333\">\u00a0</div>(PRISA<div class=\"d0 w56\">\u00a0</div>Media,<div class=\"d0 w175\">\u00a0</div>Santillana<div class=\"d0 w39\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>PRISA </div><div class=\"po0 fs14 cl2 l2155 t3697\" id=\"a15256\">Corporativo): </div><div class=\"po0 fs14 cl2 l488 t3698\" id=\"a15259\">El Consejo de<div class=\"d0 w368\">\u00a0</div>Administraci\u00f3n de PRISA en<div class=\"d0 w57\">\u00a0</div>su reuni\u00f3n celebrada<div class=\"d0 w22\">\u00a0</div>el 26 de<div class=\"d0 w48\">\u00a0</div>abril de 2022 </div><div class=\"po0 fs14 cl2 l488 t3699\" id=\"a15260\">aprob\u00f3 un<div class=\"d0 w110\">\u00a0</div>plan de<div class=\"d0 w239\">\u00a0</div>incentivos a medio<div class=\"d0 w286\">\u00a0</div>plazo, del que<div class=\"d0 w248\">\u00a0</div>son beneficiarios<div class=\"d0 w418\">\u00a0</div>un colectivo<div class=\"d0 w32\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t3700\" id=\"a15262\">directivos de PRISA Media,<div class=\"d0 w234\">\u00a0</div>Santillana y PRISA Corporativo. A<div class=\"d0 w228\">\u00a0</div>cierre del ejercicio 2024 </div><div class=\"po0 fs14 cl2 l488 t3701\" id=\"a15263\">ning\u00fan miembro del colectivo de la alta direcci\u00f3n es beneficiario<div class=\"d0 w479\">\u00a0</div>de este Plan. </div><div class=\"po0 fs14 cl2 l488 t3702\" id=\"a15266\">El Plan est\u00e1 ligado al cumplimiento<div class=\"d0 w558\">\u00a0</div>de los siguientes objetivos cuantitativos<div class=\"d0 w557\">\u00a0</div>financieros, </div><div class=\"po0 fs14 cl2 l488 t3703\" id=\"a15267\">en los ejercicios 2022, 2023, 2024 y 2025: i) en el caso de PRISA Media los objetivos<div class=\"d0 w328\">\u00a0</div>est\u00e1n </div><div class=\"po0 fs14 cl2 l488 t3704\" id=\"a15268\">vinculados al<div class=\"d0 w18\">\u00a0</div>EBITDA, Cash Flow<div class=\"d0 w33\">\u00a0</div>e ingresos digitales<div class=\"d0 w55\">\u00a0</div>de su presupuesto;<div class=\"d0 w63\">\u00a0</div>ii) en<div class=\"d0 w22\">\u00a0</div>el caso </div><div class=\"po0 fs14 cl2 l488 t3705\" id=\"a15270\">de Santillana est\u00e1n vinculados al EBIT y al<div class=\"d0 w488\">\u00a0</div>Cash Flow de su presupuesto y iii)<div class=\"d0 w251\">\u00a0</div>en el caso </div><div class=\"po0 fs14 cl2 l488 t3706\" id=\"a15271\">de<div class=\"d0 w207\">\u00a0</div>PRISA<div class=\"d0 w491\">\u00a0</div>Corporativo<div class=\"d0 w496\">\u00a0</div>est\u00e1n<div class=\"d0 w611\">\u00a0</div>ligados<div class=\"d0 w648\">\u00a0</div>al<div class=\"d0 w272\">\u00a0</div>Cash<div class=\"d0 w504\">\u00a0</div>Flow<div class=\"d0 w841\">\u00a0</div>ajustado<div class=\"d0 w1024\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>Grupo<div class=\"d0 w435\">\u00a0</div>Prisa<div class=\"d0 w495\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l488 t3707\" id=\"a15272\">presupuesto. </div><div class=\"po0 fs14 cl2 l488 t3708\" id=\"a15275\">A cada uno<div class=\"d0 w21\">\u00a0</div>de los referidos colectivos de directivos<div class=\"d0 w34\">\u00a0</div>de PRISA Media y<div class=\"d0 w20\">\u00a0</div>de Santillana se </div><div class=\"po0 fs14 cl2 l488 t3257\" id=\"a15276\">les ha asignado un<div class=\"d0 w38\">\u00a0</div>n\u00famero de acciones te\u00f3ricas<div class=\"d0 w47\">\u00a0</div>equivalentes a un total de<div class=\"d0 w57\">\u00a0</div>700 miles de </div><div class=\"po0 fs14 cl2 l488 t3709\" id=\"a15277\">euros brutos por cada a\u00f1o<div class=\"d0 w478\">\u00a0</div>de duraci\u00f3n del Plan,<div class=\"d0 w141\">\u00a0</div>y al colectivo<div class=\"d0 w266\">\u00a0</div>de beneficiarios de PRISA </div><div class=\"po0 fs14 cl2 l488 t3710\" id=\"a15280\">Corporativo se les ha asignado un n\u00famero de acciones<div class=\"d0 w140\">\u00a0</div>te\u00f3ricas equivalentes a 125 miles </div><div class=\"po0 fs14 cl2 l488 t3711\" id=\"a15281\">de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>brutos<div class=\"d0 w228\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>cada<div class=\"d0 w175\">\u00a0</div>a\u00f1o<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>duraci\u00f3n<div class=\"d0 w248\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Plan,<div class=\"d0 w173\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>servir\u00e1n<div class=\"d0 w421\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>referencia<div class=\"d0 w418\">\u00a0</div>para </div><div class=\"po0 fs14 cl2 l488 t3712\" id=\"a15282\">determinar el n\u00famero final de<div class=\"d0 w30\">\u00a0</div>acciones a entregar. Los<div class=\"d0 w246\">\u00a0</div>c\u00e1lculos de las acciones te\u00f3ricas </div><div class=\"po0 fs14 cl2 l488 t3713\" id=\"a15285\">se han realizado considerando<div class=\"d0 w634\">\u00a0</div>el valor burs\u00e1til<div class=\"d0 w140\">\u00a0</div>promedio de la<div class=\"d0 w402\">\u00a0</div>acci\u00f3n de PRISA durante </div><div class=\"po0 fs14 cl2 l488 t3714\" id=\"a15286\">el \u00faltimo trimestre de 2021.<div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3715\" id=\"a15289\">En<div class=\"d0 w588\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>ejercicio<div class=\"d0 w243\">\u00a0</div>2024<div class=\"d0 w156\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>ha<div class=\"d0 w444\">\u00a0</div>registrado<div class=\"d0 w513\">\u00a0</div>un<div class=\"d0 w408\">\u00a0</div>gasto<div class=\"d0 w636\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>646<div class=\"d0 w194\">\u00a0</div>miles<div class=\"d0 w260\">\u00a0</div>euros<div class=\"d0 w68\">\u00a0</div>por<div class=\"d0 w749\">\u00a0</div>este<div class=\"d0 w445\">\u00a0</div>Plan </div><div class=\"po0 fs14 cl2 l488 t3716\" id=\"a15290\">(considerando el grado de consecuci\u00f3n de los objetivos correspondientes<div class=\"d0 w299\">\u00a0</div>a los ejercicios </div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2875\"><div class=\"po0 l342 t756 f0\" id=\"div_2869_XBRL_TS_11ddf6ebf6264a5199ddb731cf339585_1\"><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2873\"><div class=\"po0 l342 t756 f0\" id=\"div_2870_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646_1\"><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2871\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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class=\"w89 po0 h291 l2279 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2280 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2281 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3730 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2269 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l954 t3730 bgc0\">\u00a0</div>\n<div class=\"w1206 po0 h12 l2272 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l968 t3730 bgc0\">\u00a0</div>\n<div class=\"w1208 po0 h12 l2274 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2279 t3730 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2276 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2280 t3730 bgc0\">\u00a0</div>\n<div class=\"w1212 po0 h12 l2277 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2270 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3732 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2269 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l954 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l954 t3732 bgc0\">\u00a0</div>\n<div class=\"w1206 po0 h12 l2272 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l968 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l968 t3732 bgc0\">\u00a0</div>\n<div class=\"w1208 po0 h12 l2274 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2279 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2279 t3732 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2276 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2280 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2280 t3732 bgc0\">\u00a0</div>\n<div class=\"w1212 po0 h12 l2277 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2281 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3732 bgc0\">\u00a0</div>\n<div class=\"po1 w1226 z0\" id=\"TextContainer2871\"><div class=\"po0 fs14 cl2 l488 t756\" id=\"a15300\">2024, 2023 y 2022 y<div class=\"d0 w326\">\u00a0</div>valorando las acciones<div class=\"d0 w532\">\u00a0</div>al precio de cotizaci\u00f3n<div class=\"d0 w410\">\u00a0</div>de PRISA en las<div class=\"d0 w126\">\u00a0</div>fechas </div><div class=\"po0 fs14 cl2 l488 t816\" id=\"a15301\">de medici\u00f3n). </div><div class=\"po0 fs14 cl2 l1948 t817\" id=\"a15304\">Cumplimiento objetivos IMPs:<div class=\"d0 w754\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1948 t3733\" id=\"a15307\">El<div class=\"d0 w398\">\u00a0</div>cumplimiento<div class=\"d0 w416\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>objetivos<div class=\"d0 w715\">\u00a0</div>correspondientes<div class=\"d0 w492\">\u00a0</div>a<div class=\"d0 w210\">\u00a0</div>cada<div class=\"d0 w398\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>verifica<div class=\"d0 w900\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>vez </div><div class=\"po0 fs14 cl2 l1948 t3734\" id=\"a15308\">finalizado el ejercicio correspondiente, tras la formulaci\u00f3n de las cuentas anuales relativas a </div><div class=\"po0 fs14 cl2 l1948 t3735\" id=\"a15309\">dicho ejercicio. El incentivo que resulte para cada ejercicio se pagar\u00e1 en tres tercios, durante </div><div class=\"po0 fs14 cl2 l1948 t3736\" id=\"a15311\">los tres ejercicios siguientes, en la fecha que determine el Consejo de Administraci\u00f3n dentro </div><div class=\"po0 fs14 cl2 l1948 t3737\" id=\"a15312\">de<div class=\"d0 w671\">\u00a0</div>los<div class=\"d0 w665\">\u00a0</div>60<div class=\"d0 w863\">\u00a0</div>d\u00edas<div class=\"d0 w668\">\u00a0</div>naturales<div class=\"d0 w321\">\u00a0</div>siguientes<div class=\"d0 w1090\">\u00a0</div>a<div class=\"d0 w665\">\u00a0</div>la<div class=\"d0 w860\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w1214\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>las<div class=\"d0 w859\">\u00a0</div>cuentas<div class=\"d0 w1215\">\u00a0</div>del<div class=\"d0 w771\">\u00a0</div>ejercicio </div><div class=\"po0 fs14 cl2 l1948 t3738\" id=\"a15313\">inmediatamente anterior.<div class=\"d0 w1162\">\u00a0</div></div><div class=\"po0 fs14 cl2 l2156 t3739\" id=\"a15316\">i.</div><div class=\"po0 fs14 cl2 l488 t3739\" id=\"a15317\"><div class=\"d0 w613\">\u00a0</div>Cumplimiento objetivos ejercicio 2022: </div><div class=\"po0 fs14 cl2 l2155 t3355\" id=\"a15321\">En 2023 el Consejo de Administraci\u00f3n<div class=\"d0 w299\">\u00a0</div>de PRISA verific\u00f3 el cumplimiento de los<div class=\"d0 w392\">\u00a0</div>objetivos </div><div class=\"po0 fs14 cl2 l2155 t1922\" id=\"a15323\">correspondientes<div class=\"d0 w225\">\u00a0</div>al<div class=\"d0 w162\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2022<div class=\"d0 w291\">\u00a0</div>y,<div class=\"d0 w586\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>propuesta<div class=\"d0 w224\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>Nombramientos, </div><div class=\"po0 fs14 cl2 l2155 t3356\" id=\"a15324\">Retribuciones y Gobierno Corporativo (\u201cCNRGC\u201d), determin\u00f3<div class=\"d0 w561\">\u00a0</div>el incentivo resultante del </div><div class=\"po0 fs14 cl2 l2155 t3357\" id=\"a15325\">ejercicio<div class=\"d0 w168\">\u00a0</div>2022<div class=\"d0 w275\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>consiguiente<div class=\"d0 w492\">\u00a0</div>n\u00famero<div class=\"d0 w720\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>entregar<div class=\"d0 w493\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>cada<div class=\"d0 w336\">\u00a0</div>uno<div class=\"d0 w487\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l2155 t3358\" id=\"a15327\">beneficiarios, de acuerdo con el siguiente detalle: </div><div class=\"po0 fs15 cl2 l902 t3740\" id=\"a15330\">Cumplimiento objetivos<div class=\"d0 w696\">\u00a0</div>ejercicio 2022 </div><div class=\"po0 fs15 cl2 l2283 t3741\" id=\"a15333\">N\u00aa<div class=\"d0 w477\">\u00a0</div>total<div class=\"d0 w485\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2283 t3742\" id=\"a15334\">brutas<div class=\"d0 w282\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>entregar<div class=\"d0 w60\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2283 t3743\" id=\"a15335\">(cumplimiento </div><div class=\"po0 fs15 cl2 l2283 t3744\" id=\"a15336\">incentivo </div><div class=\"po0 fs15 cl2 l2283 t3745\" id=\"a15337\">ejercicio 2022) </div><div class=\"po0 fs15 cl2 l1823 t3741\" id=\"a15339\">N\u00ba<div class=\"d0 w1216\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l1823 t3742\" id=\"a15340\">brutas<div class=\"d0 w168\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>liquidar<div class=\"d0 w361\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1823 t3743\" id=\"a15341\">en 2023 (1/3)<div class=\"d0 w423\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2284 t3741\" id=\"a15343\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2284 t3742\" id=\"a15344\">brutas<div class=\"d0 w1218\">\u00a0</div>a </div><div class=\"po0 fs15 cl2 l2284 t3743\" id=\"a15345\">liquidar en 2024 </div><div class=\"po0 fs15 cl2 l2284 t3744\" id=\"a15346\">(2/3)<div class=\"d0 w1219\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2285 t3741\" id=\"a15350\">N\u00ba<div class=\"d0 w1220\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2285 t3742\" id=\"a15351\">brutas<div class=\"d0 w1221\">\u00a0</div>a </div><div class=\"po0 fs15 cl2 l2285 t3743\" id=\"a15352\">liquidar<div class=\"d0 w1222\">\u00a0</div>en<div class=\"d0 w245\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2285 t3744\" id=\"a15353\">2025 (3/3)<div class=\"d0 w341\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1191 t3746\" id=\"a15357\">CFO PRISA </div><div class=\"po0 fs15 cl2 l1860 t3746\" id=\"a15359\">748.031 </div><div class=\"po0 fs32 cl2 l2286 t3747\" id=\"a15361\">249.344 </div><div class=\"po0 fs32 cl2 l2287 t3747\" id=\"a15363\">249.344 </div><div class=\"po0 fs32 cl2 l2288 t3747\" id=\"a15365\">249.343 </div><div class=\"po0 fs15 cl2 l1191 t3748\" id=\"a15367\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1860 t3748\" id=\"a15369\">339.538 </div><div class=\"po0 fs32 cl2 l2286 t3749\" id=\"a15371\">113.179 </div><div class=\"po0 fs32 cl2 l2287 t3749\" id=\"a15373\">113.179 </div><div class=\"po0 fs32 cl2 l2288 t3749\" id=\"a15375\">113.180 </div><div class=\"po0 fs15 cl2 l1191 t3750\" id=\"a15377\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1860 t3750\" id=\"a15379\">992.294 </div><div class=\"po0 fs32 cl2 l2286 t3751\" id=\"a15381\">330.765 </div><div class=\"po0 fs32 cl2 l2287 t3751\" id=\"a15383\">330.765 </div><div class=\"po0 fs32 cl2 l2288 t3751\" id=\"a15385\">330.764 </div><div class=\"po0 fs15 cl2 l1191 t3752\" id=\"a15387\">Equipo Directivo </div><div class=\"po0 fs15 cl2 l2289 t3752\" id=\"a15389\">1.926.679 </div><div class=\"po0 fs32 cl2 l2286 t3753\" id=\"a15391\">653.249 </div><div class=\"po0 fs32 cl2 l2287 t3753\" id=\"a15393\">636.711 </div><div class=\"po0 fs32 cl2 l2288 t3753\" id=\"a15395\">501.711 </div><div class=\"po0 fs14 cl2 l488 t3754\" id=\"a15398\">Las cuentas<div class=\"d0 w484\">\u00a0</div>anuales de<div class=\"d0 w26\">\u00a0</div>los ejercicios 2022<div class=\"d0 w486\">\u00a0</div>y 2023<div class=\"d0 w333\">\u00a0</div>fueron formuladas el<div class=\"d0 w111\">\u00a0</div>28 de<div class=\"d0 w395\">\u00a0</div>marzo de </div><div class=\"po0 fs14 cl2 l488 t3755\" id=\"a15399\">2023 y el 12 de marzo de 2024, respectivamente.<div class=\"d0 w928\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3756\" id=\"a15402\">El primer y segundo tercio<div class=\"d0 w26\">\u00a0</div>del incentivo resultante del ejercicio 2022<div class=\"d0 w57\">\u00a0</div>fueron liquidados </div><div class=\"po0 fs14 cl2 l488 t3757\" id=\"a15403\">en<div class=\"d0 w244\">\u00a0</div>mayo<div class=\"d0 w554\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>2023<div class=\"d0 w275\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>mayo<div class=\"d0 w611\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>2024,<div class=\"d0 w398\">\u00a0</div>respectivamente,<div class=\"d0 w536\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>acuerdo<div class=\"d0 w213\">\u00a0</div>con<div class=\"d0 w611\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>detalle </div><div class=\"po0 fs14 cl2 l488 t3758\" id=\"a15404\">siguiente: </div></div></div></div></div></div></div><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2893\"><div class=\"po0 l342 t756 f0\" id=\"div_2887_XBRL_TS_11ddf6ebf6264a5199ddb731cf339585_2\"><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2891\"><div class=\"po0 l342 t756 f0\" id=\"div_2888_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646_2\"><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2889\"><img alt=\"doc2p9i1\" class=\"po0 l2290 t1473 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w1232 po0 h12 l2292 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l462 t3772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2307 t3772 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h295 l2292 t3773 bgc3\">\u00a0</div>\n<div class=\"w1205 po0 h282 l2293 t3773 bgc3\">\u00a0</div>\n<div class=\"w1234 po0 h295 l2308 t3773 bgc3\">\u00a0</div>\n<div class=\"w1235 po0 h37 l1389 t3773 bgc3\">\u00a0</div>\n<div class=\"w1235 po0 h282 l1389 t3774 bgc3\">\u00a0</div>\n<div class=\"w1208 po0 h295 l2297 t3773 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h37 l2298 t3773 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h37 l2298 t3774 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h282 l2298 t3775 bgc3\">\u00a0</div>\n<div class=\"w1236 po0 h295 l2309 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2310 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2310 t3774 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h282 l2310 t3775 bgc3\">\u00a0</div>\n<div class=\"w1210 po0 h295 l2311 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2312 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2312 t3774 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h282 l2312 t3775 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3776 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3776 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3776 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3776 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3776 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l462 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l1196 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2303 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l1086 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2313 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2307 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3777 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3777 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3777 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3777 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3777 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l462 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1196 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2303 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1086 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2313 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2307 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3779 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3779 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3779 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3779 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3779 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l462 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1196 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2303 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1086 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2313 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2307 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3780 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3780 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3780 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3780 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3780 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l462 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1196 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2303 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1086 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2313 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2307 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3782 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3782 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3782 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3782 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3782 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l462 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3784 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1196 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3784 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2303 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3784 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1086 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3784 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2313 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3784 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2307 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3784 bgc0\">\u00a0</div>\n<div class=\"po1 w1244 z0\" id=\"TextContainer2889\"><div class=\"po0 fs15 cl2 l2314 t756\" id=\"a15416\">Liquidaci\u00f3n y entrega<div class=\"d0 w626\">\u00a0</div>de acciones objetivos<div class=\"d0 w559\">\u00a0</div>ejercicio 2022 </div><div class=\"po0 fs15 cl2 l2315 t3785\" id=\"a15419\">N\u00ba<div class=\"d0 w1216\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2315 t3786\" id=\"a15420\">brutas<div class=\"d0 w369\">\u00a0</div>liquidadas </div><div class=\"po0 fs15 cl2 l2315 t3787\" id=\"a15421\">en 2023 (1/3) </div><div class=\"po0 fs15 cl2 l2316 t3788\" id=\"a15425\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2316 t3785\" id=\"a15426\">netas </div><div class=\"po0 fs15 cl2 l2316 t3786\" id=\"a15427\">entregadas<div class=\"d0 w1238\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2316 t3787\" id=\"a15428\">2023 (1/3) </div><div class=\"po0 fs15 cl2 l2317 t3788\" id=\"a15432\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2317 t3785\" id=\"a15433\">brutas </div><div class=\"po0 fs15 cl2 l2317 t3786\" id=\"a15434\">liquidadas<div class=\"d0 w1239\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2317 t3787\" id=\"a15435\">2024 (2/3) </div><div class=\"po0 fs15 cl2 l2318 t3788\" id=\"a15439\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2318 t3785\" id=\"a15440\">netas </div><div class=\"po0 fs15 cl2 l2318 t3786\" id=\"a15441\">entregadas<div class=\"d0 w1238\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2318 t3787\" id=\"a15442\">2024(2/3) </div><div class=\"po0 fs15 cl2 l2319 t1566\" id=\"a15446\">CFO PRISA </div><div class=\"po0 fs32 cl2 l2320 t3789\" id=\"a15448\">249.344 </div><div class=\"po0 fs32 cl2 l2321 t3789\" id=\"a15450\">139.234 </div><div class=\"po0 fs32 cl2 l2322 t3789\" id=\"a15452\">249.344 </div><div class=\"po0 fs32 cl2 l2323 t3789\" id=\"a15454\">137.214 </div><div class=\"po0 fs15 cl2 l2319 t3790\" id=\"a15456\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2320 t3791\" id=\"a15458\">113.179 </div><div class=\"po0 fs32 cl2 l2324 t3791\" id=\"a15460\">63.132 </div><div class=\"po0 fs32 cl2 l2322 t3791\" id=\"a15462\">113.179 </div><div class=\"po0 fs32 cl2 l2325 t3791\" id=\"a15464\">62.079 </div><div class=\"po0 fs15 cl2 l2319 t3792\" id=\"a15466\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2320 t3793\" id=\"a15468\">330.765 </div><div class=\"po0 fs32 cl2 l2321 t3793\" id=\"a15470\">182.153 </div><div class=\"po0 fs32 cl2 l2322 t3793\" id=\"a15472\">330.765 </div><div class=\"po0 fs32 cl2 l2323 t3793\" id=\"a15474\">181.722 </div><div class=\"po0 fs15 cl2 l2319 t3794\" id=\"a15476\">Equipo Directivo </div><div class=\"po0 fs32 cl2 l2320 t3795\" id=\"a15478\">653.249 </div><div class=\"po0 fs32 cl2 l2321 t3795\" id=\"a15480\">364.158 </div><div class=\"po0 fs32 cl2 l2322 t3795\" id=\"a15482\">636.711 </div><div class=\"po0 fs32 cl2 l2323 t3795\" id=\"a15484\">456.334 </div><div class=\"po0 fs14 cl2 l2326 t3796\" id=\"a15488\">En<div class=\"d0 w376\">\u00a0</div>2025,<div class=\"d0 w226\">\u00a0</div>dentro<div class=\"d0 w160\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>60<div class=\"d0 w291\">\u00a0</div>d\u00edas<div class=\"d0 w337\">\u00a0</div>naturales<div class=\"d0 w288\">\u00a0</div>siguientes<div class=\"d0 w284\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>cuentas </div><div class=\"po0 fs14 cl2 l2326 t3797\" id=\"a15489\">correspondientes al ejercicio<div class=\"d0 w32\">\u00a0</div>2024, se<div class=\"d0 w129\">\u00a0</div>liquidar\u00e1 el tercer<div class=\"d0 w20\">\u00a0</div>tercio restante<div class=\"d0 w246\">\u00a0</div>de incentivo del </div><div class=\"po0 fs14 cl2 l2326 t3798\" id=\"a15490\">ejercicio 2022, si se<div class=\"d0 w85\">\u00a0</div>cumplen el resto de<div class=\"d0 w342\">\u00a0</div>condiciones establecidas en<div class=\"d0 w556\">\u00a0</div>el Reglamento de los </div><div class=\"po0 fs14 cl2 l2326 t3799\" id=\"a15492\">Planes. </div><div class=\"po0 fs14 cl2 l2326 t3800\" id=\"a15495\">Se<div class=\"d0 w507\">\u00a0</div>hace<div class=\"d0 w294\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w382\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>propuesta<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l2326 t3801\" id=\"a15496\">Nombramientos, Retribuciones y Gobierno Corporativo (CNRGC), ha acordado que D. </div><div class=\"po0 fs14 cl2 l2326 t3802\" id=\"a15497\">Carlos N\u00fa\u00f1ez<div class=\"d0 w60\">\u00a0</div>(consejero de<div class=\"d0 w39\">\u00a0</div>PRISA y<div class=\"d0 w295\">\u00a0</div>Presidente Ejecutivo de<div class=\"d0 w111\">\u00a0</div>PRISA Media<div class=\"d0 w55\">\u00a0</div>hasta el<div class=\"d0 w234\">\u00a0</div>26 </div><div class=\"po0 fs14 cl2 l2326 t626\" id=\"a15498\">de<div class=\"d0 w246\">\u00a0</div>febrero de<div class=\"d0 w247\">\u00a0</div>2025) pueda<div class=\"d0 w418\">\u00a0</div>percibir las<div class=\"d0 w474\">\u00a0</div>acciones que<div class=\"d0 w49\">\u00a0</div>se iban<div class=\"d0 w391\">\u00a0</div>a liquidar<div class=\"d0 w173\">\u00a0</div>a su<div class=\"d0 w367\">\u00a0</div>favor en<div class=\"d0 w539\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l2326 t3803\" id=\"a15501\">ejercicio 2025, por el cumplimiento de los objetivos correspondientes al tercer tercio del </div><div class=\"po0 fs14 cl2 l2326 t3804\" id=\"a15502\">ejercicio 2022. </div><div class=\"po0 fs14 cl2 l2327 t3805\" id=\"a15505\">ii.</div><div class=\"po0 fs14 cl2 l2326 t3805\" id=\"a15506\">Cumplimiento objetivos ejercicio 2023: </div><div class=\"po0 fs14 cl2 l2326 t3806\" id=\"a15509\">En<div class=\"d0 w32\">\u00a0</div>2024 el<div class=\"d0 w296\">\u00a0</div>Consejo de<div class=\"d0 w175\">\u00a0</div>Administraci\u00f3n de<div class=\"d0 w295\">\u00a0</div>PRISA ha<div class=\"d0 w486\">\u00a0</div>verificado el<div class=\"d0 w247\">\u00a0</div>cumplimiento de<div class=\"d0 w480\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l2326 t3807\" id=\"a15510\">objetivos correspondientes<div class=\"d0 w499\">\u00a0</div>al ejercicio<div class=\"d0 w1240\">\u00a0</div>2023 y, a<div class=\"d0 w960\">\u00a0</div>propuesta de<div class=\"d0 w267\">\u00a0</div>la CNRGC,<div class=\"d0 w386\">\u00a0</div>ha determinado </div><div class=\"po0 fs14 cl2 l2326 t3808\" id=\"a15511\">el<div class=\"d0 w25\">\u00a0</div>incentivo<div class=\"d0 w376\">\u00a0</div>resultante<div class=\"d0 w370\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>2023<div class=\"d0 w275\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>el<div class=\"d0 w463\">\u00a0</div>consiguiente<div class=\"d0 w492\">\u00a0</div>n\u00famero<div class=\"d0 w372\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l2326 t3809\" id=\"a15513\">entregar a cada uno de los beneficiarios, de acuerdo con el<div class=\"d0 w341\">\u00a0</div>siguiente detalle: </div><div class=\"po0 fs15 cl2 l2328 t3810\" id=\"a15516\">Cumplimiento objetivos<div class=\"d0 w696\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs15 cl2 l2329 t3811\" id=\"a15519\">N\u00aa<div class=\"d0 w554\">\u00a0</div>total<div class=\"d0 w718\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2329 t3812\" id=\"a15520\">brutas a entregar<div class=\"d0 w472\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2316 t3811\" id=\"a15522\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2316 t3812\" id=\"a15523\">acciones brutas<div class=\"d0 w1241\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2316 t3813\" id=\"a15524\">2024 (1/3) </div><div class=\"po0 fs15 cl2 l2330 t3811\" id=\"a15526\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2330 t3812\" id=\"a15527\">acciones<div class=\"d0 w257\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2330 t3813\" id=\"a15528\">en 2025 (2/3) </div><div class=\"po0 fs15 cl2 l2331 t3811\" id=\"a15532\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2331 t3812\" id=\"a15533\">acciones<div class=\"d0 w154\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2331 t3813\" id=\"a15534\">en 2026 (3/3) </div><div class=\"po0 fs15 cl2 l2319 t3814\" id=\"a15538\">CFO PRISA </div><div class=\"po0 fs15 cl2 l2320 t3814\" id=\"a15540\">831.146 </div><div class=\"po0 fs32 cl2 l2332 t3815\" id=\"a15542\">277.049 </div><div class=\"po0 fs32 cl2 l2333 t3815\" id=\"a15544\">277.049 </div><div class=\"po0 fs32 cl2 l2334 t3815\" id=\"a15546\">277.048 </div><div class=\"po0 fs15 cl2 l2319 t3816\" id=\"a15548\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2335 t3816\" id=\"a15550\">1.045.245 </div><div class=\"po0 fs32 cl2 l2332 t3817\" id=\"a15552\">348.415 </div><div class=\"po0 fs32 cl2 l2333 t3817\" id=\"a15554\">348.415 </div><div class=\"po0 fs32 cl2 l2336 t3817\" id=\"a15556\">348.415 (*) </div><div class=\"po0 fs15 cl2 l2319 t3818\" id=\"a15558\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2335 t3818\" id=\"a15560\">1.024.671 </div><div class=\"po0 fs32 cl2 l2332 t3819\" id=\"a15562\">341.557 </div><div class=\"po0 fs32 cl2 l2333 t3819\" id=\"a15564\">341.557 </div><div class=\"po0 fs32 cl2 l2334 t3819\" id=\"a15566\">341.557 </div><div class=\"po0 fs15 cl2 l2319 t3820\" id=\"a15568\">Equipo Directivo </div><div class=\"po0 fs15 cl2 l2335 t3820\" id=\"a15570\">3.080.251 </div><div class=\"po0 fs32 cl2 l2337 t3821\" id=\"a15572\">1.026.753 </div><div class=\"po0 fs32 cl2 l2333 t3821\" id=\"a15574\">847.977 </div><div class=\"po0 fs32 cl2 l2334 t3821\" id=\"a15576\">847.977 </div><div class=\"po0 fs32 cl2 l2338 t3822\" id=\"a15578\">(*) Como<div class=\"d0 w51\">\u00a0</div>consecuencia<div class=\"d0 w473\">\u00a0</div>de su<div class=\"d0 w1242\">\u00a0</div>salida de<div class=\"d0 w696\">\u00a0</div>la compa\u00f1\u00eda,<div class=\"d0 w1243\">\u00a0</div>al Sr.<div class=\"d0 w653\">\u00a0</div>N\u00fa\u00f1ez no<div class=\"d0 w740\">\u00a0</div>se le<div class=\"d0 w473\">\u00a0</div>liquidar\u00e1n<div class=\"d0 w614\">\u00a0</div>las 348.415<div class=\"d0 w964\">\u00a0</div>acciones correspondientes </div><div class=\"po0 fs32 cl2 l2338 t3823\" id=\"a15579\">al tercer tercio, pagadero<div class=\"d0 w555\">\u00a0</div>en 2026.<div class=\"d0 w246\">\u00a0</div></div></div></div></div></div></div></div><div class=\"po1 w681 h297 lh0\" id=\"TextBlockContainer2911\"><div class=\"po0 l342 t756 f0\" id=\"div_2905_XBRL_TS_11ddf6ebf6264a5199ddb731cf339585_3\"><div class=\"po1 w681 h209 lh0\" id=\"TextBlockContainer2909\"><div class=\"po0 l342 t756 f0\" id=\"div_2906_XBRL_TS_d8a0d770016d42b88c982e66e5b0d646_3\"><div class=\"po1 w681 h209 lh0\" id=\"TextBlockContainer2907\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w1245 po0 h282 l2339 t3824 bgc3\">\u00a0</div>\n<div class=\"w1246 po0 h282 l1503 t3824 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3825 bgc0\">\u00a0</div>\n<div class=\"w1245 po0 h12 l2339 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2340 t3824 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2089 t3824 bgc0\">\u00a0</div>\n<div class=\"w1247 po0 h296 l2339 t3826 bgc3\">\u00a0</div>\n<div class=\"w1230 po0 h282 l1503 t3826 bgc3\">\u00a0</div>\n<div class=\"w1248 po0 h296 l2341 t3826 bgc3\">\u00a0</div>\n<div class=\"w1249 po0 h37 l2342 t3826 bgc3\">\u00a0</div>\n<div class=\"w1249 po0 h282 l2342 t3827 bgc3\">\u00a0</div>\n<div class=\"w1250 po0 h296 l1808 t3826 bgc3\">\u00a0</div>\n<div class=\"w1251 po0 h37 l2343 t3826 bgc3\">\u00a0</div>\n<div class=\"w1251 po0 h282 l2343 t3827 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3828 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3828 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3828 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2340 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l1651 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2344 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2089 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t2098 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t2098 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t2098 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2340 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1651 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2344 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2089 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3829 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3829 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3829 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2340 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1651 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2344 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2089 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3831 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3831 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3831 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2340 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1651 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2344 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2089 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3833 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3833 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3833 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2340 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3835 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1651 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3835 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2344 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3835 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2089 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3835 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2907\"><div class=\"po0 fs14 cl2 l488 t756\" id=\"a15591\">Las cuentas anuales del ejercicio<div class=\"d0 w140\">\u00a0</div>2023 fueron formuladas el d\u00eda 12 de<div class=\"d0 w446\">\u00a0</div>marzo de 2024 y el </div><div class=\"po0 fs14 cl2 l488 t816\" id=\"a15592\">primer tercio<div class=\"d0 w327\">\u00a0</div>del importe<div class=\"d0 w621\">\u00a0</div>resultante del<div class=\"d0 w327\">\u00a0</div>incentivo de<div class=\"d0 w298\">\u00a0</div>2023 fue<div class=\"d0 w499\">\u00a0</div>liquidado en<div class=\"d0 w489\">\u00a0</div>mayo de<div class=\"d0 w446\">\u00a0</div>2024, </div><div class=\"po0 fs14 cl2 l488 t902\" id=\"a15593\">de acuerdo con el detalle siguiente:<div class=\"d0 w481\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1090 t3836\" id=\"a15596\">Liquidaci\u00f3n y entrega<div class=\"d0 w626\">\u00a0</div>de acciones objetivos<div class=\"d0 w559\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs15 cl2 l2345 t3837\" id=\"a15599\">N\u00ba<div class=\"d0 w1253\">\u00a0</div>acciones<div class=\"d0 w1254\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2345 t3838\" id=\"a15600\">liquidadas en 2024<div class=\"d0 w725\">\u00a0</div>(1/3) </div><div class=\"po0 fs15 cl2 l2346 t3837\" id=\"a15604\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones<div class=\"d0 w1255\">\u00a0</div>netas </div><div class=\"po0 fs15 cl2 l2346 t3838\" id=\"a15605\">entregadas en 2024 (1/3) </div><div class=\"po0 fs15 cl2 l708 t3839\" id=\"a15609\">CFO PRISA </div><div class=\"po0 fs32 cl2 l2347 t3840\" id=\"a15611\">277.049</div><div class=\"po0 fs32 cl2 l2348 t3840\" id=\"a15613\">152.461 </div><div class=\"po0 fs15 cl2 l708 t3841\" id=\"a15615\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w514\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2347 t3842\" id=\"a15617\">348.415</div><div class=\"po0 fs32 cl2 l2348 t3842\" id=\"a15619\">191.106 </div><div class=\"po0 fs15 cl2 l708 t3843\" id=\"a15621\">Presidente Ejecutivo Santillana<div class=\"d0 w964\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2347 t3844\" id=\"a15623\">341.557</div><div class=\"po0 fs32 cl2 l2348 t3844\" id=\"a15625\">187.652 </div><div class=\"po0 fs15 cl2 l708 t3845\" id=\"a15627\">Equipo Directivo </div><div class=\"po0 fs32 cl2 l2153 t3846\" id=\"a15630\">1.026.753</div><div class=\"po0 fs32 cl2 l2348 t3846\" id=\"a15632\">643.297 </div><div class=\"po0 fs14 cl2 l488 t1388\" id=\"a15635\">En<div class=\"d0 w361\">\u00a0</div>2025<div class=\"d0 w31\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>2026,<div class=\"d0 w110\">\u00a0</div>dentro<div class=\"d0 w234\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>60<div class=\"d0 w31\">\u00a0</div>d\u00edas<div class=\"d0 w22\">\u00a0</div>naturales<div class=\"d0 w9\">\u00a0</div>siguientes<div class=\"d0 w17\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w34\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l488 t1389\" id=\"a15636\">cuentas correspondientes a los ejercicios 2024 y 2025, respectivamente, se liquidar\u00e1n los </div><div class=\"po0 fs14 cl2 l488 t1959\" id=\"a15637\">dos tercios<div class=\"d0 w515\">\u00a0</div>restantes del<div class=\"d0 w413\">\u00a0</div>incentivo del<div class=\"d0 w697\">\u00a0</div>ejercicio 2023,<div class=\"d0 w614\">\u00a0</div>si se<div class=\"d0 w561\">\u00a0</div>cumplen el<div class=\"d0 w411\">\u00a0</div>resto de<div class=\"d0 w620\">\u00a0</div>condiciones </div><div class=\"po0 fs14 cl2 l488 t1960\" id=\"a15639\">establecidas en el Reglamento de los Planes. </div><div class=\"po0 fs14 cl2 l488 t3847\" id=\"a15642\">Se<div class=\"d0 w507\">\u00a0</div>hace<div class=\"d0 w294\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w382\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>propuesta<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t3848\" id=\"a15643\">Nombramientos, Retribuciones y Gobierno Corporativo (CNRGC), ha acordado que D. </div><div class=\"po0 fs14 cl2 l488 t3849\" id=\"a15644\">Carlos N\u00fa\u00f1ez<div class=\"d0 w60\">\u00a0</div>(consejero de<div class=\"d0 w39\">\u00a0</div>PRISA y<div class=\"d0 w295\">\u00a0</div>Presidente Ejecutivo de<div class=\"d0 w111\">\u00a0</div>PRISA Media<div class=\"d0 w55\">\u00a0</div>hasta el<div class=\"d0 w234\">\u00a0</div>26 </div><div class=\"po0 fs14 cl2 l488 t3850\" id=\"a15645\">de<div class=\"d0 w246\">\u00a0</div>febrero de<div class=\"d0 w247\">\u00a0</div>2025) pueda<div class=\"d0 w418\">\u00a0</div>percibir las<div class=\"d0 w474\">\u00a0</div>acciones que<div class=\"d0 w49\">\u00a0</div>se iban<div class=\"d0 w391\">\u00a0</div>a liquidar<div class=\"d0 w173\">\u00a0</div>a su<div class=\"d0 w367\">\u00a0</div>favor en<div class=\"d0 w539\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l488 t1722\" id=\"a15648\">ejercicio 2025, por<div class=\"d0 w394\">\u00a0</div>el cumplimiento de<div class=\"d0 w49\">\u00a0</div>los objetivos correspondientes<div class=\"d0 w33\">\u00a0</div>al segundo tercio </div><div class=\"po0 fs14 cl2 l488 t266\" id=\"a15649\">del ejercicio 2023. </div><div class=\"po0 fs14 cl2 l2349 t3851\" id=\"a15652\">iii.</div><div class=\"po0 fs14 cl2 l488 t3851\" id=\"a15653\"><div class=\"d0 w613\">\u00a0</div>Cumplimiento objetivos ejercicios 2024 y 2025:<div class=\"d0 w978\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3852\" id=\"a15657\">De cumplirse alguno de los objetivos previstos en<div class=\"d0 w299\">\u00a0</div>los ejercicios 2024 y 2025, las acciones </div><div class=\"po0 fs14 cl2 l488 t3853\" id=\"a15658\">se entregar\u00e1n<div class=\"d0 w484\">\u00a0</div>a los<div class=\"d0 w110\">\u00a0</div>beneficiarios en<div class=\"d0 w18\">\u00a0</div>tres tercios,<div class=\"d0 w47\">\u00a0</div>en los<div class=\"d0 w264\">\u00a0</div>a\u00f1os 2025,<div class=\"d0 w59\">\u00a0</div>2026, 2027 y<div class=\"d0 w485\">\u00a0</div>2028, de </div><div class=\"po0 fs14 cl2 l2350 t967\" id=\"a15659\">acuerdo con lo establecido anteriormente.</div></div></div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2911\"><div class=\"po0 fs14 cl2 l488 t3810\" id=\"a15662\">Se<div class=\"d0 w507\">\u00a0</div>hace<div class=\"d0 w294\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w382\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>propuesta<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t3854\" id=\"a15663\">Nombramientos, Retribuciones y Gobierno Corporativo (CNRGC), ha acordado que D. </div><div class=\"po0 fs14 cl2 l488 t3855\" id=\"a15664\">Carlos N\u00fa\u00f1ez<div class=\"d0 w60\">\u00a0</div>(consejero de<div class=\"d0 w39\">\u00a0</div>PRISA y<div class=\"d0 w295\">\u00a0</div>Presidente Ejecutivo de<div class=\"d0 w111\">\u00a0</div>PRISA Media<div class=\"d0 w55\">\u00a0</div>hasta el<div class=\"d0 w234\">\u00a0</div>26 </div><div class=\"po0 fs14 cl2 l488 t3856\" id=\"a15665\">de<div class=\"d0 w246\">\u00a0</div>febrero de<div class=\"d0 w247\">\u00a0</div>2025) pueda<div class=\"d0 w418\">\u00a0</div>percibir las<div class=\"d0 w474\">\u00a0</div>acciones que<div class=\"d0 w49\">\u00a0</div>se iban<div class=\"d0 w391\">\u00a0</div>a liquidar<div class=\"d0 w173\">\u00a0</div>a su<div class=\"d0 w367\">\u00a0</div>favor en<div class=\"d0 w539\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l488 t3857\" id=\"a15668\">ejercicio 2025, por<div class=\"d0 w532\">\u00a0</div>el cumplimiento de<div class=\"d0 w326\">\u00a0</div>los objetivos correspondientes<div class=\"d0 w584\">\u00a0</div>al primer tercio<div class=\"d0 w558\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l2350 t1327\" id=\"a15669\">ejercicio 2024.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfSharebasedPaymentArrangementsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_363": {
   "value": "<div class=\"po1 w681 h287 lh0\" id=\"TextBlockContainer2853\"><div class=\"po0 l342 t756 f0\" id=\"div_2850_XBRL_TS_11ddf6ebf6264a5199ddb731cf339585\"><div class=\"po1 w681 h287 lh0\" id=\"TextBlockContainer2851\"><div class=\"po1 w681 z0\" id=\"TextContainer2851\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a15192\">A 31<div class=\"d0 w343\">\u00a0</div>de diciembre<div class=\"d0 w246\">\u00a0</div>de 2024<div class=\"d0 w395\">\u00a0</div>se encontraban<div class=\"d0 w129\">\u00a0</div>en vigor<div class=\"d0 w129\">\u00a0</div>los siguientes<div class=\"d0 w366\">\u00a0</div>planes que<div class=\"d0 w32\">\u00a0</div>est\u00e1n<div class=\"d0 w1200\">\u00a0</div>ligados<div class=\"d0 w1077\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l451 t757\" id=\"a15206\">cumplimiento de objetivos cuantitativos financieros,<div class=\"d0 w50\">\u00a0</div>en los ejercicios 2022,<div class=\"d0 w63\">\u00a0</div>2023, 2024 y 2025<div class=\"d0 w57\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l451 t758\" id=\"a15209\">son<div class=\"d0 w59\">\u00a0</div>pagaderos<div class=\"d0 w58\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>acciones<div class=\"d0 w395\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>PRISA.<div class=\"d0 w34\">\u00a0</div>De<div class=\"d0 w286\">\u00a0</div>cumplirse<div class=\"d0 w32\">\u00a0</div>alguno<div class=\"d0 w9\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>objetivos previstos<div class=\"d0 w531\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l451 t1009\" id=\"a15211\">citados ejercicios, se entregar\u00e1n las acciones a los beneficiarios en tres tercios, en los a\u00f1os 2024, </div><div class=\"po0 fs14 cl2 l451 t818\" id=\"a15212\">2025, 2026, 2027 y 2028, de acuerdo con lo establecido. Son los siguientes: </div><div class=\"po0 fs14 cl2 l2262 t820\" id=\"a15217\">i.</div><div class=\"po0 fs14 cl2 l2155 t820\" id=\"a15218\"><div class=\"d0 w613\">\u00a0</div>Plan de<div class=\"d0 w484\">\u00a0</div>incentivos 2022-2025 de<div class=\"d0 w229\">\u00a0</div>la CFO<div class=\"d0 w56\">\u00a0</div>de PRISA<div class=\"d0 w48\">\u00a0</div>(consejera ejecutiva<div class=\"d0 w24\">\u00a0</div>de PRISA)<div class=\"d0 w32\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l2263 t406\" id=\"a15222\">v\u00e9ase </div><div class=\"po0 fs26 cl2 l2155 t3691\" id=\"a15223\">nota 21</div><div class=\"po0 fs14 cl2 l2264 t821\" id=\"a15224\">). </div><div class=\"po0 fs14 cl2 l873 t3692\" id=\"a15227\">ii.</div><div class=\"po0 fs14 cl2 l2155 t3692\" id=\"a15228\"><div class=\"d0 w613\">\u00a0</div>Plan de<div class=\"d0 w48\">\u00a0</div>incentivos 2022-2025 del<div class=\"d0 w201\">\u00a0</div>Presidente Ejecutivo<div class=\"d0 w39\">\u00a0</div>de Santillana (consejero<div class=\"d0 w201\">\u00a0</div>ejecutivo </div><div class=\"po0 fs14 cl2 l2155 t3693\" id=\"a15232\">de PRISA) (</div><div class=\"po0 fs26 cl2 l2265 t2686\" id=\"a15233\">v\u00e9ase nota 21</div><div class=\"po0 fs14 cl2 ls11 l1058 t3693\" id=\"a15234\">). </div><div class=\"po0 fs14 cl2 l466 t961\" id=\"a15237\">iii.</div><div class=\"po0 fs14 cl2 l2155 t961\" id=\"a15239\"><div class=\"d0 w613\">\u00a0</div>Plan<div class=\"d0 w749\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>incentivos<div class=\"d0 w430\">\u00a0</div>2022-2025<div class=\"d0 w534\">\u00a0</div>del<div class=\"d0 w197\">\u00a0</div>Presidente<div class=\"d0 w159\">\u00a0</div>Ejecutivo<div class=\"d0 w197\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>PRISA<div class=\"d0 w749\">\u00a0</div>Media<div class=\"d0 w347\">\u00a0</div>(consejero </div><div class=\"po0 fs14 cl2 l2155 t962\" id=\"a15243\">ejecutivo de PRISA). Se hace constar<div class=\"d0 w299\">\u00a0</div>que el 26 de febrero de<div class=\"d0 w113\">\u00a0</div>2025 el consejero ejecutivo D. </div><div class=\"po0 fs14 cl2 l2155 t963\" id=\"a15244\">Carlos N\u00fa\u00f1ez ha cesado como<div class=\"d0 w557\">\u00a0</div>consejero de PRISA y como<div class=\"d0 w266\">\u00a0</div>Presidente Ejecutivo de PRISA </div><div class=\"po0 fs14 cl2 l2155 t3694\" id=\"a15246\">Media (</div><div class=\"po0 fs26 cl2 l2266 t3695\" id=\"a15247\">v\u00e9ase nota 21</div><div class=\"po0 fs14 cl2 l2267 t3694\" id=\"a15248\">). </div><div class=\"po0 fs14 cl2 l383 t3696\" id=\"a15251\">iv.</div><div class=\"po0 fs14 cl2 l2155 t3696\" id=\"a15252\"><div class=\"d0 w613\">\u00a0</div>Plan<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>incentivos<div class=\"d0 w59\">\u00a0</div>2022-2025<div class=\"d0 w167\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Equipo<div class=\"d0 w236\">\u00a0</div>Directivo<div class=\"d0 w333\">\u00a0</div>(PRISA<div class=\"d0 w56\">\u00a0</div>Media,<div class=\"d0 w175\">\u00a0</div>Santillana<div class=\"d0 w39\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>PRISA </div><div class=\"po0 fs14 cl2 l2155 t3697\" id=\"a15256\">Corporativo): </div><div class=\"po0 fs14 cl2 l488 t3698\" id=\"a15259\">El Consejo de<div class=\"d0 w368\">\u00a0</div>Administraci\u00f3n de PRISA en<div class=\"d0 w57\">\u00a0</div>su reuni\u00f3n celebrada<div class=\"d0 w22\">\u00a0</div>el 26 de<div class=\"d0 w48\">\u00a0</div>abril de 2022 </div><div class=\"po0 fs14 cl2 l488 t3699\" id=\"a15260\">aprob\u00f3 un<div class=\"d0 w110\">\u00a0</div>plan de<div class=\"d0 w239\">\u00a0</div>incentivos a medio<div class=\"d0 w286\">\u00a0</div>plazo, del que<div class=\"d0 w248\">\u00a0</div>son beneficiarios<div class=\"d0 w418\">\u00a0</div>un colectivo<div class=\"d0 w32\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t3700\" id=\"a15262\">directivos de PRISA Media,<div class=\"d0 w234\">\u00a0</div>Santillana y PRISA Corporativo. A<div class=\"d0 w228\">\u00a0</div>cierre del ejercicio 2024 </div><div class=\"po0 fs14 cl2 l488 t3701\" id=\"a15263\">ning\u00fan miembro del colectivo de la alta direcci\u00f3n es beneficiario<div class=\"d0 w479\">\u00a0</div>de este Plan. </div><div class=\"po0 fs14 cl2 l488 t3702\" id=\"a15266\">El Plan est\u00e1 ligado al cumplimiento<div class=\"d0 w558\">\u00a0</div>de los siguientes objetivos cuantitativos<div class=\"d0 w557\">\u00a0</div>financieros, </div><div class=\"po0 fs14 cl2 l488 t3703\" id=\"a15267\">en los ejercicios 2022, 2023, 2024 y 2025: i) en el caso de PRISA Media los objetivos<div class=\"d0 w328\">\u00a0</div>est\u00e1n </div><div class=\"po0 fs14 cl2 l488 t3704\" id=\"a15268\">vinculados al<div class=\"d0 w18\">\u00a0</div>EBITDA, Cash Flow<div class=\"d0 w33\">\u00a0</div>e ingresos digitales<div class=\"d0 w55\">\u00a0</div>de su presupuesto;<div class=\"d0 w63\">\u00a0</div>ii) en<div class=\"d0 w22\">\u00a0</div>el caso </div><div class=\"po0 fs14 cl2 l488 t3705\" id=\"a15270\">de Santillana est\u00e1n vinculados al EBIT y al<div class=\"d0 w488\">\u00a0</div>Cash Flow de su presupuesto y iii)<div class=\"d0 w251\">\u00a0</div>en el caso </div><div class=\"po0 fs14 cl2 l488 t3706\" id=\"a15271\">de<div class=\"d0 w207\">\u00a0</div>PRISA<div class=\"d0 w491\">\u00a0</div>Corporativo<div class=\"d0 w496\">\u00a0</div>est\u00e1n<div class=\"d0 w611\">\u00a0</div>ligados<div class=\"d0 w648\">\u00a0</div>al<div class=\"d0 w272\">\u00a0</div>Cash<div class=\"d0 w504\">\u00a0</div>Flow<div class=\"d0 w841\">\u00a0</div>ajustado<div class=\"d0 w1024\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>Grupo<div class=\"d0 w435\">\u00a0</div>Prisa<div class=\"d0 w495\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l488 t3707\" id=\"a15272\">presupuesto. </div><div class=\"po0 fs14 cl2 l488 t3708\" id=\"a15275\">A cada uno<div class=\"d0 w21\">\u00a0</div>de los referidos colectivos de directivos<div class=\"d0 w34\">\u00a0</div>de PRISA Media y<div class=\"d0 w20\">\u00a0</div>de Santillana se </div><div class=\"po0 fs14 cl2 l488 t3257\" id=\"a15276\">les ha asignado un<div class=\"d0 w38\">\u00a0</div>n\u00famero de acciones te\u00f3ricas<div class=\"d0 w47\">\u00a0</div>equivalentes a un total de<div class=\"d0 w57\">\u00a0</div>700 miles de </div><div class=\"po0 fs14 cl2 l488 t3709\" id=\"a15277\">euros brutos por cada a\u00f1o<div class=\"d0 w478\">\u00a0</div>de duraci\u00f3n del Plan,<div class=\"d0 w141\">\u00a0</div>y al colectivo<div class=\"d0 w266\">\u00a0</div>de beneficiarios de PRISA </div><div class=\"po0 fs14 cl2 l488 t3710\" id=\"a15280\">Corporativo se les ha asignado un n\u00famero de acciones<div class=\"d0 w140\">\u00a0</div>te\u00f3ricas equivalentes a 125 miles </div><div class=\"po0 fs14 cl2 l488 t3711\" id=\"a15281\">de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>brutos<div class=\"d0 w228\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>cada<div class=\"d0 w175\">\u00a0</div>a\u00f1o<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>duraci\u00f3n<div class=\"d0 w248\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>Plan,<div class=\"d0 w173\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>servir\u00e1n<div class=\"d0 w421\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>referencia<div class=\"d0 w418\">\u00a0</div>para </div><div class=\"po0 fs14 cl2 l488 t3712\" id=\"a15282\">determinar el n\u00famero final de<div class=\"d0 w30\">\u00a0</div>acciones a entregar. Los<div class=\"d0 w246\">\u00a0</div>c\u00e1lculos de las acciones te\u00f3ricas </div><div class=\"po0 fs14 cl2 l488 t3713\" id=\"a15285\">se han realizado considerando<div class=\"d0 w634\">\u00a0</div>el valor burs\u00e1til<div class=\"d0 w140\">\u00a0</div>promedio de la<div class=\"d0 w402\">\u00a0</div>acci\u00f3n de PRISA durante </div><div class=\"po0 fs14 cl2 l488 t3714\" id=\"a15286\">el \u00faltimo trimestre de 2021.<div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3715\" id=\"a15289\">En<div class=\"d0 w588\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>ejercicio<div class=\"d0 w243\">\u00a0</div>2024<div class=\"d0 w156\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>ha<div class=\"d0 w444\">\u00a0</div>registrado<div class=\"d0 w513\">\u00a0</div>un<div class=\"d0 w408\">\u00a0</div>gasto<div class=\"d0 w636\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>646<div class=\"d0 w194\">\u00a0</div>miles<div class=\"d0 w260\">\u00a0</div>euros<div class=\"d0 w68\">\u00a0</div>por<div class=\"d0 w749\">\u00a0</div>este<div class=\"d0 w445\">\u00a0</div>Plan </div><div class=\"po0 fs14 cl2 l488 t3716\" id=\"a15290\">(considerando el grado de consecuci\u00f3n de los objetivos correspondientes<div class=\"d0 w299\">\u00a0</div>a los ejercicios </div></div></div></div></div><div class=\"po1 w1226 h293 lh0\" id=\"TextBlockContainer2871\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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class=\"w89 po0 h291 l2279 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2280 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2281 t3729 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3730 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2269 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l954 t3730 bgc0\">\u00a0</div>\n<div class=\"w1206 po0 h12 l2272 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l968 t3730 bgc0\">\u00a0</div>\n<div class=\"w1208 po0 h12 l2274 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2279 t3730 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2276 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2280 t3730 bgc0\">\u00a0</div>\n<div class=\"w1212 po0 h12 l2277 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3730 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2270 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2270 t3732 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2269 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l954 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l954 t3732 bgc0\">\u00a0</div>\n<div class=\"w1206 po0 h12 l2272 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l968 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l968 t3732 bgc0\">\u00a0</div>\n<div class=\"w1208 po0 h12 l2274 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2279 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2279 t3732 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2276 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2280 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2280 t3732 bgc0\">\u00a0</div>\n<div class=\"w1212 po0 h12 l2277 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2281 t3731 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3732 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2281 t3732 bgc0\">\u00a0</div>\n<div class=\"po1 w1226 z0\" id=\"TextContainer2871\"><div class=\"po0 fs14 cl2 l488 t756\" id=\"a15300\">2024, 2023 y 2022 y<div class=\"d0 w326\">\u00a0</div>valorando las acciones<div class=\"d0 w532\">\u00a0</div>al precio de cotizaci\u00f3n<div class=\"d0 w410\">\u00a0</div>de PRISA en las<div class=\"d0 w126\">\u00a0</div>fechas </div><div class=\"po0 fs14 cl2 l488 t816\" id=\"a15301\">de medici\u00f3n). </div><div class=\"po0 fs14 cl2 l1948 t817\" id=\"a15304\">Cumplimiento objetivos IMPs:<div class=\"d0 w754\">\u00a0</div></div><div class=\"po0 fs14 cl2 l1948 t3733\" id=\"a15307\">El<div class=\"d0 w398\">\u00a0</div>cumplimiento<div class=\"d0 w416\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>objetivos<div class=\"d0 w715\">\u00a0</div>correspondientes<div class=\"d0 w492\">\u00a0</div>a<div class=\"d0 w210\">\u00a0</div>cada<div class=\"d0 w398\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>verifica<div class=\"d0 w900\">\u00a0</div>una<div class=\"d0 w441\">\u00a0</div>vez </div><div class=\"po0 fs14 cl2 l1948 t3734\" id=\"a15308\">finalizado el ejercicio correspondiente, tras la formulaci\u00f3n de las cuentas anuales relativas a </div><div class=\"po0 fs14 cl2 l1948 t3735\" id=\"a15309\">dicho ejercicio. El incentivo que resulte para cada ejercicio se pagar\u00e1 en tres tercios, durante </div><div class=\"po0 fs14 cl2 l1948 t3736\" id=\"a15311\">los tres ejercicios siguientes, en la fecha que determine el Consejo de Administraci\u00f3n dentro </div><div class=\"po0 fs14 cl2 l1948 t3737\" id=\"a15312\">de<div class=\"d0 w671\">\u00a0</div>los<div class=\"d0 w665\">\u00a0</div>60<div class=\"d0 w863\">\u00a0</div>d\u00edas<div class=\"d0 w668\">\u00a0</div>naturales<div class=\"d0 w321\">\u00a0</div>siguientes<div class=\"d0 w1090\">\u00a0</div>a<div class=\"d0 w665\">\u00a0</div>la<div class=\"d0 w860\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w1214\">\u00a0</div>de<div class=\"d0 w671\">\u00a0</div>las<div class=\"d0 w859\">\u00a0</div>cuentas<div class=\"d0 w1215\">\u00a0</div>del<div class=\"d0 w771\">\u00a0</div>ejercicio </div><div class=\"po0 fs14 cl2 l1948 t3738\" id=\"a15313\">inmediatamente anterior.<div class=\"d0 w1162\">\u00a0</div></div><div class=\"po0 fs14 cl2 l2156 t3739\" id=\"a15316\">i.</div><div class=\"po0 fs14 cl2 l488 t3739\" id=\"a15317\"><div class=\"d0 w613\">\u00a0</div>Cumplimiento objetivos ejercicio 2022: </div><div class=\"po0 fs14 cl2 l2155 t3355\" id=\"a15321\">En 2023 el Consejo de Administraci\u00f3n<div class=\"d0 w299\">\u00a0</div>de PRISA verific\u00f3 el cumplimiento de los<div class=\"d0 w392\">\u00a0</div>objetivos </div><div class=\"po0 fs14 cl2 l2155 t1922\" id=\"a15323\">correspondientes<div class=\"d0 w225\">\u00a0</div>al<div class=\"d0 w162\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2022<div class=\"d0 w291\">\u00a0</div>y,<div class=\"d0 w586\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>propuesta<div class=\"d0 w224\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>Nombramientos, </div><div class=\"po0 fs14 cl2 l2155 t3356\" id=\"a15324\">Retribuciones y Gobierno Corporativo (\u201cCNRGC\u201d), determin\u00f3<div class=\"d0 w561\">\u00a0</div>el incentivo resultante del </div><div class=\"po0 fs14 cl2 l2155 t3357\" id=\"a15325\">ejercicio<div class=\"d0 w168\">\u00a0</div>2022<div class=\"d0 w275\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>consiguiente<div class=\"d0 w492\">\u00a0</div>n\u00famero<div class=\"d0 w720\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>entregar<div class=\"d0 w493\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>cada<div class=\"d0 w336\">\u00a0</div>uno<div class=\"d0 w487\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l2155 t3358\" id=\"a15327\">beneficiarios, de acuerdo con el siguiente detalle: </div><div class=\"po0 fs15 cl2 l902 t3740\" id=\"a15330\">Cumplimiento objetivos<div class=\"d0 w696\">\u00a0</div>ejercicio 2022 </div><div class=\"po0 fs15 cl2 l2283 t3741\" id=\"a15333\">N\u00aa<div class=\"d0 w477\">\u00a0</div>total<div class=\"d0 w485\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2283 t3742\" id=\"a15334\">brutas<div class=\"d0 w282\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>entregar<div class=\"d0 w60\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2283 t3743\" id=\"a15335\">(cumplimiento </div><div class=\"po0 fs15 cl2 l2283 t3744\" id=\"a15336\">incentivo </div><div class=\"po0 fs15 cl2 l2283 t3745\" id=\"a15337\">ejercicio 2022) </div><div class=\"po0 fs15 cl2 l1823 t3741\" id=\"a15339\">N\u00ba<div class=\"d0 w1216\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l1823 t3742\" id=\"a15340\">brutas<div class=\"d0 w168\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>liquidar<div class=\"d0 w361\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1823 t3743\" id=\"a15341\">en 2023 (1/3)<div class=\"d0 w423\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2284 t3741\" id=\"a15343\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2284 t3742\" id=\"a15344\">brutas<div class=\"d0 w1218\">\u00a0</div>a </div><div class=\"po0 fs15 cl2 l2284 t3743\" id=\"a15345\">liquidar en 2024 </div><div class=\"po0 fs15 cl2 l2284 t3744\" id=\"a15346\">(2/3)<div class=\"d0 w1219\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2285 t3741\" id=\"a15350\">N\u00ba<div class=\"d0 w1220\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2285 t3742\" id=\"a15351\">brutas<div class=\"d0 w1221\">\u00a0</div>a </div><div class=\"po0 fs15 cl2 l2285 t3743\" id=\"a15352\">liquidar<div class=\"d0 w1222\">\u00a0</div>en<div class=\"d0 w245\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2285 t3744\" id=\"a15353\">2025 (3/3)<div class=\"d0 w341\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1191 t3746\" id=\"a15357\">CFO PRISA </div><div class=\"po0 fs15 cl2 l1860 t3746\" id=\"a15359\">748.031 </div><div class=\"po0 fs32 cl2 l2286 t3747\" id=\"a15361\">249.344 </div><div class=\"po0 fs32 cl2 l2287 t3747\" id=\"a15363\">249.344 </div><div class=\"po0 fs32 cl2 l2288 t3747\" id=\"a15365\">249.343 </div><div class=\"po0 fs15 cl2 l1191 t3748\" id=\"a15367\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1860 t3748\" id=\"a15369\">339.538 </div><div class=\"po0 fs32 cl2 l2286 t3749\" id=\"a15371\">113.179 </div><div class=\"po0 fs32 cl2 l2287 t3749\" id=\"a15373\">113.179 </div><div class=\"po0 fs32 cl2 l2288 t3749\" id=\"a15375\">113.180 </div><div class=\"po0 fs15 cl2 l1191 t3750\" id=\"a15377\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1860 t3750\" id=\"a15379\">992.294 </div><div class=\"po0 fs32 cl2 l2286 t3751\" id=\"a15381\">330.765 </div><div class=\"po0 fs32 cl2 l2287 t3751\" id=\"a15383\">330.765 </div><div class=\"po0 fs32 cl2 l2288 t3751\" id=\"a15385\">330.764 </div><div class=\"po0 fs15 cl2 l1191 t3752\" id=\"a15387\">Equipo Directivo </div><div class=\"po0 fs15 cl2 l2289 t3752\" id=\"a15389\">1.926.679 </div><div class=\"po0 fs32 cl2 l2286 t3753\" id=\"a15391\">653.249 </div><div class=\"po0 fs32 cl2 l2287 t3753\" id=\"a15393\">636.711 </div><div class=\"po0 fs32 cl2 l2288 t3753\" id=\"a15395\">501.711 </div><div class=\"po0 fs14 cl2 l488 t3754\" id=\"a15398\">Las cuentas<div class=\"d0 w484\">\u00a0</div>anuales de<div class=\"d0 w26\">\u00a0</div>los ejercicios 2022<div class=\"d0 w486\">\u00a0</div>y 2023<div class=\"d0 w333\">\u00a0</div>fueron formuladas el<div class=\"d0 w111\">\u00a0</div>28 de<div class=\"d0 w395\">\u00a0</div>marzo de </div><div class=\"po0 fs14 cl2 l488 t3755\" id=\"a15399\">2023 y el 12 de marzo de 2024, respectivamente.<div class=\"d0 w928\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3756\" id=\"a15402\">El primer y segundo tercio<div class=\"d0 w26\">\u00a0</div>del incentivo resultante del ejercicio 2022<div class=\"d0 w57\">\u00a0</div>fueron liquidados </div><div class=\"po0 fs14 cl2 l488 t3757\" id=\"a15403\">en<div class=\"d0 w244\">\u00a0</div>mayo<div class=\"d0 w554\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>2023<div class=\"d0 w275\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>mayo<div class=\"d0 w611\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>2024,<div class=\"d0 w398\">\u00a0</div>respectivamente,<div class=\"d0 w536\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>acuerdo<div class=\"d0 w213\">\u00a0</div>con<div class=\"d0 w611\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>detalle </div><div class=\"po0 fs14 cl2 l488 t3758\" id=\"a15404\">siguiente: </div></div></div><div class=\"po1 w1244 h58 lh0\" id=\"TextBlockContainer2889\"><img alt=\"doc2p9i1\" class=\"po0 l2290 t1473 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w1232 po0 h12 l2292 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t1643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l462 t3772 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2307 t3772 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h295 l2292 t3773 bgc3\">\u00a0</div>\n<div class=\"w1205 po0 h282 l2293 t3773 bgc3\">\u00a0</div>\n<div class=\"w1234 po0 h295 l2308 t3773 bgc3\">\u00a0</div>\n<div class=\"w1235 po0 h37 l1389 t3773 bgc3\">\u00a0</div>\n<div class=\"w1235 po0 h282 l1389 t3774 bgc3\">\u00a0</div>\n<div class=\"w1208 po0 h295 l2297 t3773 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h37 l2298 t3773 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h37 l2298 t3774 bgc3\">\u00a0</div>\n<div class=\"w1209 po0 h282 l2298 t3775 bgc3\">\u00a0</div>\n<div class=\"w1236 po0 h295 l2309 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2310 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2310 t3774 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h282 l2310 t3775 bgc3\">\u00a0</div>\n<div class=\"w1210 po0 h295 l2311 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2312 t3773 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h37 l2312 t3774 bgc3\">\u00a0</div>\n<div class=\"w1211 po0 h282 l2312 t3775 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3776 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3776 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3776 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3776 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3776 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3776 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l462 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l1196 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2303 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l1086 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2313 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h295 l2307 t3773 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3777 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3777 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3777 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3777 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3777 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3777 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l462 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1196 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2303 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1086 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2313 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2307 t3778 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3779 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3779 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3779 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3779 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3779 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3779 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l462 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1196 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2303 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1086 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2313 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2307 t1651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3780 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3780 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3780 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3780 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3780 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l462 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1196 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2303 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1086 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2313 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2307 t3781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3782 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3782 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3782 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3782 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3782 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3782 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l462 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l462 t3784 bgc0\">\u00a0</div>\n<div class=\"w1204 po0 h12 l2292 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1196 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1196 t3784 bgc0\">\u00a0</div>\n<div class=\"w1234 po0 h12 l2308 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2303 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2303 t3784 bgc0\">\u00a0</div>\n<div class=\"w1237 po0 h12 l2297 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1086 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1086 t3784 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l2309 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2313 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2313 t3784 bgc0\">\u00a0</div>\n<div class=\"w1210 po0 h12 l2311 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2307 t3783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2307 t3784 bgc0\">\u00a0</div>\n<div class=\"po1 w1244 z0\" id=\"TextContainer2889\"><div class=\"po0 fs15 cl2 l2314 t756\" id=\"a15416\">Liquidaci\u00f3n y entrega<div class=\"d0 w626\">\u00a0</div>de acciones objetivos<div class=\"d0 w559\">\u00a0</div>ejercicio 2022 </div><div class=\"po0 fs15 cl2 l2315 t3785\" id=\"a15419\">N\u00ba<div class=\"d0 w1216\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2315 t3786\" id=\"a15420\">brutas<div class=\"d0 w369\">\u00a0</div>liquidadas </div><div class=\"po0 fs15 cl2 l2315 t3787\" id=\"a15421\">en 2023 (1/3) </div><div class=\"po0 fs15 cl2 l2316 t3788\" id=\"a15425\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2316 t3785\" id=\"a15426\">netas </div><div class=\"po0 fs15 cl2 l2316 t3786\" id=\"a15427\">entregadas<div class=\"d0 w1238\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2316 t3787\" id=\"a15428\">2023 (1/3) </div><div class=\"po0 fs15 cl2 l2317 t3788\" id=\"a15432\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2317 t3785\" id=\"a15433\">brutas </div><div class=\"po0 fs15 cl2 l2317 t3786\" id=\"a15434\">liquidadas<div class=\"d0 w1239\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2317 t3787\" id=\"a15435\">2024 (2/3) </div><div class=\"po0 fs15 cl2 l2318 t3788\" id=\"a15439\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2318 t3785\" id=\"a15440\">netas </div><div class=\"po0 fs15 cl2 l2318 t3786\" id=\"a15441\">entregadas<div class=\"d0 w1238\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2318 t3787\" id=\"a15442\">2024(2/3) </div><div class=\"po0 fs15 cl2 l2319 t1566\" id=\"a15446\">CFO PRISA </div><div class=\"po0 fs32 cl2 l2320 t3789\" id=\"a15448\">249.344 </div><div class=\"po0 fs32 cl2 l2321 t3789\" id=\"a15450\">139.234 </div><div class=\"po0 fs32 cl2 l2322 t3789\" id=\"a15452\">249.344 </div><div class=\"po0 fs32 cl2 l2323 t3789\" id=\"a15454\">137.214 </div><div class=\"po0 fs15 cl2 l2319 t3790\" id=\"a15456\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2320 t3791\" id=\"a15458\">113.179 </div><div class=\"po0 fs32 cl2 l2324 t3791\" id=\"a15460\">63.132 </div><div class=\"po0 fs32 cl2 l2322 t3791\" id=\"a15462\">113.179 </div><div class=\"po0 fs32 cl2 l2325 t3791\" id=\"a15464\">62.079 </div><div class=\"po0 fs15 cl2 l2319 t3792\" id=\"a15466\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2320 t3793\" id=\"a15468\">330.765 </div><div class=\"po0 fs32 cl2 l2321 t3793\" id=\"a15470\">182.153 </div><div class=\"po0 fs32 cl2 l2322 t3793\" id=\"a15472\">330.765 </div><div class=\"po0 fs32 cl2 l2323 t3793\" id=\"a15474\">181.722 </div><div class=\"po0 fs15 cl2 l2319 t3794\" id=\"a15476\">Equipo Directivo </div><div class=\"po0 fs32 cl2 l2320 t3795\" id=\"a15478\">653.249 </div><div class=\"po0 fs32 cl2 l2321 t3795\" id=\"a15480\">364.158 </div><div class=\"po0 fs32 cl2 l2322 t3795\" id=\"a15482\">636.711 </div><div class=\"po0 fs32 cl2 l2323 t3795\" id=\"a15484\">456.334 </div><div class=\"po0 fs14 cl2 l2326 t3796\" id=\"a15488\">En<div class=\"d0 w376\">\u00a0</div>2025,<div class=\"d0 w226\">\u00a0</div>dentro<div class=\"d0 w160\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>60<div class=\"d0 w291\">\u00a0</div>d\u00edas<div class=\"d0 w337\">\u00a0</div>naturales<div class=\"d0 w288\">\u00a0</div>siguientes<div class=\"d0 w284\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>cuentas </div><div class=\"po0 fs14 cl2 l2326 t3797\" id=\"a15489\">correspondientes al ejercicio<div class=\"d0 w32\">\u00a0</div>2024, se<div class=\"d0 w129\">\u00a0</div>liquidar\u00e1 el tercer<div class=\"d0 w20\">\u00a0</div>tercio restante<div class=\"d0 w246\">\u00a0</div>de incentivo del </div><div class=\"po0 fs14 cl2 l2326 t3798\" id=\"a15490\">ejercicio 2022, si se<div class=\"d0 w85\">\u00a0</div>cumplen el resto de<div class=\"d0 w342\">\u00a0</div>condiciones establecidas en<div class=\"d0 w556\">\u00a0</div>el Reglamento de los </div><div class=\"po0 fs14 cl2 l2326 t3799\" id=\"a15492\">Planes. </div><div class=\"po0 fs14 cl2 l2326 t3800\" id=\"a15495\">Se<div class=\"d0 w507\">\u00a0</div>hace<div class=\"d0 w294\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w382\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>propuesta<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l2326 t3801\" id=\"a15496\">Nombramientos, Retribuciones y Gobierno Corporativo (CNRGC), ha acordado que D. </div><div class=\"po0 fs14 cl2 l2326 t3802\" id=\"a15497\">Carlos N\u00fa\u00f1ez<div class=\"d0 w60\">\u00a0</div>(consejero de<div class=\"d0 w39\">\u00a0</div>PRISA y<div class=\"d0 w295\">\u00a0</div>Presidente Ejecutivo de<div class=\"d0 w111\">\u00a0</div>PRISA Media<div class=\"d0 w55\">\u00a0</div>hasta el<div class=\"d0 w234\">\u00a0</div>26 </div><div class=\"po0 fs14 cl2 l2326 t626\" id=\"a15498\">de<div class=\"d0 w246\">\u00a0</div>febrero de<div class=\"d0 w247\">\u00a0</div>2025) pueda<div class=\"d0 w418\">\u00a0</div>percibir las<div class=\"d0 w474\">\u00a0</div>acciones que<div class=\"d0 w49\">\u00a0</div>se iban<div class=\"d0 w391\">\u00a0</div>a liquidar<div class=\"d0 w173\">\u00a0</div>a su<div class=\"d0 w367\">\u00a0</div>favor en<div class=\"d0 w539\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l2326 t3803\" id=\"a15501\">ejercicio 2025, por el cumplimiento de los objetivos correspondientes al tercer tercio del </div><div class=\"po0 fs14 cl2 l2326 t3804\" id=\"a15502\">ejercicio 2022. </div><div class=\"po0 fs14 cl2 l2327 t3805\" id=\"a15505\">ii.</div><div class=\"po0 fs14 cl2 l2326 t3805\" id=\"a15506\">Cumplimiento objetivos ejercicio 2023: </div><div class=\"po0 fs14 cl2 l2326 t3806\" id=\"a15509\">En<div class=\"d0 w32\">\u00a0</div>2024 el<div class=\"d0 w296\">\u00a0</div>Consejo de<div class=\"d0 w175\">\u00a0</div>Administraci\u00f3n de<div class=\"d0 w295\">\u00a0</div>PRISA ha<div class=\"d0 w486\">\u00a0</div>verificado el<div class=\"d0 w247\">\u00a0</div>cumplimiento de<div class=\"d0 w480\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l2326 t3807\" id=\"a15510\">objetivos correspondientes<div class=\"d0 w499\">\u00a0</div>al ejercicio<div class=\"d0 w1240\">\u00a0</div>2023 y, a<div class=\"d0 w960\">\u00a0</div>propuesta de<div class=\"d0 w267\">\u00a0</div>la CNRGC,<div class=\"d0 w386\">\u00a0</div>ha determinado </div><div class=\"po0 fs14 cl2 l2326 t3808\" id=\"a15511\">el<div class=\"d0 w25\">\u00a0</div>incentivo<div class=\"d0 w376\">\u00a0</div>resultante<div class=\"d0 w370\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>ejercicio<div class=\"d0 w168\">\u00a0</div>2023<div class=\"d0 w275\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>el<div class=\"d0 w463\">\u00a0</div>consiguiente<div class=\"d0 w492\">\u00a0</div>n\u00famero<div class=\"d0 w372\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>acciones<div class=\"d0 w279\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l2326 t3809\" id=\"a15513\">entregar a cada uno de los beneficiarios, de acuerdo con el<div class=\"d0 w341\">\u00a0</div>siguiente detalle: </div><div class=\"po0 fs15 cl2 l2328 t3810\" id=\"a15516\">Cumplimiento objetivos<div class=\"d0 w696\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs15 cl2 l2329 t3811\" id=\"a15519\">N\u00aa<div class=\"d0 w554\">\u00a0</div>total<div class=\"d0 w718\">\u00a0</div>acciones </div><div class=\"po0 fs15 cl2 l2329 t3812\" id=\"a15520\">brutas a entregar<div class=\"d0 w472\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2316 t3811\" id=\"a15522\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2316 t3812\" id=\"a15523\">acciones brutas<div class=\"d0 w1241\">\u00a0</div>en </div><div class=\"po0 fs15 cl2 l2316 t3813\" id=\"a15524\">2024 (1/3) </div><div class=\"po0 fs15 cl2 l2330 t3811\" id=\"a15526\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2330 t3812\" id=\"a15527\">acciones<div class=\"d0 w257\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2330 t3813\" id=\"a15528\">en 2025 (2/3) </div><div class=\"po0 fs15 cl2 l2331 t3811\" id=\"a15532\">Liquidaci\u00f3n </div><div class=\"po0 fs15 cl2 l2331 t3812\" id=\"a15533\">acciones<div class=\"d0 w154\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2331 t3813\" id=\"a15534\">en 2026 (3/3) </div><div class=\"po0 fs15 cl2 l2319 t3814\" id=\"a15538\">CFO PRISA </div><div class=\"po0 fs15 cl2 l2320 t3814\" id=\"a15540\">831.146 </div><div class=\"po0 fs32 cl2 l2332 t3815\" id=\"a15542\">277.049 </div><div class=\"po0 fs32 cl2 l2333 t3815\" id=\"a15544\">277.049 </div><div class=\"po0 fs32 cl2 l2334 t3815\" id=\"a15546\">277.048 </div><div class=\"po0 fs15 cl2 l2319 t3816\" id=\"a15548\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2335 t3816\" id=\"a15550\">1.045.245 </div><div class=\"po0 fs32 cl2 l2332 t3817\" id=\"a15552\">348.415 </div><div class=\"po0 fs32 cl2 l2333 t3817\" id=\"a15554\">348.415 </div><div class=\"po0 fs32 cl2 l2336 t3817\" id=\"a15556\">348.415 (*) </div><div class=\"po0 fs15 cl2 l2319 t3818\" id=\"a15558\">Presidente Ejecutivo Santillana<div class=\"d0 w1225\">\u00a0</div></div><div class=\"po0 fs15 cl2 l2335 t3818\" id=\"a15560\">1.024.671 </div><div class=\"po0 fs32 cl2 l2332 t3819\" id=\"a15562\">341.557 </div><div class=\"po0 fs32 cl2 l2333 t3819\" id=\"a15564\">341.557 </div><div class=\"po0 fs32 cl2 l2334 t3819\" id=\"a15566\">341.557 </div><div class=\"po0 fs15 cl2 l2319 t3820\" id=\"a15568\">Equipo Directivo </div><div class=\"po0 fs15 cl2 l2335 t3820\" id=\"a15570\">3.080.251 </div><div class=\"po0 fs32 cl2 l2337 t3821\" id=\"a15572\">1.026.753 </div><div class=\"po0 fs32 cl2 l2333 t3821\" id=\"a15574\">847.977 </div><div class=\"po0 fs32 cl2 l2334 t3821\" id=\"a15576\">847.977 </div><div class=\"po0 fs32 cl2 l2338 t3822\" id=\"a15578\">(*) Como<div class=\"d0 w51\">\u00a0</div>consecuencia<div class=\"d0 w473\">\u00a0</div>de su<div class=\"d0 w1242\">\u00a0</div>salida de<div class=\"d0 w696\">\u00a0</div>la compa\u00f1\u00eda,<div class=\"d0 w1243\">\u00a0</div>al Sr.<div class=\"d0 w653\">\u00a0</div>N\u00fa\u00f1ez no<div class=\"d0 w740\">\u00a0</div>se le<div class=\"d0 w473\">\u00a0</div>liquidar\u00e1n<div class=\"d0 w614\">\u00a0</div>las 348.415<div class=\"d0 w964\">\u00a0</div>acciones correspondientes </div><div class=\"po0 fs32 cl2 l2338 t3823\" id=\"a15579\">al tercer tercio, pagadero<div class=\"d0 w555\">\u00a0</div>en 2026.<div class=\"d0 w246\">\u00a0</div></div></div></div><div class=\"po1 w681 h209 lh0\" id=\"TextBlockContainer2907\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w1245 po0 h282 l2339 t3824 bgc3\">\u00a0</div>\n<div class=\"w1246 po0 h282 l1503 t3824 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3825 bgc0\">\u00a0</div>\n<div class=\"w1245 po0 h12 l2339 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3825 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2340 t3824 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h282 l2089 t3824 bgc0\">\u00a0</div>\n<div class=\"w1247 po0 h296 l2339 t3826 bgc3\">\u00a0</div>\n<div class=\"w1230 po0 h282 l1503 t3826 bgc3\">\u00a0</div>\n<div class=\"w1248 po0 h296 l2341 t3826 bgc3\">\u00a0</div>\n<div class=\"w1249 po0 h37 l2342 t3826 bgc3\">\u00a0</div>\n<div class=\"w1249 po0 h282 l2342 t3827 bgc3\">\u00a0</div>\n<div class=\"w1250 po0 h296 l1808 t3826 bgc3\">\u00a0</div>\n<div class=\"w1251 po0 h37 l2343 t3826 bgc3\">\u00a0</div>\n<div class=\"w1251 po0 h282 l2343 t3827 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3828 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3828 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3828 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3828 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2340 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l1651 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2344 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h296 l2089 t3826 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t2098 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t2098 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t2098 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t2098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2340 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1651 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2344 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2089 t2099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3829 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3829 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3829 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2340 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l1651 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2344 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h291 l2089 t3830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3831 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3831 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3831 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2340 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l1651 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2344 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h215 l2089 t3832 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3833 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3833 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3833 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3833 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2340 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2340 t3835 bgc0\">\u00a0</div>\n<div class=\"w1252 po0 h12 l2339 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l1651 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1651 t3835 bgc0\">\u00a0</div>\n<div class=\"w1248 po0 h12 l2341 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2344 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2344 t3835 bgc0\">\u00a0</div>\n<div class=\"w1250 po0 h12 l1808 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h292 l2089 t3834 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3835 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2089 t3835 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2907\"><div class=\"po0 fs14 cl2 l488 t756\" id=\"a15591\">Las cuentas anuales del ejercicio<div class=\"d0 w140\">\u00a0</div>2023 fueron formuladas el d\u00eda 12 de<div class=\"d0 w446\">\u00a0</div>marzo de 2024 y el </div><div class=\"po0 fs14 cl2 l488 t816\" id=\"a15592\">primer tercio<div class=\"d0 w327\">\u00a0</div>del importe<div class=\"d0 w621\">\u00a0</div>resultante del<div class=\"d0 w327\">\u00a0</div>incentivo de<div class=\"d0 w298\">\u00a0</div>2023 fue<div class=\"d0 w499\">\u00a0</div>liquidado en<div class=\"d0 w489\">\u00a0</div>mayo de<div class=\"d0 w446\">\u00a0</div>2024, </div><div class=\"po0 fs14 cl2 l488 t902\" id=\"a15593\">de acuerdo con el detalle siguiente:<div class=\"d0 w481\">\u00a0</div></div><div class=\"po0 fs15 cl2 l1090 t3836\" id=\"a15596\">Liquidaci\u00f3n y entrega<div class=\"d0 w626\">\u00a0</div>de acciones objetivos<div class=\"d0 w559\">\u00a0</div>ejercicio 2023 </div><div class=\"po0 fs15 cl2 l2345 t3837\" id=\"a15599\">N\u00ba<div class=\"d0 w1253\">\u00a0</div>acciones<div class=\"d0 w1254\">\u00a0</div>brutas </div><div class=\"po0 fs15 cl2 l2345 t3838\" id=\"a15600\">liquidadas en 2024<div class=\"d0 w725\">\u00a0</div>(1/3) </div><div class=\"po0 fs15 cl2 l2346 t3837\" id=\"a15604\">N\u00ba<div class=\"d0 w1217\">\u00a0</div>acciones<div class=\"d0 w1255\">\u00a0</div>netas </div><div class=\"po0 fs15 cl2 l2346 t3838\" id=\"a15605\">entregadas en 2024 (1/3) </div><div class=\"po0 fs15 cl2 l708 t3839\" id=\"a15609\">CFO PRISA </div><div class=\"po0 fs32 cl2 l2347 t3840\" id=\"a15611\">277.049</div><div class=\"po0 fs32 cl2 l2348 t3840\" id=\"a15613\">152.461 </div><div class=\"po0 fs15 cl2 l708 t3841\" id=\"a15615\">Presidente Ejecutivo PRISA<div class=\"d0 w1223\">\u00a0</div>Media<div class=\"d0 w514\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2347 t3842\" id=\"a15617\">348.415</div><div class=\"po0 fs32 cl2 l2348 t3842\" id=\"a15619\">191.106 </div><div class=\"po0 fs15 cl2 l708 t3843\" id=\"a15621\">Presidente Ejecutivo Santillana<div class=\"d0 w964\">\u00a0</div></div><div class=\"po0 fs32 cl2 l2347 t3844\" id=\"a15623\">341.557</div><div class=\"po0 fs32 cl2 l2348 t3844\" id=\"a15625\">187.652 </div><div class=\"po0 fs15 cl2 l708 t3845\" id=\"a15627\">Equipo Directivo </div><div class=\"po0 fs32 cl2 l2153 t3846\" id=\"a15630\">1.026.753</div><div class=\"po0 fs32 cl2 l2348 t3846\" id=\"a15632\">643.297 </div><div class=\"po0 fs14 cl2 l488 t1388\" id=\"a15635\">En<div class=\"d0 w361\">\u00a0</div>2025<div class=\"d0 w31\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>2026,<div class=\"d0 w110\">\u00a0</div>dentro<div class=\"d0 w234\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>60<div class=\"d0 w31\">\u00a0</div>d\u00edas<div class=\"d0 w22\">\u00a0</div>naturales<div class=\"d0 w9\">\u00a0</div>siguientes<div class=\"d0 w17\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>formulaci\u00f3n<div class=\"d0 w34\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l488 t1389\" id=\"a15636\">cuentas correspondientes a los ejercicios 2024 y 2025, respectivamente, se liquidar\u00e1n los </div><div class=\"po0 fs14 cl2 l488 t1959\" id=\"a15637\">dos tercios<div class=\"d0 w515\">\u00a0</div>restantes del<div class=\"d0 w413\">\u00a0</div>incentivo del<div class=\"d0 w697\">\u00a0</div>ejercicio 2023,<div class=\"d0 w614\">\u00a0</div>si se<div class=\"d0 w561\">\u00a0</div>cumplen el<div class=\"d0 w411\">\u00a0</div>resto de<div class=\"d0 w620\">\u00a0</div>condiciones </div><div class=\"po0 fs14 cl2 l488 t1960\" id=\"a15639\">establecidas en el Reglamento de los Planes. </div><div class=\"po0 fs14 cl2 l488 t3847\" id=\"a15642\">Se<div class=\"d0 w507\">\u00a0</div>hace<div class=\"d0 w294\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>que<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w382\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>propuesta<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Comisi\u00f3n<div class=\"d0 w339\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t3848\" id=\"a15643\">Nombramientos, Retribuciones y Gobierno Corporativo (CNRGC), ha acordado que D. </div><div class=\"po0 fs14 cl2 l488 t3849\" id=\"a15644\">Carlos N\u00fa\u00f1ez<div class=\"d0 w60\">\u00a0</div>(consejero de<div class=\"d0 w39\">\u00a0</div>PRISA y<div class=\"d0 w295\">\u00a0</div>Presidente Ejecutivo de<div class=\"d0 w111\">\u00a0</div>PRISA Media<div class=\"d0 w55\">\u00a0</div>hasta el<div class=\"d0 w234\">\u00a0</div>26 </div><div class=\"po0 fs14 cl2 l488 t3850\" id=\"a15645\">de<div class=\"d0 w246\">\u00a0</div>febrero de<div class=\"d0 w247\">\u00a0</div>2025) pueda<div class=\"d0 w418\">\u00a0</div>percibir las<div class=\"d0 w474\">\u00a0</div>acciones que<div class=\"d0 w49\">\u00a0</div>se iban<div class=\"d0 w391\">\u00a0</div>a liquidar<div class=\"d0 w173\">\u00a0</div>a su<div class=\"d0 w367\">\u00a0</div>favor en<div class=\"d0 w539\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l488 t1722\" id=\"a15648\">ejercicio 2025, por<div class=\"d0 w394\">\u00a0</div>el cumplimiento de<div class=\"d0 w49\">\u00a0</div>los objetivos correspondientes<div class=\"d0 w33\">\u00a0</div>al segundo tercio </div><div class=\"po0 fs14 cl2 l488 t266\" id=\"a15649\">del ejercicio 2023. </div><div class=\"po0 fs14 cl2 l2349 t3851\" id=\"a15652\">iii.</div><div class=\"po0 fs14 cl2 l488 t3851\" id=\"a15653\"><div class=\"d0 w613\">\u00a0</div>Cumplimiento objetivos ejercicios 2024 y 2025:<div class=\"d0 w978\">\u00a0</div></div><div class=\"po0 fs14 cl2 l488 t3852\" id=\"a15657\">De cumplirse alguno de los objetivos previstos en<div class=\"d0 w299\">\u00a0</div>los ejercicios 2024 y 2025, las acciones </div><div class=\"po0 fs14 cl2 l488 t3853\" id=\"a15658\">se entregar\u00e1n<div class=\"d0 w484\">\u00a0</div>a los<div class=\"d0 w110\">\u00a0</div>beneficiarios en<div class=\"d0 w18\">\u00a0</div>tres tercios,<div class=\"d0 w47\">\u00a0</div>en los<div class=\"d0 w264\">\u00a0</div>a\u00f1os 2025,<div class=\"d0 w59\">\u00a0</div>2026, 2027 y<div class=\"d0 w485\">\u00a0</div>2028, de </div><div class=\"po0 fs14 cl2 l2350 t967\" id=\"a15659\">acuerdo con lo establecido anteriormente.</div></div></div><div class=\"po1 w681 h353 lh0\" id=\"TextBlockContainer3145\"><div class=\"w89 po0 h12 l3190 t1611 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3190 t1611 bgc0\">\u00a0</div>\n<div class=\"w982 po0 h12 l3191 t1611 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3192 t1611 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3192 t1611 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l3190 t4979 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l3192 t4979 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3190 t3033 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l3191 t3033 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3193 t3033 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l3194 t3033 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3192 t3033 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3190 t4980 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3193 t4980 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3192 t4980 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2141 t2097 bgc0\">\u00a0</div>\n<div class=\"w1442 po0 h12 l2142 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3190 t2097 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l3191 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3193 t2097 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l3194 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3192 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l2140 t4981 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l3190 t4981 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l3193 t4981 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l3192 t4981 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2140 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3190 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3193 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3192 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2140 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3190 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3193 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3192 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2140 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3190 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3193 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3192 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2140 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3190 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3193 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3192 t3913 bgc0\">\u00a0</div>\n<div class=\"w1443 po0 h41 l2141 t4982 bgc3\">\u00a0</div>\n<div class=\"w91 po0 h33 l1936 t4778 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h41 l3191 t4982 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l3195 t4778 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h41 l3194 t4982 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l3196 t4778 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t4983 bgc0\">\u00a0</div>\n<div class=\"w1443 po0 h12 l2141 t4983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3190 t4983 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l3191 t4983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3193 t4983 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l3194 t4983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3192 t4983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2140 t4982 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t1520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t1520 bgc0\">\u00a0</div>\n<div class=\"w1443 po0 h12 l2141 t1520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3190 t4982 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3190 t1520 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l3191 t1520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3193 t4982 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3193 t1520 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l3194 t1520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3192 t4982 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3192 t1520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3192 t1520 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer3145\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a21314\">(21)<div class=\"d0 w391\">\u00a0</div>RETRIBUCIONES Y OTRAS PRESTACIONES<div class=\"d0 w265\">\u00a0</div>AL CONSEJO DE ADMINISTRACI\u00d3N </div><div class=\"po0 fs14 cl2 l451 t1561\" id=\"a21318\">Durante<div class=\"d0 w501\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>ejercicios<div class=\"d0 w2\">\u00a0</div>2024<div class=\"d0 w291\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>2023,<div class=\"d0 w226\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>sociedades<div class=\"d0 w160\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>Grupo<div class=\"d0 w340\">\u00a0</div>han<div class=\"d0 w336\">\u00a0</div>registrado<div class=\"d0 w474\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>siguientes </div><div class=\"po0 fs14 cl2 l451 t1562\" id=\"a21319\">importes por retribuciones a los miembros del Consejo de<div class=\"d0 w479\">\u00a0</div>Administraci\u00f3n de PRISA: </div><div class=\"po0 fs38 cl2 l1098 t4984\" id=\"a21325\">Miles de euros </div><div class=\"po0 fs38 cl2 l707 t4985\" id=\"a21328\">2024 </div><div class=\"po0 fs38 cl2 l2728 t4985\" id=\"a21330\">2023 </div><div class=\"po0 fs38 cl2 l2150 t4986\" id=\"a21332\">Remuneraci\u00f3n por pertenencia<div class=\"d0 w97\">\u00a0</div>al Consejo y/o Comisiones del </div><div class=\"po0 fs38 cl2 l2150 t4987\" id=\"a21333\">Consejo </div><div class=\"po0 fs38 cl2 l1772 t4988\" id=\"a21335\">1.205 </div><div class=\"po0 fs38 cl2 l3197 t4988\" id=\"a21337\">1.164 </div><div class=\"po0 fs38 cl2 l2150 t4989\" id=\"a21339\">Sueldos </div><div class=\"po0 fs38 cl2 l1772 t4989\" id=\"a21341\">1.225 </div><div class=\"po0 fs38 cl2 l3197 t4989\" id=\"a21343\">1.167 </div><div class=\"po0 fs38 cl2 l2150 t4990\" id=\"a21345\">Retribuci\u00f3n variable en efectivo </div><div class=\"po0 fs38 cl2 l2436 t4990\" id=\"a21347\">601 </div><div class=\"po0 fs38 cl2 l1277 t4990\" id=\"a21349\">695 </div><div class=\"po0 fs38 cl2 l2150 t4991\" id=\"a21351\">Sistema de retribuciones basados en<div class=\"d0 w1444\">\u00a0</div>acciones </div><div class=\"po0 fs38 cl2 l2436 t4991\" id=\"a21353\">784 </div><div class=\"po0 fs38 cl2 l1277 t4991\" id=\"a21355\">849 </div><div class=\"po0 fs38 cl2 l2150 t4992\" id=\"a21357\">Otros </div><div class=\"po0 fs38 cl2 l1830 t4992\" id=\"a21359\">28 </div><div class=\"po0 fs38 cl2 l3198 t4992\" id=\"a21361\">30 </div><div class=\"po0 fs39 cl2 l2150 t4993\" id=\"a21363\">Total </div><div class=\"po0 fs39 cl2 l1772 t4993\" id=\"a21365\">3.843 </div><div class=\"po0 fs39 cl2 l3197 t4993\" id=\"a21367\">3.905 </div><div class=\"po0 fs25 cl2 l3199 t4994\" id=\"a21371\">Observaciones generales: </div><div class=\"po0 fs14 cl2 l3200 t4995\" id=\"a21374\">La<div class=\"d0 w335\">\u00a0</div>remuneraci\u00f3n<div class=\"d0 w486\">\u00a0</div>agregada<div class=\"d0 w482\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>Consejeros<div class=\"d0 w288\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>PRISA<div class=\"d0 w284\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>refleja<div class=\"d0 w282\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>tabla<div class=\"d0 w224\">\u00a0</div>anterior </div><div class=\"po0 fs14 cl2 l3200 t4996\" id=\"a21375\">corresponde al gasto registrado por PRISA as\u00ed como por otras sociedades del Grupo distintas </div><div class=\"po0 fs14 cl2 l3200 t4997\" id=\"a21376\">a<div class=\"d0 w291\">\u00a0</div>\u00e9sta<div class=\"d0 w175\">\u00a0</div>y,<div class=\"d0 w485\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>consecuencia,<div class=\"d0 w333\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>ajusta<div class=\"d0 w293\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>provisiones<div class=\"d0 w233\">\u00a0</div>contables<div class=\"d0 w390\">\u00a0</div>realizadas<div class=\"d0 w237\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>cuenta<div class=\"d0 w230\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l3200 t4998\" id=\"a21378\">resultados consolidada. </div><div class=\"po0 fs14 cl2 l3200 t4999\" id=\"a21381\">Por tanto, la<div class=\"d0 w478\">\u00a0</div>remuneraci\u00f3n que<div class=\"d0 w634\">\u00a0</div>se refleja<div class=\"d0 w140\">\u00a0</div>en la<div class=\"d0 w402\">\u00a0</div>tabla anterior<div class=\"d0 w330\">\u00a0</div>no coincide,<div class=\"d0 w267\">\u00a0</div>en algunos conceptos, </div><div class=\"po0 fs14 cl2 l3200 t5000\" id=\"a21382\">con las retribuciones que se declarar\u00e1n en el Informe sobre Remuneraciones de los consejeros </div><div class=\"po0 fs14 cl2 l3200 t5001\" id=\"a21383\">de 2024<div class=\"d0 w286\">\u00a0</div>y en<div class=\"d0 w475\">\u00a0</div>el Informe Anual<div class=\"d0 w391\">\u00a0</div>de Gobierno<div class=\"d0 w57\">\u00a0</div>Corporativo 2024,<div class=\"d0 w264\">\u00a0</div>en los<div class=\"d0 w543\">\u00a0</div>que se<div class=\"d0 w484\">\u00a0</div>sigue el<div class=\"d0 w58\">\u00a0</div>criterio </div><div class=\"po0 fs14 cl2 l3200 t5002\" id=\"a21385\">exigido en la<div class=\"d0 w181\">\u00a0</div>Circular 3/2021 de<div class=\"d0 w21\">\u00a0</div>la CNMV (por<div class=\"d0 w27\">\u00a0</div>la que se<div class=\"d0 w396\">\u00a0</div>modifican los modelos<div class=\"d0 w17\">\u00a0</div>de informe </div><div class=\"po0 fs14 cl2 l3200 t5003\" id=\"a21386\">anual<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>gobierno<div class=\"d0 w395\">\u00a0</div>corporativo y<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>informe anual<div class=\"d0 w337\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>remuneraciones<div class=\"d0 w236\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>consejeros<div class=\"d0 w231\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l3200 t5004\" id=\"a21387\">sociedades an\u00f3nimas cotizadas), que no es el criterio de provisi\u00f3n contable. </div><div class=\"po0 fs14 cl2 l3200 t5005\" id=\"a21391\">Al 31 de diciembre<div class=\"d0 w498\">\u00a0</div>de 2024 el Consejo<div class=\"d0 w341\">\u00a0</div>de Administraci\u00f3n<div class=\"d0 w392\">\u00a0</div>estaba constituido por 15<div class=\"d0 w446\">\u00a0</div>miembros, </div><div class=\"po0 fs14 cl2 l3200 t5006\" id=\"a21392\">de los cuales 7 son hombres y 8 mujeres. </div><div class=\"po0 fs14 cl2 l3200 t5007\" id=\"a21396\">El 26 de febrero de<div class=\"d0 w295\">\u00a0</div>2025 el consejero<div class=\"d0 w95\">\u00a0</div>ejecutivo D. Carlos N\u00fa\u00f1ez ha<div class=\"d0 w21\">\u00a0</div>cesado como consejero de </div><div class=\"po0 fs14 cl2 l3200 t5008\" id=\"a21397\">PRISA y como Presidente Ejecutivo de PRISA Media. </div></div></div><div class=\"po1 w681 h326 lh0\" id=\"TextBlockContainer3153\"><div class=\"po0 l342 t756 f0\" id=\"div_3150_XBRL_TS_56b8cb5aae1040109754c3cce95c6580_1\"><div class=\"po1 w681 h326 lh0\" id=\"TextBlockContainer3151\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w1432 po0 h12 l3201 t5009 bgc0\">\u00a0</div>\n<div class=\"w1445 po0 h35 l3202 t4250 bgc1\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer3151\"><div class=\"po0 fs14 cl2 l3200 t756\" id=\"a21410\">En relaci\u00f3n con el ejercicio 2024<div class=\"d0 w1446\">\u00a0</div></div><div class=\"po0 fs14 cl2 l2262 t902\" id=\"a21413\">i.</div><div class=\"po0 fs14 cl2 l488 t902\" id=\"a21415\">Al inicio de la pandemia de<div class=\"d0 w95\">\u00a0</div>la COVID-19 el Consejo de Administraci\u00f3n de PRISA puso </div><div class=\"po0 fs14 cl2 l488 t817\" id=\"a21418\">en marcha<div class=\"d0 w232\">\u00a0</div>un plan<div class=\"d0 w229\">\u00a0</div>de contingencia<div class=\"d0 w7\">\u00a0</div>para la<div class=\"d0 w245\">\u00a0</div>adecuaci\u00f3n de<div class=\"d0 w286\">\u00a0</div>las estructuras<div class=\"d0 w200\">\u00a0</div>de costes<div class=\"d0 w518\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t818\" id=\"a21419\">sus negocios a las circunstancias, lo que dio lugar a una serie de medidas de contenci\u00f3n </div><div class=\"po0 fs14 cl2 l488 t819\" id=\"a21421\">de<div class=\"d0 w271\">\u00a0</div>gastos<div class=\"d0 w517\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>aplicaron<div class=\"d0 w382\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>ejercicios<div class=\"d0 w338\">\u00a0</div>2020<div class=\"d0 w291\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>2021.<div class=\"d0 w226\">\u00a0</div>Algunas<div class=\"d0 w225\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>estas<div class=\"d0 w468\">\u00a0</div>medidas </div><div class=\"po0 fs14 cl2 l488 t820\" id=\"a21422\">continuaron aplic\u00e1ndose<div class=\"d0 w246\">\u00a0</div>sobre la<div class=\"d0 w394\">\u00a0</div>retribuci\u00f3n de<div class=\"d0 w18\">\u00a0</div>los consejeros<div class=\"d0 w296\">\u00a0</div>no ejecutivos<div class=\"d0 w418\">\u00a0</div>de PRISA </div><div class=\"po0 fs14 cl2 l488 t821\" id=\"a21423\">en los ejercicios<div class=\"d0 w63\">\u00a0</div>2022 y 2023 y<div class=\"d0 w55\">\u00a0</div>han seguido aplic\u00e1ndose durante el<div class=\"d0 w239\">\u00a0</div>ejercicio 2024, seg\u00fan </div><div class=\"po0 fs14 cl2 l488 t822\" id=\"a21427\">se explica en<div class=\"d0 w17\">\u00a0</div>el Informe de Remuneraciones<div class=\"d0 w32\">\u00a0</div>de los consejeros remitido<div class=\"d0 w95\">\u00a0</div>a la CNMV<div class=\"d0 w24\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l488 t823\" id=\"a21429\">fecha 12 de marzo de 2024 (n\u00ba registro:</div><div class=\"po0 fs14 cl2 l1820 t823\" id=\"a21431\">27403). </div><div class=\"po0 fs14 cl2 l873 t825\" id=\"a21434\">ii.</div><div class=\"po0 fs14 cl2 l488 t825\" id=\"a21436\">Dentro de la </div><div class=\"po0 fs26 cl2 l3203 t3537\" id=\"a21437\">\u201cRemuneraci\u00f3n por<div class=\"d0 w584\">\u00a0</div>pertenencia al<div class=\"d0 w614\">\u00a0</div>Consejo y/o<div class=\"d0 w299\">\u00a0</div>Comisiones del<div class=\"d0 w325\">\u00a0</div>Consejo\u201d </div><div class=\"po0 fs14 cl2 l3204 t825\" id=\"a21438\">se incluye </div><div class=\"po0 fs14 cl2 l488 t826\" id=\"a21439\">la<div class=\"d0 w59\">\u00a0</div>remuneraci\u00f3n<div class=\"d0 w201\">\u00a0</div>correspondiente a<div class=\"d0 w225\">\u00a0</div>D.<div class=\"d0 w333\">\u00a0</div>Miguel<div class=\"d0 w395\">\u00a0</div>Barroso<div class=\"d0 w38\">\u00a0</div>Ayats<div class=\"d0 w32\">\u00a0</div>hasta<div class=\"d0 w7\">\u00a0</div>el momento<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l488 t903\" id=\"a21440\">fallecimiento en<div class=\"d0 w394\">\u00a0</div>enero de<div class=\"d0 w367\">\u00a0</div>2024, as\u00ed<div class=\"d0 w248\">\u00a0</div>como la<div class=\"d0 w167\">\u00a0</div>remuneraci\u00f3n correspondiente<div class=\"d0 w63\">\u00a0</div>a D\u00aa<div class=\"d0 w235\">\u00a0</div>Sylvia </div><div class=\"po0 fs14 cl2 l488 t1056\" id=\"a21441\">Bigio desde su nombramiento como consejera el 21 de febrero de 2024. </div><div class=\"po0 fs14 cl2 l466 t1059\" id=\"a21444\">iii.</div><div class=\"po0 fs14 cl2 l488 t1059\" id=\"a21446\">Dentro de la </div><div class=\"po0 fs26 cl2 l3205 t1060\" id=\"a21447\">\u201cRetribuci\u00f3n variable en efectivo\u201d,</div><div class=\"po0 fs14 cl2 l2389 t1059\" id=\"a21448\"><div class=\"d0 w352\">\u00a0</div>est\u00e1n incluidos los siguientes conceptos:<div class=\"d0 w574\">\u00a0</div></div><div class=\"po0 fs29 cl2 l3007 t5010\" id=\"a21452\">o</div><div class=\"po0 fs14 cl2 l3170 t1124\" id=\"a21454\">Reflejo contable<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la retribuci\u00f3n<div class=\"d0 w175\">\u00a0</div>variable anual<div class=\"d0 w281\">\u00a0</div>(bonus) te\u00f3rica<div class=\"d0 w247\">\u00a0</div>de D\u00aa<div class=\"d0 w161\">\u00a0</div>Pilar Gil,<div class=\"d0 w233\">\u00a0</div>D. </div><div class=\"po0 fs14 cl2 l3170 t1062\" id=\"a21455\">Francisco Cuadrado y D. Carlos Nu\u00f1ez, consejeros ejecutivos de la Sociedad a cierre </div><div class=\"po0 fs14 cl2 l3170 t1063\" id=\"a21457\">del ejercicio 2024,<div class=\"d0 w368\">\u00a0</div>en el cumplimiento<div class=\"d0 w418\">\u00a0</div>de los objetivos de<div class=\"d0 w333\">\u00a0</div>gesti\u00f3n 2024, en<div class=\"d0 w543\">\u00a0</div>tanto que </div><div class=\"po0 fs14 cl2 l3170 t1125\" id=\"a21461\">son<div class=\"d0 w162\">\u00a0</div>CFO<div class=\"d0 w373\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>PRISA,<div class=\"d0 w469\">\u00a0</div>Presidente<div class=\"d0 w3\">\u00a0</div>Ejecutivo<div class=\"d0 w175\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>Santillana<div class=\"d0 w247\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>Presidente<div class=\"d0 w281\">\u00a0</div>Ejecutivo<div class=\"d0 w3\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l3170 t1064\" id=\"a21466\">PRISA<div class=\"d0 w366\">\u00a0</div>Media,<div class=\"d0 w175\">\u00a0</div>respectivamente.<div class=\"d0 w39\">\u00a0</div>En<div class=\"d0 w361\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2024<div class=\"d0 w293\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>registrado<div class=\"d0 w26\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>gasto<div class=\"d0 w234\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l3170 t1065\" id=\"a21469\">importe de 598 miles de euros por este concepto. </div><div class=\"po0 fs29 cl2 l3007 t5011\" id=\"a21472\">o</div><div class=\"po0 fs14 cl2 l3170 t1129\" id=\"a21474\">Regularizaci\u00f3n del<div class=\"d0 w236\">\u00a0</div>bono 2023<div class=\"d0 w366\">\u00a0</div>de los<div class=\"d0 w395\">\u00a0</div>consejeros ejecutivos<div class=\"d0 w59\">\u00a0</div>a cierre<div class=\"d0 w23\">\u00a0</div>del ejercicio 2024 </div><div class=\"po0 fs14 cl2 l3170 t1130\" id=\"a21478\">(D\u00aa Pilar<div class=\"d0 w55\">\u00a0</div>Gil, D Francisco<div class=\"d0 w165\">\u00a0</div>Cuadrado y<div class=\"d0 w21\">\u00a0</div>D. Carlos Nu\u00f1ez),<div class=\"d0 w230\">\u00a0</div>por importe de<div class=\"d0 w421\">\u00a0</div>3 miles de </div><div class=\"po0 fs14 cl2 l3170 t1131\" id=\"a21482\">euros. </div><div class=\"po0 fs14 cl2 l3206 t1134\" id=\"a21485\">iv.</div><div class=\"po0 fs14 cl2 l488 t1134\" id=\"a21487\">En<div class=\"d0 w376\">\u00a0</div>relaci\u00f3n<div class=\"d0 w380\">\u00a0</div>con<div class=\"d0 w501\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l3010 t1135\" id=\"a21488\">Sistemas<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w382\">\u00a0</div>retribuciones<div class=\"d0 w291\">\u00a0</div>basados<div class=\"d0 w5\">\u00a0</div>en<div class=\"d0 w278\">\u00a0</div>acciones\u201d</div><div class=\"po0 fs14 cl2 l948 t1134\" id=\"a21489\">,<div class=\"d0 w339\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>hace<div class=\"d0 w2\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>lo </div><div class=\"po0 fs14 cl2 l488 t1272\" id=\"a21490\">siguiente:<div class=\"d0 w1447\">\u00a0</div></div><div class=\"po0 fs29 cl2 l3007 t4372\" id=\"a21493\">o</div><div class=\"po0 fs14 cl2 l3170 t1274\" id=\"a21495\">\u201cPlan de incentivos 2022-2025 de la CFO de PRISA: </div><div class=\"po0 fs14 cl2 l3170 t5012\" id=\"a21499\">La CFO de<div class=\"d0 w324\">\u00a0</div>PRISA, D\u00aa<div class=\"d0 w125\">\u00a0</div>Pilar Gil, es<div class=\"d0 w424\">\u00a0</div>beneficiaria de<div class=\"d0 w330\">\u00a0</div>un plan de<div class=\"d0 w328\">\u00a0</div>incentivos a<div class=\"d0 w251\">\u00a0</div>medio plazo </div><div class=\"po0 fs14 cl2 l3170 t5013\" id=\"a21500\">ligado<div class=\"d0 w1448\">\u00a0</div>al<div class=\"d0 w1449\">\u00a0</div>cumplimiento<div class=\"d0 w1450\">\u00a0</div>de<div class=\"d0 w1107\">\u00a0</div>determinados<div class=\"d0 w732\">\u00a0</div>objetivos<div class=\"d0 w1451\">\u00a0</div>cuantitativos<div class=\"d0 w1452\">\u00a0</div>financieros </div><div class=\"po0 fs14 cl2 l3170 t3811\" id=\"a21501\">recogidos en el presupuesto de PRISA (Cash Flow ajustado del Grupo PRISA) en los </div><div class=\"po0 fs14 cl2 l3170 t4238\" id=\"a21502\">ejercicios 2022, 2023, 2024 y 2025, que es pagadero en acciones. El Plan fue aprobado </div><div class=\"po0 fs14 cl2 l3170 t4239\" id=\"a21504\">por el<div class=\"d0 w39\">\u00a0</div>Consejo de Administraci\u00f3n<div class=\"d0 w239\">\u00a0</div>de PRISA el<div class=\"d0 w111\">\u00a0</div>26 de julio<div class=\"d0 w111\">\u00a0</div>de 2022<div class=\"d0 w395\">\u00a0</div>y por<div class=\"d0 w63\">\u00a0</div>la Junta<div class=\"d0 w23\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l3170 t4240\" id=\"a21505\">Accionistas celebrada el 27 de junio de 2023.<div class=\"d0 w292\">\u00a0</div></div><div class=\"po0 fs14 cl2 l3170 t5014\" id=\"a21508\">A la Sra.<div class=\"d0 w329\">\u00a0</div>Gil se<div class=\"d0 w561\">\u00a0</div>le han<div class=\"d0 w328\">\u00a0</div>asignado un<div class=\"d0 w328\">\u00a0</div>n\u00famero te\u00f3rico<div class=\"d0 w331\">\u00a0</div>de acciones equivalente<div class=\"d0 w697\">\u00a0</div>a 300<div class=\"d0 w406\">\u00a0</div>miles </div><div class=\"po0 fs14 cl2 l3170 t5015\" id=\"a21511\">de euros brutos<div class=\"d0 w300\">\u00a0</div>por cada a\u00f1o de<div class=\"d0 w329\">\u00a0</div>duraci\u00f3n del<div class=\"d0 w140\">\u00a0</div>Plan (concretamente<div class=\"d0 w532\">\u00a0</div>se le han asignado </div><div class=\"po0 fs14 cl2 l3170 t5016\" id=\"a21513\">554.097 acciones<div class=\"d0 w286\">\u00a0</div>te\u00f3ricas por<div class=\"d0 w238\">\u00a0</div>cada a\u00f1o<div class=\"d0 w296\">\u00a0</div>de duraci\u00f3n<div class=\"d0 w418\">\u00a0</div>del Plan,<div class=\"d0 w169\">\u00a0</div>que hacen<div class=\"d0 w295\">\u00a0</div>un total<div class=\"d0 w175\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l3170 t5017\" id=\"a21514\">2.216.388 acciones te\u00f3ricas). El c\u00e1lculo anterior se ha realizado considerando el valor </div><div class=\"po0 fs14 cl2 l3170 t5018\" id=\"a21518\">burs\u00e1til<div class=\"d0 w391\">\u00a0</div>promedio<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>acci\u00f3n<div class=\"d0 w164\">\u00a0</div>durante<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>\u00faltimo<div class=\"d0 w344\">\u00a0</div>trimestre<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2021.<div class=\"d0 w111\">\u00a0</div>Asimismo,<div class=\"d0 w419\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l3170 t4478\" id=\"a21519\">incentivo se podr\u00e1 incrementar en funci\u00f3n de la evoluci\u00f3n del precio de la acci\u00f3n de </div><div class=\"po0 fs14 cl2 l3170 t4480\" id=\"a21520\">PRISA. </div></div></div></div></div><div class=\"po1 w681 h61 lh0\" id=\"TextBlockContainer3159\"><div class=\"po0 l342 t756 f0\" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer3157\"><div class=\"po0 fs14 cl2 l3170 t756\" id=\"a21532\">En<div class=\"d0 w504\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>ejercicio<div class=\"d0 w282\">\u00a0</div>2024<div class=\"d0 w275\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>ha<div class=\"d0 w494\">\u00a0</div>registrado<div class=\"d0 w437\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>gasto<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>254<div class=\"d0 w276\">\u00a0</div>miles<div class=\"d0 w381\">\u00a0</div>euros<div class=\"d0 w461\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>este<div class=\"d0 w461\">\u00a0</div>Plan </div><div class=\"po0 fs14 cl2 l3170 t816\" id=\"a21534\">(considerando<div class=\"d0 w195\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>grado<div class=\"d0 w187\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>consecuci\u00f3n<div class=\"d0 w649\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>objetivos<div class=\"d0 w941\">\u00a0</div>correspondientes<div class=\"d0 w544\">\u00a0</div>a<div class=\"d0 w194\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l3170 t902\" id=\"a21535\">ejercicios 2024, 2023 y 2022<div class=\"d0 w141\">\u00a0</div>y valorando las acciones al<div class=\"d0 w85\">\u00a0</div>precio de cotizaci\u00f3n de<div class=\"d0 w532\">\u00a0</div>PRISA </div><div class=\"po0 fs14 cl2 l3170 t817\" id=\"a21536\">en las fechas de medici\u00f3n). </div><div class=\"po0 fs29 cl2 l3007 t5019\" id=\"a21539\">o</div><div class=\"po0 fs14 cl2 l3170 t819\" id=\"a21541\">\u201cPlan de incentivos 2022-2025 del Presidente Ejecutivo de Santillana\u201d: </div><div class=\"po0 fs14 cl2 l3170 t5020\" id=\"a21545\">El Presidente<div class=\"d0 w229\">\u00a0</div>Ejecutivo de<div class=\"d0 w394\">\u00a0</div>Santillana, D.<div class=\"d0 w24\">\u00a0</div>Francisco Cuadrado,<div class=\"d0 w518\">\u00a0</div>es beneficiario de<div class=\"d0 w287\">\u00a0</div>un </div><div class=\"po0 fs14 cl2 l3170 t5021\" id=\"a21546\">plan de incentivos a medio plazo ligado al<div class=\"d0 w38\">\u00a0</div>cumplimiento de determinados objetivos </div><div class=\"po0 fs14 cl2 l3170 t5022\" id=\"a21547\">cuantitativos<div class=\"d0 w389\">\u00a0</div>financieros<div class=\"d0 w361\">\u00a0</div>recogidos<div class=\"d0 w223\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>presupuesto<div class=\"d0 w167\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>Santillana<div class=\"d0 w343\">\u00a0</div>(vinculados<div class=\"d0 w369\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l3170 t5023\" id=\"a21549\">EBIT<div class=\"d0 w32\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>al Cash<div class=\"d0 w290\">\u00a0</div>Flow) en<div class=\"d0 w500\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>ejercicios 2022,<div class=\"d0 w338\">\u00a0</div>2023, 2024<div class=\"d0 w291\">\u00a0</div>y 2025,<div class=\"d0 w288\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>es pagadero<div class=\"d0 w248\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l3170 t5024\" id=\"a21550\">acciones.<div class=\"d0 w271\">\u00a0</div>El<div class=\"d0 w226\">\u00a0</div>plan<div class=\"d0 w337\">\u00a0</div>fue<div class=\"d0 w335\">\u00a0</div>aprobado<div class=\"d0 w288\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>Consejo<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n<div class=\"d0 w222\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>su<div class=\"d0 w274\">\u00a0</div>reuni\u00f3n </div><div class=\"po0 fs14 cl2 l3170 t5025\" id=\"a21551\">celebrada el<div class=\"d0 w110\">\u00a0</div>24 de<div class=\"d0 w391\">\u00a0</div>mayo<div class=\"d0 w47\">\u00a0</div>de 2022<div class=\"d0 w286\">\u00a0</div>y por<div class=\"d0 w390\">\u00a0</div>la Junta<div class=\"d0 w369\">\u00a0</div>Ordinaria de<div class=\"d0 w57\">\u00a0</div>Accionistas de<div class=\"d0 w539\">\u00a0</div>PRISA </div><div class=\"po0 fs14 cl2 l3170 t5026\" id=\"a21553\">celebrada el 28 de junio de 2022. </div><div class=\"po0 fs14 cl2 l3170 t5027\" id=\"a21557\">Al<div class=\"d0 w38\">\u00a0</div>Sr. Cuadrado<div class=\"d0 w58\">\u00a0</div>se le<div class=\"d0 w173\">\u00a0</div>han asignado<div class=\"d0 w111\">\u00a0</div>un n\u00famero<div class=\"d0 w239\">\u00a0</div>de acciones<div class=\"d0 w343\">\u00a0</div>te\u00f3ricas equivalentes<div class=\"d0 w236\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l3170 t5028\" id=\"a21558\">500<div class=\"d0 w552\">\u00a0</div>miles<div class=\"d0 w552\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>euros<div class=\"d0 w545\">\u00a0</div>brutos<div class=\"d0 w719\">\u00a0</div>por<div class=\"d0 w510\">\u00a0</div>cada<div class=\"d0 w398\">\u00a0</div>a\u00f1o<div class=\"d0 w431\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>duraci\u00f3n<div class=\"d0 w163\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>Plan<div class=\"d0 w510\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>servir\u00e1n<div class=\"d0 w263\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l3170 t5029\" id=\"a21563\">referencia para determinar el n\u00famero final de<div class=\"d0 w47\">\u00a0</div>acciones a entregar (concretamente se </div><div class=\"po0 fs14 cl2 l3170 t5030\" id=\"a21564\">le<div class=\"d0 w223\">\u00a0</div>han<div class=\"d0 w368\">\u00a0</div>asignado<div class=\"d0 w396\">\u00a0</div>923.494<div class=\"d0 w111\">\u00a0</div>acciones<div class=\"d0 w395\">\u00a0</div>te\u00f3ricas<div class=\"d0 w395\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>cada<div class=\"d0 w368\">\u00a0</div>a\u00f1o<div class=\"d0 w361\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>duraci\u00f3n<div class=\"d0 w543\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>Plan,<div class=\"d0 w239\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l3170 t5031\" id=\"a21565\">hacen<div class=\"d0 w291\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>total<div class=\"d0 w98\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>3.693.976<div class=\"d0 w245\">\u00a0</div>acciones<div class=\"d0 w249\">\u00a0</div>te\u00f3ricas).<div class=\"d0 w483\">\u00a0</div>El<div class=\"d0 w98\">\u00a0</div>c\u00e1lculo<div class=\"d0 w172\">\u00a0</div>anterior<div class=\"d0 w615\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>ha<div class=\"d0 w469\">\u00a0</div>realizado </div><div class=\"po0 fs14 cl2 l3170 t5032\" id=\"a21571\">considerando<div class=\"d0 w169\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>burs\u00e1til<div class=\"d0 w395\">\u00a0</div>promedio<div class=\"d0 w234\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>acci\u00f3n<div class=\"d0 w333\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>PRISA<div class=\"d0 w366\">\u00a0</div>durante<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>\u00faltimo </div><div class=\"po0 fs14 cl2 l3170 t5033\" id=\"a21572\">trimestre<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>2021.<div class=\"d0 w98\">\u00a0</div>Asimismo,<div class=\"d0 w485\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>incentivo<div class=\"d0 w475\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>podr\u00e1<div class=\"d0 w250\">\u00a0</div>incrementar<div class=\"d0 w174\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>funci\u00f3n<div class=\"d0 w175\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l3170 t5034\" id=\"a21574\">evoluci\u00f3n del precio de la acci\u00f3n de PRISA. </div><div class=\"po0 fs14 cl2 l3170 t5035\" id=\"a21577\">En<div class=\"d0 w504\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>ejercicio<div class=\"d0 w282\">\u00a0</div>2024<div class=\"d0 w275\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>ha<div class=\"d0 w494\">\u00a0</div>registrado<div class=\"d0 w437\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>gasto<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>266<div class=\"d0 w276\">\u00a0</div>miles<div class=\"d0 w381\">\u00a0</div>euros<div class=\"d0 w461\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>este<div class=\"d0 w461\">\u00a0</div>Plan </div><div class=\"po0 fs14 cl2 l3170 t5036\" id=\"a21579\">(considerando<div class=\"d0 w195\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>grado<div class=\"d0 w187\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>consecuci\u00f3n<div class=\"d0 w649\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>objetivos<div class=\"d0 w707\">\u00a0</div>correspondientes<div class=\"d0 w544\">\u00a0</div>a<div class=\"d0 w194\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l3170 t5037\" id=\"a21581\">ejercicios 2024, 2023 y 2022<div class=\"d0 w141\">\u00a0</div>y valorando las acciones al<div class=\"d0 w85\">\u00a0</div>precio de cotizaci\u00f3n de<div class=\"d0 w532\">\u00a0</div>PRISA </div><div class=\"po0 fs14 cl2 l3170 t5038\" id=\"a21582\">en las fechas de medici\u00f3n). </div><div class=\"po0 fs29 cl2 l3007 t5039\" id=\"a21585\">o</div><div class=\"po0 fs14 cl2 l3170 t5040\" id=\"a21587\">\u201cPlan de incentivos 2022-2025 del Presidente Ejecutivo de PRISA Media\u201d: </div><div class=\"po0 fs14 cl2 l2999 t5041\" id=\"a21591\">Como se ha mencionado anteriormente, se<div class=\"d0 w47\">\u00a0</div>hace constar que el 26 de<div class=\"d0 w57\">\u00a0</div>febrero de 2025 </div><div class=\"po0 fs14 cl2 l2999 t5042\" id=\"a21593\">el consejero<div class=\"d0 w383\">\u00a0</div>ejecutivo D. Carlos<div class=\"d0 w165\">\u00a0</div>N\u00fa\u00f1ez ha<div class=\"d0 w26\">\u00a0</div>cesado como<div class=\"d0 w21\">\u00a0</div>consejero de PRISA<div class=\"d0 w228\">\u00a0</div>y como </div><div class=\"po0 fs14 cl2 l2999 t5043\" id=\"a21594\">Presidente Ejecutivo de PRISA Media. </div><div class=\"po0 fs14 cl2 l2999 t5044\" id=\"a21598\">A 31<div class=\"d0 w18\">\u00a0</div>de diciembre de 2024,<div class=\"d0 w383\">\u00a0</div>el Sr. N\u00fa\u00f1ez,<div class=\"d0 w27\">\u00a0</div>era beneficiario de un<div class=\"d0 w23\">\u00a0</div>plan de incentivos<div class=\"d0 w47\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l2999 t5045\" id=\"a21606\">medio<div class=\"d0 w834\">\u00a0</div>plazo<div class=\"d0 w658\">\u00a0</div>ligado<div class=\"d0 w1085\">\u00a0</div>al<div class=\"d0 w316\">\u00a0</div>cumplimiento<div class=\"d0 w741\">\u00a0</div>de<div class=\"d0 w596\">\u00a0</div>determinados<div class=\"d0 w308\">\u00a0</div>objetivos<div class=\"d0 w579\">\u00a0</div>cuantitativos </div><div class=\"po0 fs14 cl2 l2999 t5046\" id=\"a21607\">financieros<div class=\"d0 w475\">\u00a0</div>recogidos<div class=\"d0 w235\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>presupuesto<div class=\"d0 w167\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>PRISA<div class=\"d0 w284\">\u00a0</div>Media<div class=\"d0 w250\">\u00a0</div>(vinculados<div class=\"d0 w369\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>EBITDA, </div><div class=\"po0 fs14 cl2 l2999 t3813\" id=\"a21608\">Cash<div class=\"d0 w376\">\u00a0</div>Flow<div class=\"d0 w720\">\u00a0</div>e<div class=\"d0 w463\">\u00a0</div>ingresos<div class=\"d0 w500\">\u00a0</div>digitales)<div class=\"d0 w163\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>ejercicios<div class=\"d0 w2\">\u00a0</div>2022,<div class=\"d0 w339\">\u00a0</div>2023,<div class=\"d0 w381\">\u00a0</div>2024<div class=\"d0 w276\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>2025,<div class=\"d0 w339\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>es </div><div class=\"po0 fs14 cl2 l2999 t5047\" id=\"a21610\">pagadero en acciones.<div class=\"d0 w1367\">\u00a0</div></div><div class=\"po0 fs14 cl2 l2999 t1941\" id=\"a21613\">El Plan<div class=\"d0 w366\">\u00a0</div>fue aprobado<div class=\"d0 w20\">\u00a0</div>por el<div class=\"d0 w39\">\u00a0</div>Consejo de<div class=\"d0 w129\">\u00a0</div>Administraci\u00f3n el<div class=\"d0 w47\">\u00a0</div>21 de<div class=\"d0 w395\">\u00a0</div>diciembre de<div class=\"d0 w27\">\u00a0</div>2021, </div><div class=\"po0 fs14 cl2 l2999 t5048\" id=\"a21614\">fue posteriormente modificado<div class=\"d0 w299\">\u00a0</div>por el Consejo (para<div class=\"d0 w251\">\u00a0</div>hacerlo extensivo al a\u00f1o<div class=\"d0 w299\">\u00a0</div>2025, en </div><div class=\"po0 fs14 cl2 l2999 t5049\" id=\"a21615\">l\u00ednea con el Plan Estrat\u00e9gico de la<div class=\"d0 w561\">\u00a0</div>Compa\u00f1\u00eda) con fecha 26 de abril de<div class=\"d0 w406\">\u00a0</div>2022 y tambi\u00e9n </div><div class=\"po0 fs14 cl2 l2999 t5050\" id=\"a21616\">fue aprobado en la Junta Ordinaria de Accionistas de PRISA celebrada el 28 de junio </div><div class=\"po0 fs14 cl2 l2999 t5051\" id=\"a21619\">de 2022. Desde<div class=\"d0 w515\">\u00a0</div>el momento en<div class=\"d0 w328\">\u00a0</div>que el Sr.<div class=\"d0 w406\">\u00a0</div>N\u00fa\u00f1ez ha<div class=\"d0 w516\">\u00a0</div>dejado la Compa\u00f1\u00eda,<div class=\"d0 w341\">\u00a0</div>en febrero de </div><div class=\"po0 fs14 cl2 l2999 t5052\" id=\"a21622\">2025, este Plan ha dejado de estar en vigor </div></div></div></div></div><div class=\"po1 w681 h150 lh0\" id=\"TextBlockContainer3165\"><div class=\"po0 l342 t756 f0\" id=\"div_3162_XBRL_TS_56b8cb5aae1040109754c3cce95c6580_3\"><div class=\"po1 w681 h150 lh0\" id=\"TextBlockContainer3163\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w1432 po0 h12 l530 t5053 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer3163\"><div class=\"po0 fs14 cl2 l2999 t756\" id=\"a21634\">Al Sr. N\u00fa\u00f1ez<div class=\"d0 w423\">\u00a0</div>se le hab\u00edan<div class=\"d0 w387\">\u00a0</div>asignado un<div class=\"d0 w328\">\u00a0</div>n\u00famero de acciones<div class=\"d0 w560\">\u00a0</div>te\u00f3ricas equivalentes<div class=\"d0 w265\">\u00a0</div>a 500 </div><div class=\"po0 fs14 cl2 l2999 t816\" id=\"a21641\">miles de euros brutos<div class=\"d0 w24\">\u00a0</div>por cada a\u00f1o<div class=\"d0 w95\">\u00a0</div>de duraci\u00f3n del Plan que<div class=\"d0 w39\">\u00a0</div>servir\u00edan de referencia </div><div class=\"po0 fs14 cl2 l2999 t902\" id=\"a21647\">para determinar<div class=\"d0 w324\">\u00a0</div>el n\u00famero<div class=\"d0 w758\">\u00a0</div>final de<div class=\"d0 w550\">\u00a0</div>acciones a<div class=\"d0 w414\">\u00a0</div>entregar (concretamente<div class=\"d0 w427\">\u00a0</div>se le<div class=\"d0 w251\">\u00a0</div>asignaron </div><div class=\"po0 fs14 cl2 l2999 t817\" id=\"a21650\">923.494 acciones<div class=\"d0 w391\">\u00a0</div>te\u00f3ricas por<div class=\"d0 w238\">\u00a0</div>cada a\u00f1o<div class=\"d0 w539\">\u00a0</div>de duraci\u00f3n<div class=\"d0 w165\">\u00a0</div>del Plan,<div class=\"d0 w169\">\u00a0</div>que hacen<div class=\"d0 w421\">\u00a0</div>un total<div class=\"d0 w175\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l2999 t818\" id=\"a21651\">3.693.976<div class=\"d0 w206\">\u00a0</div>acciones<div class=\"d0 w202\">\u00a0</div>te\u00f3ricas).<div class=\"d0 w1023\">\u00a0</div>El<div class=\"d0 w441\">\u00a0</div>c\u00e1lculo<div class=\"d0 w436\">\u00a0</div>anterior<div class=\"d0 w462\">\u00a0</div>se<div class=\"d0 w415\">\u00a0</div>realiz\u00f3<div class=\"d0 w431\">\u00a0</div>considerando<div class=\"d0 w436\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l2999 t819\" id=\"a21655\">burs\u00e1til<div class=\"d0 w428\">\u00a0</div>promedio<div class=\"d0 w1023\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>acci\u00f3n<div class=\"d0 w706\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>PRISA<div class=\"d0 w188\">\u00a0</div>durante<div class=\"d0 w244\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>\u00faltimo<div class=\"d0 w261\">\u00a0</div>trimestre<div class=\"d0 w552\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>2021. </div><div class=\"po0 fs14 cl2 l2999 t820\" id=\"a21656\">Asimismo, el incentivo se<div class=\"d0 w556\">\u00a0</div>pod\u00eda incrementar en funci\u00f3n<div class=\"d0 w405\">\u00a0</div>de la evoluci\u00f3n del<div class=\"d0 w267\">\u00a0</div>precio de </div><div class=\"po0 fs14 cl2 l2999 t821\" id=\"a21661\">la acci\u00f3n de PRISA. </div><div class=\"po0 fs14 cl2 l3170 t823\" id=\"a21664\">En<div class=\"d0 w504\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>ejercicio<div class=\"d0 w282\">\u00a0</div>2024<div class=\"d0 w275\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>ha<div class=\"d0 w494\">\u00a0</div>registrado<div class=\"d0 w437\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>gasto<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>264<div class=\"d0 w276\">\u00a0</div>miles<div class=\"d0 w381\">\u00a0</div>euros<div class=\"d0 w461\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>este<div class=\"d0 w461\">\u00a0</div>Plan </div><div class=\"po0 fs14 cl2 l3170 t824\" id=\"a21666\">(considerando<div class=\"d0 w195\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>grado<div class=\"d0 w187\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>consecuci\u00f3n<div class=\"d0 w649\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>objetivos<div class=\"d0 w941\">\u00a0</div>correspondientes<div class=\"d0 w544\">\u00a0</div>a<div class=\"d0 w194\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l3170 t825\" id=\"a21667\">ejercicios 2024, 2023 y 2022<div class=\"d0 w141\">\u00a0</div>y valorando las acciones al<div class=\"d0 w85\">\u00a0</div>precio de cotizaci\u00f3n de<div class=\"d0 w532\">\u00a0</div>PRISA </div><div class=\"po0 fs14 cl2 l3170 t826\" id=\"a21668\">en las fechas de medici\u00f3n). </div><div class=\"po0 fs14 cl2 l2999 t1056\" id=\"a21671\">Adicionalmente<div class=\"d0 w435\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>hace<div class=\"d0 w583\">\u00a0</div>constar<div class=\"d0 w719\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>ejercicio<div class=\"d0 w612\">\u00a0</div>2024,<div class=\"d0 w191\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>Sra.<div class=\"d0 w244\">\u00a0</div>Gil<div class=\"d0 w431\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>los<div class=\"d0 w210\">\u00a0</div>Sres. </div><div class=\"po0 fs14 cl2 l2999 t1057\" id=\"a21672\">Cuadrado y N\u00fanez,<div class=\"d0 w402\">\u00a0</div>han recibido un determinado<div class=\"d0 w1242\">\u00a0</div>n\u00famero de acciones netas<div class=\"d0 w330\">\u00a0</div>(289.675, </div><div class=\"po0 fs14 cl2 l2999 t1059\" id=\"a21673\">369.374<div class=\"d0 w378\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>253.185<div class=\"d0 w162\">\u00a0</div>acciones,<div class=\"d0 w170\">\u00a0</div>respectivamente)<div class=\"d0 w230\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>liquidaci\u00f3n<div class=\"d0 w469\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>primer<div class=\"d0 w468\">\u00a0</div>tercio<div class=\"d0 w170\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l2999 t1061\" id=\"a21680\">incentivo del<div class=\"d0 w539\">\u00a0</div>ejercicio 2023<div class=\"d0 w486\">\u00a0</div>y del<div class=\"d0 w420\">\u00a0</div>segundo tercio<div class=\"d0 w169\">\u00a0</div>del incentivo<div class=\"d0 w539\">\u00a0</div>del ejercicio<div class=\"d0 w480\">\u00a0</div>2022, de </div><div class=\"po0 fs14 cl2 l2999 t1124\" id=\"a21681\">acuerdo con las<div class=\"d0 w480\">\u00a0</div>condiciones de los<div class=\"d0 w246\">\u00a0</div>Planes. Estas entregas<div class=\"d0 w38\">\u00a0</div>de acciones no<div class=\"d0 w49\">\u00a0</div>han tenido </div><div class=\"po0 fs14 cl2 l2999 t1062\" id=\"a21682\">ning\u00fan impacto en la cuenta de resultados consolidada del ejercicio<div class=\"d0 w498\">\u00a0</div>2024. </div><div class=\"po0 fs14 cl2 l3166 t1125\" id=\"a21686\">v.</div><div class=\"po0 fs14 cl2 l488 t1125\" id=\"a21688\">Dentro de \u201cOtros\u201d se incluyen los seguros de salud y vida/accidentes de los consejeros </div><div class=\"po0 fs14 cl2 l488 t1064\" id=\"a21689\">ejecutivos<div class=\"d0 w504\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>cierre<div class=\"d0 w294\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>ejercicio<div class=\"d0 w282\">\u00a0</div>2024<div class=\"d0 w275\">\u00a0</div>(D\u00aa<div class=\"d0 w463\">\u00a0</div>Pilar<div class=\"d0 w168\">\u00a0</div>Gil,<div class=\"d0 w272\">\u00a0</div>D.<div class=\"d0 w586\">\u00a0</div>Carlos<div class=\"d0 w494\">\u00a0</div>Nu\u00f1ez<div class=\"d0 w494\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>D.<div class=\"d0 w718\">\u00a0</div>Francisco </div><div class=\"po0 fs14 cl2 l488 t1065\" id=\"a21692\">Cuadrado).<div class=\"d0 w1441\">\u00a0</div></div><div class=\"po0 fs14 cl2 l3206 t1129\" id=\"a21697\">vi.</div><div class=\"po0 fs14 cl2 l488 t1129\" id=\"a21699\">No se<div class=\"d0 w498\">\u00a0</div>han realizado<div class=\"d0 w559\">\u00a0</div>otros cr\u00e9ditos,<div class=\"d0 w556\">\u00a0</div>anticipos,<div class=\"d0 w140\">\u00a0</div>pr\u00e9stamos, ni<div class=\"d0 w557\">\u00a0</div>se han<div class=\"d0 w300\">\u00a0</div>contra\u00eddo obligaciones </div><div class=\"po0 fs14 cl2 l488 t1130\" id=\"a21700\">en<div class=\"d0 w229\">\u00a0</div>materia<div class=\"d0 w486\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>pensiones,<div class=\"d0 w344\">\u00a0</div>respecto<div class=\"d0 w296\">\u00a0</div>al<div class=\"d0 w419\">\u00a0</div>Consejo<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w296\">\u00a0</div>durante<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>ejercicio </div><div class=\"po0 fs14 cl2 l488 t1131\" id=\"a21701\">2024. </div><div class=\"po0 fs14 cl2 l340 t1134\" id=\"a21704\">En relaci\u00f3n con el ejercicio 2023: </div><div class=\"po0 fs14 cl2 l3165 t1273\" id=\"a21708\">i.</div><div class=\"po0 fs14 cl2 l488 t1273\" id=\"a21710\">La retribuci\u00f3n de la<div class=\"d0 w265\">\u00a0</div>consejera ejecutiva D\u00aa Pilar Gil<div class=\"d0 w423\">\u00a0</div>(CFO de PRISA), que se incorpor\u00f3<div class=\"d0 w392\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l488 t1274\" id=\"a21711\">Consejo<div class=\"d0 w439\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>Administraci\u00f3n<div class=\"d0 w25\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>febrero<div class=\"d0 w699\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>2023,<div class=\"d0 w278\">\u00a0</div>se<div class=\"d0 w467\">\u00a0</div>refleja<div class=\"d0 w612\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>siguiente<div class=\"d0 w841\">\u00a0</div>forma:<div class=\"d0 w612\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l488 t1275\" id=\"a21712\">retribuci\u00f3n<div class=\"d0 w390\">\u00a0</div>correspondiente<div class=\"d0 w334\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>periodo<div class=\"d0 w161\">\u00a0</div>comprendido<div class=\"d0 w169\">\u00a0</div>entre<div class=\"d0 w250\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>1<div class=\"d0 w119\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>marzo<div class=\"d0 w539\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>31<div class=\"d0 w119\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t5054\" id=\"a21713\">diciembre de<div class=\"d0 w338\">\u00a0</div>2023,<div class=\"d0 w110\">\u00a0</div>est\u00e1 incluida<div class=\"d0 w338\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>la remuneraci\u00f3n<div class=\"d0 w164\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>administradores, mientras </div><div class=\"po0 fs14 cl2 l488 t1276\" id=\"a21715\">que<div class=\"d0 w197\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>retribuci\u00f3n<div class=\"d0 w240\">\u00a0</div>correspondiente<div class=\"d0 w212\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>enero<div class=\"d0 w209\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>febrero<div class=\"d0 w204\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>2023<div class=\"d0 w206\">\u00a0</div>est\u00e1<div class=\"d0 w415\">\u00a0</div>recogida<div class=\"d0 w244\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l488 t1277\" id=\"a21716\">remuneraci\u00f3n de los<div class=\"d0 w418\">\u00a0</div>miembros de la<div class=\"d0 w59\">\u00a0</div>alta direcci\u00f3n,<div class=\"d0 w357\">\u00a0</div>excepto lo que<div class=\"d0 w34\">\u00a0</div>se refiere<div class=\"d0 w20\">\u00a0</div>a su Plan </div><div class=\"po0 fs14 cl2 l488 t1278\" id=\"a21717\">de<div class=\"d0 w315\">\u00a0</div>Incentivos<div class=\"d0 w453\">\u00a0</div>que<div class=\"d0 w866\">\u00a0</div>se<div class=\"d0 w866\">\u00a0</div>ha<div class=\"d0 w773\">\u00a0</div>incluido<div class=\"d0 w519\">\u00a0</div>en<div class=\"d0 w320\">\u00a0</div>su<div class=\"d0 w454\">\u00a0</div>totalidad<div class=\"d0 w592\">\u00a0</div>en<div class=\"d0 w668\">\u00a0</div>la<div class=\"d0 w860\">\u00a0</div>remuneraci\u00f3n<div class=\"d0 w1453\">\u00a0</div>de<div class=\"d0 w661\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l488 t5055\" id=\"a21719\">administradores. </div><div class=\"po0 fs14 cl2 l3166 t5056\" id=\"a21722\">ii.</div><div class=\"po0 fs14 cl2 l488 t5056\" id=\"a21724\">Dentro<div class=\"d0 w505\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>la </div><div class=\"po0 fs26 cl2 l3207 t5057\" id=\"a21725\">\u201cRemuneraci\u00f3n<div class=\"d0 w274\">\u00a0</div>por<div class=\"d0 w611\">\u00a0</div>pertenencia<div class=\"d0 w463\">\u00a0</div>al<div class=\"d0 w535\">\u00a0</div>Consejo<div class=\"d0 w684\">\u00a0</div>y/o<div class=\"d0 w503\">\u00a0</div>Comisiones<div class=\"d0 w270\">\u00a0</div>del<div class=\"d0 w684\">\u00a0</div>Consejo\u201d</div><div class=\"po0 fs14 cl2 l3208 t5056\" id=\"a21726\"><div class=\"d0 w210\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l488 t5058\" id=\"a21728\">incluye: </div><div class=\"po0 fs29 cl2 l3007 t5059\" id=\"a21731\">o</div><div class=\"po0 fs14 cl2 l3170 t5060\" id=\"a21733\">La remuneraci\u00f3n correspondiente a D\u00aa M\u00aa<div class=\"d0 w383\">\u00a0</div>Teresa Ballester, Amber Capital UK<div class=\"d0 w264\">\u00a0</div>LLP, </div><div class=\"po0 fs14 cl2 l3170 t5061\" id=\"a21734\">D. Rosauro<div class=\"d0 w479\">\u00a0</div>Varo y<div class=\"d0 w324\">\u00a0</div>D. Khalid<div class=\"d0 w326\">\u00a0</div>Thani Abdullah<div class=\"d0 w472\">\u00a0</div>Al Thani,<div class=\"d0 w143\">\u00a0</div>hasta el<div class=\"d0 w342\">\u00a0</div>momento de<div class=\"d0 w725\">\u00a0</div>sus ceses </div><div class=\"po0 fs14 cl2 l3170 t5062\" id=\"a21735\">como consejeros,<div class=\"d0 w49\">\u00a0</div>en junio (en<div class=\"d0 w543\">\u00a0</div>el caso<div class=\"d0 w17\">\u00a0</div>de los<div class=\"d0 w395\">\u00a0</div>dos primeros), mayo<div class=\"d0 w55\">\u00a0</div>y febrero de<div class=\"d0 w293\">\u00a0</div>2023, </div><div class=\"po0 fs14 cl2 l3170 t5063\" id=\"a21736\">respectivamente </div></div></div></div></div><div class=\"po1 w751 h354 lh0\" id=\"TextBlockContainer3171\"><div class=\"po0 l342 t756 f0\" id=\"div_3168_XBRL_TS_56b8cb5aae1040109754c3cce95c6580_4\"><div class=\"po1 w751 h354 lh0\" id=\"TextBlockContainer3169\"><img alt=\"doc2p9i1\" class=\"po0 l492 t942 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l493 t943 bgc4\">\u00a0</div>\n<div class=\"po1 w751 z0\" id=\"TextContainer3169\"><div class=\"po0 fs29 cl2 l3209 t756\" id=\"a21749\">o</div><div class=\"po0 fs14 cl2 l3210 t756\" id=\"a21751\">La remuneraci\u00f3n<div class=\"d0 w22\">\u00a0</div>correspondiente a los<div class=\"d0 w56\">\u00a0</div>siguientes consejeros, desde<div class=\"d0 w233\">\u00a0</div>el momento de </div><div class=\"po0 fs14 cl2 l3210 t944\" id=\"a21752\">su<div class=\"d0 w334\">\u00a0</div>incorporaci\u00f3n<div class=\"d0 w169\">\u00a0</div>al<div class=\"d0 w419\">\u00a0</div>Consejo,<div class=\"d0 w235\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>27<div class=\"d0 w293\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>junio<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2023:<div class=\"d0 w111\">\u00a0</div>D.<div class=\"d0 w164\">\u00a0</div>Miguel<div class=\"d0 w391\">\u00a0</div>Barroso<div class=\"d0 w394\">\u00a0</div>Ayats,<div class=\"d0 w419\">\u00a0</div>D. </div><div class=\"po0 fs14 cl2 l3210 t945\" id=\"a21753\">Fernando Carrillo<div class=\"d0 w489\">\u00a0</div>Fl\u00f3rez, D\u00aa<div class=\"d0 w560\">\u00a0</div>Margarita Garijo-Bettencourt<div class=\"d0 w966\">\u00a0</div>y D\u00aa<div class=\"d0 w621\">\u00a0</div>Isabel S\u00e1nchez<div class=\"d0 w550\">\u00a0</div>Garc\u00eda. </div><div class=\"po0 fs14 cl2 l3211 t5064\" id=\"a21758\">iii.</div><div class=\"po0 fs14 cl2 l3212 t5064\" id=\"a21760\">Dentro de la </div><div class=\"po0 fs26 cl2 l3213 t5065\" id=\"a21761\">\u201cRetribuci\u00f3n variable en efectivo\u201d,</div><div class=\"po0 fs14 cl2 l3214 t5064\" id=\"a21762\"><div class=\"d0 w352\">\u00a0</div>est\u00e1n incluidos los siguientes conceptos:<div class=\"d0 w574\">\u00a0</div></div><div class=\"po0 fs29 cl2 l3209 t1566\" id=\"a21766\">o</div><div class=\"po0 fs14 cl2 l3210 t5066\" id=\"a21768\">Reflejo contable<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la retribuci\u00f3n<div class=\"d0 w175\">\u00a0</div>variable anual<div class=\"d0 w281\">\u00a0</div>(bonus) te\u00f3rica<div class=\"d0 w247\">\u00a0</div>de D\u00aa<div class=\"d0 w161\">\u00a0</div>Pilar Gil,<div class=\"d0 w233\">\u00a0</div>D. </div><div class=\"po0 fs14 cl2 l3210 t5067\" id=\"a21769\">Francisco Cuadrado y D.<div class=\"d0 w59\">\u00a0</div>Carlos Nu\u00f1ez, consejeros ejecutivos de<div class=\"d0 w48\">\u00a0</div>la Compa\u00f1\u00eda, en el </div><div class=\"po0 fs14 cl2 l3210 t5068\" id=\"a21770\">cumplimiento<div class=\"d0 w1088\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>los<div class=\"d0 w156\">\u00a0</div>objetivos<div class=\"d0 w941\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>gesti\u00f3n<div class=\"d0 w430\">\u00a0</div>2023,<div class=\"d0 w408\">\u00a0</div>en<div class=\"d0 w159\">\u00a0</div>tanto<div class=\"d0 w151\">\u00a0</div>que<div class=\"d0 w197\">\u00a0</div>CFO,<div class=\"d0 w940\">\u00a0</div>Presidente </div><div class=\"po0 fs14 cl2 l3210 t5069\" id=\"a21771\">Ejecutivo de Santillana y Presidente Ejecutivo de PRISA Media, respectivamente. En </div><div class=\"po0 fs14 cl2 l3210 t5070\" id=\"a21774\">el<div class=\"d0 w222\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2023<div class=\"d0 w119\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>registr\u00f3<div class=\"d0 w230\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>gasto<div class=\"d0 w404\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>682<div class=\"d0 w293\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>este </div><div class=\"po0 fs14 cl2 l3210 t5071\" id=\"a21775\">concepto. </div><div class=\"po0 fs29 cl2 l3209 t5072\" id=\"a21778\">o</div><div class=\"po0 fs14 cl2 l3210 t5073\" id=\"a21780\">Regularizaci\u00f3n del<div class=\"d0 w236\">\u00a0</div>bono 2022<div class=\"d0 w17\">\u00a0</div>de los<div class=\"d0 w286\">\u00a0</div>consejeros ejecutivos, D\u00aa<div class=\"d0 w171\">\u00a0</div>Pilar Gil,<div class=\"d0 w9\">\u00a0</div>D Francisco </div><div class=\"po0 fs14 cl2 l3210 t5074\" id=\"a21781\">Cuadrado y D. Carlos Nu\u00f1ez, por importe de 13 miles de euros. </div><div class=\"po0 fs14 cl2 l3215 t5075\" id=\"a21784\">iv.</div><div class=\"po0 fs26 cl2 l3212 t5076\" id=\"a21786\"><div class=\"d0 w613\">\u00a0</div>\u201cSistemas de<div class=\"d0 w291\">\u00a0</div>retribuciones basados<div class=\"d0 w247\">\u00a0</div>en<div class=\"d0 w55\">\u00a0</div>acciones\u201d</div><div class=\"po0 fs14 cl2 l3216 t5075\" id=\"a21788\">:<div class=\"d0 w110\">\u00a0</div>en relaci\u00f3n<div class=\"d0 w420\">\u00a0</div>con<div class=\"d0 w47\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>Planes<div class=\"d0 w55\">\u00a0</div>de Incentivos </div><div class=\"po0 fs14 cl2 l3212 t5077\" id=\"a21789\">2022-2025<div class=\"d0 w861\">\u00a0</div>de<div class=\"d0 w661\">\u00a0</div>PRISA,<div class=\"d0 w319\">\u00a0</div>Santillana<div class=\"d0 w1454\">\u00a0</div>y<div class=\"d0 w321\">\u00a0</div>PRISA<div class=\"d0 w660\">\u00a0</div>Media,<div class=\"d0 w866\">\u00a0</div>de<div class=\"d0 w661\">\u00a0</div>los<div class=\"d0 w656\">\u00a0</div>que<div class=\"d0 w520\">\u00a0</div>son<div class=\"d0 w860\">\u00a0</div>beneficiarios, </div><div class=\"po0 fs14 cl2 l3212 t5078\" id=\"a21792\">respectivamente, la CFO de<div class=\"d0 w267\">\u00a0</div>PRISA, D\u00aa Pilar<div class=\"d0 w268\">\u00a0</div>Gil, el Presidente Ejecutivo<div class=\"d0 w326\">\u00a0</div>de Santillana, D. </div><div class=\"po0 fs14 cl2 l3212 t5079\" id=\"a21793\">Francisco Cuadrado y<div class=\"d0 w171\">\u00a0</div>el Presidente Ejecutivo<div class=\"d0 w57\">\u00a0</div>de PRISA Media,<div class=\"d0 w27\">\u00a0</div>D. Carlos Nu\u00f1ez,<div class=\"d0 w58\">\u00a0</div>en el </div><div class=\"po0 fs14 cl2 l3212 t620\" id=\"a21796\">ejercicio 2023 se registr\u00f3 un gasto<div class=\"d0 w231\">\u00a0</div>de 849 miles de euros<div class=\"d0 w23\">\u00a0</div>(270 miles euros por el Plan<div class=\"d0 w9\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l3212 t5080\" id=\"a21797\">la Sra. Gil, 360 miles<div class=\"d0 w267\">\u00a0</div>euros por el Plan del<div class=\"d0 w498\">\u00a0</div>Sr. Cuadrado y 219<div class=\"d0 w557\">\u00a0</div>miles euros por el Plan<div class=\"d0 w516\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l3212 t5081\" id=\"a21799\">Sr. N\u00fa\u00f1ez).<div class=\"d0 w677\">\u00a0</div></div><div class=\"po0 fs14 cl2 l3212 t5082\" id=\"a21802\">Adicionalmente se<div class=\"d0 w385\">\u00a0</div>hace constar<div class=\"d0 w1089\">\u00a0</div>que en<div class=\"d0 w478\">\u00a0</div>el ejercicio<div class=\"d0 w1355\">\u00a0</div>2023 se<div class=\"d0 w387\">\u00a0</div>hicieron las<div class=\"d0 w713\">\u00a0</div>siguientes entregas </div><div class=\"po0 fs14 cl2 l3212 t5083\" id=\"a21803\">de acciones netas, en liquidaci\u00f3n de un tercio del incentivo resultante del ejercicio 2022, </div><div class=\"po0 fs14 cl2 l3212 t5084\" id=\"a21804\">de acuerdo con las condiciones de los respectivos Planes, las cuales no tuvieron ning\u00fan </div><div class=\"po0 fs14 cl2 l3212 t5085\" id=\"a21806\">impacto en la<div class=\"d0 w59\">\u00a0</div>cuenta de resultados consolidada<div class=\"d0 w34\">\u00a0</div>del ejercicio 2023: 139.234<div class=\"d0 w236\">\u00a0</div>acciones a la </div><div class=\"po0 fs14 cl2 l3212 t5086\" id=\"a21807\">Sra. Gil, 182.153 acciones al Sr. Cuadrado y 63.132 acciones al Sr.<div class=\"d0 w406\">\u00a0</div>N\u00fa\u00f1ez.<div class=\"d0 w1433\">\u00a0</div></div><div class=\"po0 fs14 cl2 l3217 t5087\" id=\"a21810\">v.</div><div class=\"po0 fs14 cl2 l3212 t5087\" id=\"a21812\">Dentro de </div><div class=\"po0 fs26 cl2 l3218 t5088\" id=\"a21813\">\u201cOtros\u201d</div><div class=\"po0 fs14 cl2 l3219 t5087\" id=\"a21814\"><div class=\"d0 w613\">\u00a0</div>se incluyen los seguros de salud<div class=\"d0 w9\">\u00a0</div>y vida/accidentes de los consejeros </div><div class=\"po0 fs14 cl2 l3212 t5089\" id=\"a21816\">ejecutivos D\u00aa Pilar Gil, D. Carlos Nu\u00f1ez y D. Francisco Cuadrado.<div class=\"d0 w802\">\u00a0</div></div><div class=\"po0 fs14 cl2 l3215 t5090\" id=\"a21819\">vi.</div><div class=\"po0 fs14 cl2 l3212 t5090\" id=\"a21821\">No se<div class=\"d0 w498\">\u00a0</div>han realizado<div class=\"d0 w559\">\u00a0</div>otros cr\u00e9ditos,<div class=\"d0 w556\">\u00a0</div>anticipos,<div class=\"d0 w140\">\u00a0</div>pr\u00e9stamos, ni<div class=\"d0 w557\">\u00a0</div>se han<div class=\"d0 w300\">\u00a0</div>contra\u00eddo obligaciones </div><div class=\"po0 fs14 cl2 l3212 t5091\" id=\"a21822\">en<div class=\"d0 w229\">\u00a0</div>materia<div class=\"d0 w486\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>pensiones,<div class=\"d0 w344\">\u00a0</div>respecto<div class=\"d0 w296\">\u00a0</div>al<div class=\"d0 w419\">\u00a0</div>Consejo<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w296\">\u00a0</div>durante<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>ejercicio </div><div class=\"po0 fs14 cl2 l3212 t5092\" id=\"a21823\">2023. </div><div class=\"po0 fs26 cl2 l473 t5093\" id=\"a21826\">Informaci\u00f3n en relaci\u00f3n con situaciones de conflicto de inter\u00e9s por parte<div class=\"d0 w126\">\u00a0</div>de los Administradores- </div><div class=\"po0 fs14 cl2 l473 t5094\" id=\"a21830\">A los<div class=\"d0 w18\">\u00a0</div>efectos del art\u00edculo<div class=\"d0 w24\">\u00a0</div>229 de la<div class=\"d0 w129\">\u00a0</div>Ley de Sociedades<div class=\"d0 w49\">\u00a0</div>de Capital se<div class=\"d0 w19\">\u00a0</div>hace constar que,<div class=\"d0 w27\">\u00a0</div>al cierre </div><div class=\"po0 fs14 cl2 l473 t5095\" id=\"a21831\">del<div class=\"d0 w467\">\u00a0</div>ejercicio<div class=\"d0 w612\">\u00a0</div>2024,<div class=\"d0 w398\">\u00a0</div>al<div class=\"d0 w379\">\u00a0</div>Consejo<div class=\"d0 w439\">\u00a0</div>de<div class=\"d0 w440\">\u00a0</div>Administraci\u00f3n<div class=\"d0 w378\">\u00a0</div>no<div class=\"d0 w504\">\u00a0</div>se<div class=\"d0 w467\">\u00a0</div>le<div class=\"d0 w25\">\u00a0</div>han<div class=\"d0 w467\">\u00a0</div>comunicado<div class=\"d0 w470\">\u00a0</div>situaciones<div class=\"d0 w447\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l473 t5096\" id=\"a21833\">conflicto, directo<div class=\"d0 w38\">\u00a0</div>o indirecto,<div class=\"d0 w110\">\u00a0</div>que los<div class=\"d0 w295\">\u00a0</div>consejeros o las<div class=\"d0 w223\">\u00a0</div>personas vinculadas a<div class=\"d0 w421\">\u00a0</div>ellos (de<div class=\"d0 w59\">\u00a0</div>acuerdo </div><div class=\"po0 fs14 cl2 l473 t5097\" id=\"a21834\">con el art\u00edculo 231 de la citada Ley) pudieran tener con el inter\u00e9s de la Sociedad. </div></div></div></div></div><div class=\"po1 w198 h356 lh0\" id=\"TextBlockContainer3177\"><div class=\"po0 l342 t756 f0\" id=\"div_3174_XBRL_TS_56b8cb5aae1040109754c3cce95c6580_5\"><div class=\"po1 w198 h356 lh0\" id=\"TextBlockContainer3175\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l3211 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3211 t2417 bgc0\">\u00a0</div>\n<div class=\"w1455 po0 h12 l3220 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3221 t2417 bgc0\">\u00a0</div>\n<div class=\"w1195 po0 h12 l3222 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3223 t2417 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l3224 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3225 t2417 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l963 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3226 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3226 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h199 l3211 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h199 l3221 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h199 l3223 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h199 l3225 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h199 l3226 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3211 t5098 bgc0\">\u00a0</div>\n<div class=\"w1455 po0 h12 l3220 t5098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3221 t5098 bgc0\">\u00a0</div>\n<div class=\"w1195 po0 h12 l3222 t5098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3223 t5098 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l3224 t5098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3225 t5098 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l963 t5098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3226 t5098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l3211 t1753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l3221 t1753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l3223 t1753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l3225 t1753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l3226 t1753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3211 t671 bgc0\">\u00a0</div>\n<div class=\"w1455 po0 h12 l3220 t671 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3221 t671 bgc0\">\u00a0</div>\n<div class=\"w1195 po0 h12 l3222 t671 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3223 t671 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l3224 t671 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3225 t671 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l963 t671 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3226 t671 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h355 l3211 t5099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3211 t5100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3211 t5100 bgc0\">\u00a0</div>\n<div class=\"w1455 po0 h12 l3220 t5100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h355 l3221 t5099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3221 t5100 bgc0\">\u00a0</div>\n<div class=\"w1195 po0 h12 l3222 t5100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h355 l3223 t5099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3223 t5100 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l3224 t5100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h355 l3225 t5099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3225 t5100 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l963 t5100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h355 l3226 t5099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3226 t5100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3226 t5100 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer3175\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a21846\">No obstante lo anterior, el Consejo de Administraci\u00f3n ha sido informado por los consejeros de </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a21847\">las<div class=\"d0 w551\">\u00a0</div>siguientes<div class=\"d0 w262\">\u00a0</div>actividades<div class=\"d0 w552\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>desarrollan<div class=\"d0 w202\">\u00a0</div>ellos<div class=\"d0 w509\">\u00a0</div>mismos<div class=\"d0 w438\">\u00a0</div>o<div class=\"d0 w209\">\u00a0</div>determinadas<div class=\"d0 w438\">\u00a0</div>personas<div class=\"d0 w438\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>ellos </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a21848\">vinculadas, en sociedades con el mismo, an\u00e1logo<div class=\"d0 w532\">\u00a0</div>o complementario g\u00e9nero de actividad al<div class=\"d0 w515\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a21851\">constituye el objeto social de la Compa\u00f1\u00eda o de las sociedades de su Grupo: </div><div class=\"po0 fs39 cl2 l3227 t5101\" id=\"a21854\">Consejero </div><div class=\"po0 fs39 cl2 l3228 t5101\" id=\"a21856\">Actividad </div><div class=\"po0 fs39 cl2 l3229 t5101\" id=\"a21858\">Persona vinculada </div><div class=\"po0 fs39 cl2 l3229 t5102\" id=\"a21859\">al Consejero </div><div class=\"po0 fs39 cl2 l757 t5101\" id=\"a21861\">Actividad </div><div class=\"po0 fs39 cl2 l3227 t5103\" id=\"a21863\">Joseph Oughourlian </div><div class=\"po0 fs42 cl2 l3228 t5104\" id=\"a21865\">Ver nota (*) </div><div class=\"po0 fs38 cl2 l3230 t3104\" id=\"a21868\">--- </div><div class=\"po0 fs38 cl2 l594 t3104\" id=\"a21870\">--- </div><div class=\"po0 fs39 cl2 l3227 t5105\" id=\"a21872\">Javier Santiso Guimaras </div><div class=\"po0 fs38 cl2 l3228 t3379\" id=\"a21874\">CEO y General Partner<div class=\"d0 w949\">\u00a0</div>de Mundi Ventures,<div class=\"d0 w43\">\u00a0</div>firma </div><div class=\"po0 fs38 cl2 l3228 t5106\" id=\"a21877\">de<div class=\"d0 w253\">\u00a0</div>Venture<div class=\"d0 w679\">\u00a0</div>Capital,<div class=\"d0 w1456\">\u00a0</div>enfocada<div class=\"d0 w600\">\u00a0</div>en<div class=\"d0 w156\">\u00a0</div>empresas </div><div class=\"po0 fs38 cl2 l3228 t2401\" id=\"a21878\">tecnol\u00f3gicas. </div><div class=\"po0 fs42 cl2 l3228 t5107\" id=\"a21880\">Ver nota (**) </div><div class=\"po0 fs38 cl2 l3230 t3379\" id=\"a21882\">--- </div><div class=\"po0 fs38 cl2 l594 t3379\" id=\"a21884\">--- </div><div class=\"po0 fs32 cl2 l340 t5108\" id=\"a21887\">(*) D. Joseph Oughourlian controla Amber Capital, sus asociadas y filiales (en conjunto \"Amber Capital\"),<div class=\"d0 w390\">\u00a0</div>quienes </div><div class=\"po0 fs32 cl2 l340 t5109\" id=\"a21889\">act\u00faan como<div class=\"d0 w1089\">\u00a0</div>directores de<div class=\"d0 w747\">\u00a0</div>inversiones,<div class=\"d0 w1089\">\u00a0</div>socios, gestores<div class=\"d0 w698\">\u00a0</div>y directivos<div class=\"d0 w490\">\u00a0</div>de fondos,<div class=\"d0 w14\">\u00a0</div>cuentas y<div class=\"d0 w560\">\u00a0</div>otros veh\u00edculos<div class=\"d0 w89\">\u00a0</div>de inversi\u00f3n </div><div class=\"po0 fs32 cl2 l340 t5110\" id=\"a21890\">(en conjunto,<div class=\"d0 w490\">\u00a0</div>los \"Fondos<div class=\"d0 w1457\">\u00a0</div>Amber \")<div class=\"d0 w96\">\u00a0</div>que invierten<div class=\"d0 w698\">\u00a0</div>en empresas<div class=\"d0 w1334\">\u00a0</div>cotizadas y<div class=\"d0 w756\">\u00a0</div>no cotizadas<div class=\"d0 w1338\">\u00a0</div>en Europa,<div class=\"d0 w1458\">\u00a0</div>Am\u00e9rica del<div class=\"d0 w1194\">\u00a0</div>Norte </div><div class=\"po0 fs32 cl2 l340 t5111\" id=\"a21892\">y<div class=\"d0 w536\">\u00a0</div>Am\u00e9rica<div class=\"d0 w166\">\u00a0</div>Latina,<div class=\"d0 w633\">\u00a0</div>lo<div class=\"d0 w448\">\u00a0</div>que<div class=\"d0 w378\">\u00a0</div>incluye<div class=\"d0 w5\">\u00a0</div>actividades<div class=\"d0 w161\">\u00a0</div>de<div class=\"d0 w25\">\u00a0</div>trading<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w25\">\u00a0</div>entidades<div class=\"d0 w226\">\u00a0</div>con<div class=\"d0 w612\">\u00a0</div>actividades<div class=\"d0 w233\">\u00a0</div>iguales,<div class=\"d0 w285\">\u00a0</div>an\u00e1logas<div class=\"d0 w289\">\u00a0</div>o </div><div class=\"po0 fs32 cl2 l340 t3182\" id=\"a21893\">complementarias a las del<div class=\"d0 w967\">\u00a0</div>objeto social de<div class=\"d0 w1075\">\u00a0</div>Prisa. El Sr.<div class=\"d0 w41\">\u00a0</div>Oughourlian tambi\u00e9n act\u00faa como socio<div class=\"d0 w52\">\u00a0</div>director de Amber </div><div class=\"po0 fs32 cl2 l340 t5112\" id=\"a21895\">Capital y como gestor de<div class=\"d0 w696\">\u00a0</div>cartera de diversos<div class=\"d0 w385\">\u00a0</div>fondos de Amber. </div><div class=\"po0 fs32 cl2 l340 t5113\" id=\"a21898\">(**)<div class=\"d0 w859\">\u00a0</div>Mundi<div class=\"d0 w315\">\u00a0</div>Ventures<div class=\"d0 w216\">\u00a0</div>tiene<div class=\"d0 w670\">\u00a0</div>inversiones<div class=\"d0 w604\">\u00a0</div>en<div class=\"d0 w861\">\u00a0</div>70<div class=\"d0 w863\">\u00a0</div>empresas<div class=\"d0 w457\">\u00a0</div>tecnol\u00f3gicas,<div class=\"d0 w710\">\u00a0</div>las<div class=\"d0 w766\">\u00a0</div>cuales<div class=\"d0 w1459\">\u00a0</div>figuran<div class=\"d0 w666\">\u00a0</div>en<div class=\"d0 w861\">\u00a0</div>la<div class=\"d0 w456\">\u00a0</div>web </div><div class=\"po0 fs32 cl2 l340 t5114\" id=\"a21901\">www.mundiventures.com </div><div class=\"po0 fs14 cl2 l340 t5115\" id=\"a21904\">No<div class=\"d0 w5\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>incluyen<div class=\"d0 w164\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>esta<div class=\"d0 w175\">\u00a0</div>relaci\u00f3n<div class=\"d0 w232\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>sociedades<div class=\"d0 w518\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>Grupo<div class=\"d0 w290\">\u00a0</div>PRISA.<div class=\"d0 w281\">\u00a0</div>Como<div class=\"d0 w173\">\u00a0</div>ya<div class=\"d0 w288\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>indica<div class=\"d0 w238\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t5116\" id=\"a21907\">Informe<div class=\"d0 w278\">\u00a0</div>Anual<div class=\"d0 w684\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Gobierno<div class=\"d0 w617\">\u00a0</div>Corporativo<div class=\"d0 w496\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Compa\u00f1\u00eda,<div class=\"d0 w506\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>31<div class=\"d0 w275\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>diciembre<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>2024<div class=\"d0 w276\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t5117\" id=\"a21908\">consejeros D\u00aa Pilar Gil,<div class=\"d0 w17\">\u00a0</div>D. Francisco Cuadrado, D. Carlos<div class=\"d0 w49\">\u00a0</div>Nu\u00f1ez, D. Manuel Polanco Moreno, </div><div class=\"po0 fs14 cl2 l340 t5118\" id=\"a21909\">D\u00aa<div class=\"d0 w864\">\u00a0</div>Teresa<div class=\"d0 w452\">\u00a0</div>Quir\u00f3s<div class=\"d0 w522\">\u00a0</div>y<div class=\"d0 w177\">\u00a0</div>D\u00aa<div class=\"d0 w760\">\u00a0</div>Maria<div class=\"d0 w522\">\u00a0</div>Jos\u00e9<div class=\"d0 w571\">\u00a0</div>Mar\u00edn<div class=\"d0 w572\">\u00a0</div>Rey<div class=\"d0 w579\">\u00a0</div>Stolle,<div class=\"d0 w1085\">\u00a0</div>formaban<div class=\"d0 w308\">\u00a0</div>parte<div class=\"d0 w1454\">\u00a0</div>del<div class=\"d0 w181\">\u00a0</div>\u00f3rgano<div class=\"d0 w1460\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t5119\" id=\"a21911\">administraci\u00f3n<div class=\"d0 w249\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>algunas<div class=\"d0 w230\">\u00a0</div>sociedades<div class=\"d0 w160\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>Grupo<div class=\"d0 w232\">\u00a0</div>PRISA<div class=\"d0 w292\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>participadas<div class=\"d0 w334\">\u00a0</div>indirectamente<div class=\"d0 w245\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l341 t5120\" id=\"a21915\">PRISA.</div></div></div></div></div>",
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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l629 t3767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2362 t3767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l720 t3767 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1917 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l629 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2362 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l720 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1917 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l629 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2362 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l720 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1917 t3912 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l629 t3912 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2362 t3912 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l720 t3912 bgc0\">\u00a0</div>\n<div class=\"w1265 po0 h143 l2364 t503 bgc3\">\u00a0</div>\n<div class=\"w1198 po0 h37 l2366 t1178 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h143 l812 t503 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h37 l2069 t1178 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h143 l2363 t503 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h37 l622 t1178 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1917 t3913 bgc0\">\u00a0</div>\n<div class=\"w1265 po0 h12 l2364 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l629 t3913 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l812 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2362 t3913 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2363 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1917 t503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1917 t3914 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1917 t3914 bgc0\">\u00a0</div>\n<div class=\"w1265 po0 h12 l2364 t3914 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l629 t503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l629 t3914 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l812 t3914 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2362 t503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2362 t3914 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2363 t3914 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l720 t503 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3914 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l720 t3914 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2925\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a15911\">Servicios exteriores </div><div class=\"po0 fs14 cl2 l340 t3915\" id=\"a15913\">El detalle de los gastos de servicios exteriores de los ejercicios 2024<div class=\"d0 w620\">\u00a0</div>y 2023 es el siguiente: </div><div class=\"po0 fs32 cl2 l2367 t3916\" id=\"a15917\">Miles de euros </div><div class=\"po0 fs32 cl2 l2368 t3917\" id=\"a15919\">2024 </div><div class=\"po0 fs32 cl2 l432 t3917\" id=\"a15921\">2023 </div><div class=\"po0 fs32 cl2 l2369 t3918\" id=\"a15923\">Servicios profesionales<div class=\"d0 w385\">\u00a0</div>independientes </div><div class=\"po0 fs32 cl2 l848 t3918\" id=\"a15925\">70.891 </div><div class=\"po0 fs32 cl2 l1960 t3918\" id=\"a15927\">68.495 </div><div class=\"po0 fs32 cl2 l2369 t3919\" id=\"a15929\">Arrendamientos y c\u00e1nones </div><div class=\"po0 fs32 cl2 l848 t3919\" id=\"a15931\">12.346 </div><div class=\"po0 fs32 cl2 l1960 t3919\" id=\"a15933\">12.820 </div><div class=\"po0 fs32 cl2 l2369 t3920\" id=\"a15935\">Publicidad </div><div class=\"po0 fs32 cl2 l848 t3920\" id=\"a15937\">30.034 </div><div class=\"po0 fs32 cl2 l1960 t3920\" id=\"a15939\">29.965 </div><div class=\"po0 fs32 cl2 l2369 t3921\" id=\"a15941\">Propiedad intelectual </div><div class=\"po0 fs32 cl2 l848 t3921\" id=\"a15943\">23.372 </div><div class=\"po0 fs32 cl2 l1960 t3921\" id=\"a15945\">25.839 </div><div class=\"po0 fs32 cl2 l2369 t3922\" id=\"a15947\">Transportes </div><div class=\"po0 fs32 cl2 l848 t3922\" id=\"a15949\">20.429 </div><div class=\"po0 fs32 cl2 l1960 t3922\" id=\"a15951\">23.446 </div><div class=\"po0 fs32 cl2 l2369 t3923\" id=\"a15953\">Otros servicios exteriores </div><div class=\"po0 fs32 cl2 l2370 t3923\" id=\"a15955\">131.740 </div><div class=\"po0 fs32 cl2 l611 t3923\" id=\"a15957\">129.319 </div><div class=\"po0 fs15 cl2 l2369 t3924\" id=\"a15959\">Total </div><div class=\"po0 fs15 cl2 l2370 t3924\" id=\"a15961\">288.812 </div><div class=\"po0 fs15 cl2 l611 t3924\" id=\"a15963\">289.884 </div><div class=\"po0 fs14 cl2 l340 t3925\" id=\"a15967\">El<div class=\"d0 w645\">\u00a0</div>ep\u00edgrafe<div class=\"d0 w637\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l2371 t3926\" id=\"a15969\">Otros<div class=\"d0 w676\">\u00a0</div>servicios<div class=\"d0 w676\">\u00a0</div>exteriores</div><div class=\"po0 fs14 cl2 l2372 t3925\" id=\"a15970\">\u201d<div class=\"d0 w637\">\u00a0</div>recoge<div class=\"d0 w679\">\u00a0</div>en<div class=\"d0 w600\">\u00a0</div>2024<div class=\"d0 w637\">\u00a0</div>un<div class=\"d0 w645\">\u00a0</div>gasto<div class=\"d0 w357\">\u00a0</div>de<div class=\"d0 w1266\">\u00a0</div>305<div class=\"d0 w672\">\u00a0</div>miles<div class=\"d0 w842\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>euros </div><div class=\"po0 fs14 cl2 l340 t3927\" id=\"a15974\">correspondiente a la<div class=\"d0 w326\">\u00a0</div>prima de responsabilidad<div class=\"d0 w550\">\u00a0</div>civil de Directivos<div class=\"d0 w143\">\u00a0</div>y Administradores<div class=\"d0 w402\">\u00a0</div>(393 miles </div><div class=\"po0 fs14 cl2 l340 t3928\" id=\"a15979\">de euros a 31 de diciembre de 2023). </div><div class=\"po0 fs14 cl2 l340 t3929\" id=\"a15982\">En el ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l2373 t3930\" id=\"a15983\">Arrendamientos y c\u00e1nones</div><div class=\"po0 fs14 cl2 l1013 t3929\" id=\"a15984\">\u201d se incluyen,<div class=\"d0 w85\">\u00a0</div>principalmente, aquellos arrendamientos </div><div class=\"po0 fs14 cl2 l341 t3931\" id=\"a15985\">de activos de escaso valor, as\u00ed como el gasto de c\u00e1nones de Santillana.</div></div></div>",
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l2299 t3941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2378 t3941 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2379 t3941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t3941 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2140 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t3942 bgc0\">\u00a0</div>\n<div class=\"w1128 po0 h12 l2141 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2374 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2374 t3942 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2375 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2376 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2376 t3942 bgc0\">\u00a0</div>\n<div class=\"w1269 po0 h12 l2377 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l737 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l737 t3942 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2299 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2378 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2378 t3942 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2379 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1546 t3939 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t3942 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1546 t3942 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2928\"><div class=\"po0 fs25 cl2 l451 t756\" id=\"a15988\">Honorarios percibidos por la sociedad de auditor\u00eda </div><div class=\"po0 fs14 cl2 l451 t3943\" id=\"a15990\">Los<div class=\"d0 w23\">\u00a0</div>honorarios relativos<div class=\"d0 w518\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>los servicios<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>auditor\u00eda de<div class=\"d0 w483\">\u00a0</div>las cuentas<div class=\"d0 w224\">\u00a0</div>anuales del<div class=\"d0 w173\">\u00a0</div>ejercicio 2024 </div><div class=\"po0 fs14 cl2 l451 t3944\" id=\"a15991\">prestados a las distintas sociedades que componen<div class=\"d0 w406\">\u00a0</div>el Grupo PRISA y sociedades dependientes </div><div class=\"po0 fs14 cl2 l451 t3904\" id=\"a15992\">por KPMG Auditores, S.L., as\u00ed como por otras entidades vinculadas a la misma han ascendido </div><div class=\"po0 fs14 cl2 l451 t3945\" id=\"a15994\">a 1.581<div class=\"d0 w21\">\u00a0</div>miles de euros<div class=\"d0 w9\">\u00a0</div>(1.545 miles de<div class=\"d0 w361\">\u00a0</div>euros en 2023 prestados<div class=\"d0 w296\">\u00a0</div>por el anterior<div class=\"d0 w31\">\u00a0</div>auditor Ernst &amp; </div><div class=\"po0 fs14 cl2 l451 t2618\" id=\"a15997\">Young, S.L.), de<div class=\"d0 w499\">\u00a0</div>los cuales<div class=\"d0 w498\">\u00a0</div>313 miles de<div class=\"d0 w697\">\u00a0</div>euros corresponden<div class=\"d0 w147\">\u00a0</div>a PRISA<div class=\"d0 w488\">\u00a0</div>(355 miles<div class=\"d0 w140\">\u00a0</div>de euros<div class=\"d0 w342\">\u00a0</div>en 2023 </div><div class=\"po0 fs14 cl2 l451 t2619\" id=\"a16002\">prestados<div class=\"d0 w214\">\u00a0</div>por<div class=\"d0 w704\">\u00a0</div>el<div class=\"d0 w629\">\u00a0</div>anterior<div class=\"d0 w597\">\u00a0</div>auditor<div class=\"d0 w218\">\u00a0</div>Ernst<div class=\"d0 w302\">\u00a0</div>&amp;<div class=\"d0 w182\">\u00a0</div>Young,<div class=\"d0 w358\">\u00a0</div>S.L.).<div class=\"d0 w646\">\u00a0</div>Por<div class=\"d0 w214\">\u00a0</div>otro<div class=\"d0 w629\">\u00a0</div>lado,<div class=\"d0 w678\">\u00a0</div>los<div class=\"d0 w637\">\u00a0</div>honorarios </div><div class=\"po0 fs14 cl2 l451 t2620\" id=\"a16004\">correspondientes a<div class=\"d0 w56\">\u00a0</div>otros auditores participantes<div class=\"d0 w296\">\u00a0</div>en la<div class=\"d0 w19\">\u00a0</div>auditor\u00eda del<div class=\"d0 w236\">\u00a0</div>ejercicio 2024<div class=\"d0 w27\">\u00a0</div>de distintas </div><div class=\"po0 fs14 cl2 l451 t3946\" id=\"a16005\">sociedades del Grupo ascendieron a 37 miles de euros (9 miles de euros<div class=\"d0 w141\">\u00a0</div>en 2023). </div><div class=\"po0 fs14 cl2 l451 t342\" id=\"a16010\">Por otra parte, el<div class=\"d0 w395\">\u00a0</div>detalle de los honorarios relativos a<div class=\"d0 w50\">\u00a0</div>otros servicios profesionales prestados a </div><div class=\"po0 fs14 cl2 l451 t2702\" id=\"a16011\">las<div class=\"d0 w237\">\u00a0</div>distintas<div class=\"d0 w49\">\u00a0</div>sociedades<div class=\"d0 w518\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>auditor<div class=\"d0 w111\">\u00a0</div>principal,<div class=\"d0 w283\">\u00a0</div>KPMG<div class=\"d0 w8\">\u00a0</div>Auditores,<div class=\"d0 w283\">\u00a0</div>S.L.<div class=\"d0 w344\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>2024, </div><div class=\"po0 fs14 cl2 l451 t3947\" id=\"a16012\">(Ernst &amp; Young,<div class=\"d0 w387\">\u00a0</div>S.L. en 2023)<div class=\"d0 w758\">\u00a0</div>y por otras<div class=\"d0 w143\">\u00a0</div>entidades vinculadas<div class=\"d0 w140\">\u00a0</div>al mismo, as\u00ed<div class=\"d0 w331\">\u00a0</div>como los<div class=\"d0 w265\">\u00a0</div>prestados </div><div class=\"po0 fs14 cl2 l451 t3948\" id=\"a16014\">por otros auditores es el siguiente (en miles de euros): </div><div class=\"po0 fs32 cl2 l863 t3949\" id=\"a16018\">2024 </div><div class=\"po0 fs32 cl2 l1945 t3949\" id=\"a16020\">2023 </div><div class=\"po0 fs32 cl2 l1071 t3950\" id=\"a16022\">Auditor de </div><div class=\"po0 fs32 cl2 l2385 t3951\" id=\"a16023\">cuentas y </div><div class=\"po0 fs32 cl2 l2385 t3952\" id=\"a16024\">empresas </div><div class=\"po0 fs32 cl2 l1104 t3953\" id=\"a16025\">vinculadas </div><div class=\"po0 fs32 cl2 l2243 t3954\" id=\"a16027\">Otras </div><div class=\"po0 fs32 cl2 l2037 t3955\" id=\"a16028\">firmas de </div><div class=\"po0 fs32 cl2 l2114 t3956\" id=\"a16029\">auditor\u00eda </div><div class=\"po0 fs32 cl2 l2386 t3950\" id=\"a16031\">Auditor de </div><div class=\"po0 fs32 cl2 l1822 t3951\" id=\"a16032\">cuentas y </div><div class=\"po0 fs32 cl2 l1822 t3952\" id=\"a16033\">empresas </div><div class=\"po0 fs32 cl2 l2003 t3953\" id=\"a16034\">vinculadas </div><div class=\"po0 fs32 cl2 l2387 t3954\" id=\"a16036\">Otras </div><div class=\"po0 fs32 cl2 l1000 t3955\" id=\"a16037\">firmas de </div><div class=\"po0 fs32 cl2 l2388 t3956\" id=\"a16038\">auditor\u00eda </div><div class=\"po0 fs32 cl2 l2146 t3957\" id=\"a16040\">Otros servicios de auditor\u00eda </div><div class=\"po0 fs32 cl2 l2389 t3957\" id=\"a16042\">- </div><div class=\"po0 fs32 cl2 l2038 t3957\" id=\"a16044\">- </div><div class=\"po0 fs32 cl2 l2390 t3957\" id=\"a16046\">53 </div><div class=\"po0 fs32 cl2 l2391 t3957\" id=\"a16048\">- </div><div class=\"po0 fs32 cl2 l2146 t3958\" id=\"a16050\">Otros servicios de verificaci\u00f3n </div><div class=\"po0 fs32 cl2 l2392 t3958\" id=\"a16052\">263 </div><div class=\"po0 fs32 cl2 l2127 t3958\" id=\"a16054\">279 </div><div class=\"po0 fs32 cl2 l2393 t3958\" id=\"a16056\">309 </div><div class=\"po0 fs32 cl2 l2394 t3958\" id=\"a16058\">125 </div><div class=\"po0 fs32 cl2 l2146 t3959\" id=\"a16060\">Servicios de asesoramiento<div class=\"d0 w960\">\u00a0</div>fiscal </div><div class=\"po0 fs32 cl2 l2395 t3959\" id=\"a16062\">1 </div><div class=\"po0 fs32 cl2 l2127 t3959\" id=\"a16064\">312 </div><div class=\"po0 fs32 cl2 l2396 t3959\" id=\"a16066\">- </div><div class=\"po0 fs32 cl2 l2394 t3959\" id=\"a16068\">222 </div><div class=\"po0 fs32 cl2 l2146 t3960\" id=\"a16070\">Otros servicios </div><div class=\"po0 fs32 cl2 l2389 t3960\" id=\"a16072\">- </div><div class=\"po0 fs32 cl2 l2127 t3960\" id=\"a16074\">444 </div><div class=\"po0 fs32 cl2 l1841 t3960\" id=\"a16076\">1 </div><div class=\"po0 fs32 cl2 l2394 t3960\" id=\"a16078\">632 </div><div class=\"po0 fs15 cl2 l2146 t3961\" id=\"a16080\">Total otros servicios profesionales </div><div class=\"po0 fs15 cl2 l2392 t3961\" id=\"a16082\">264 </div><div class=\"po0 fs15 cl2 l2397 t3961\" id=\"a16084\">1.035 </div><div class=\"po0 fs15 cl2 l2393 t3961\" id=\"a16086\">363 </div><div class=\"po0 fs15 cl2 l2394 t3961\" id=\"a16088\">979 </div></div></div><div class=\"po1 w502 h54 lh0\" id=\"TextBlockContainer2938\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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   "dimensions": {
    "concept": "ifrs-full:DisclosureOfAuditorsRemunerationExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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class=\"w89 po0 h12 l2418 t3993 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2420 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2415 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2418 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2417 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2420 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2415 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2418 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2417 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3996 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3996 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3996 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t2566 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t2566 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t2566 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2420 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2415 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2418 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2417 t3998 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h224 l2421 t3999 bgc3\">\u00a0</div>\n<div class=\"w1286 po0 h37 l2423 t4000 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h224 l2416 t3999 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h37 l2424 t4000 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h224 l2419 t3999 bgc3\">\u00a0</div>\n<div class=\"w918 po0 h37 l2425 t4000 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4001 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t4001 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t4001 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4002 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t4002 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t4002 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4002 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2951\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a16160\">(15)<div class=\"d0 w391\">\u00a0</div>RESULTADO FINANCIERO </div><div class=\"po0 fs14 cl2 l451 t3516\" id=\"a16165\">El desglose del saldo de este ep\u00edgrafe de las cuentas de resultados<div class=\"d0 w402\">\u00a0</div>consolidadas es el siguiente: </div><div class=\"po0 fs32 cl2 l2426 t4003\" id=\"a16169\">Miles de euros </div><div class=\"po0 fs32 cl2 l2427 t4004\" id=\"a16171\">2024 </div><div class=\"po0 fs32 cl2 l2428 t4004\" id=\"a16173\">2023 </div><div class=\"po0 fs32 cl2 l2429 t4005\" id=\"a16175\"><div class=\"d0 w1287\">\u00a0</div>Ingresos de inversiones<div class=\"d0 w824\">\u00a0</div>financieras temporales </div><div class=\"po0 fs32 cl2 l2430 t4005\" id=\"a16178\">3.596 </div><div class=\"po0 fs32 cl2 l2431 t4005\" id=\"a16180\">3.734 </div><div class=\"po0 fs32 cl2 l2429 t4006\" id=\"a16182\"><div class=\"d0 w1287\">\u00a0</div>Ingresos financieros<div class=\"d0 w585\">\u00a0</div>por operaciones de<div class=\"d0 w697\">\u00a0</div>cobertura </div><div class=\"po0 fs32 cl2 l2430 t4006\" id=\"a16185\">4.802 </div><div class=\"po0 fs32 cl2 l2431 t4006\" id=\"a16187\">3.091 </div><div class=\"po0 fs32 cl2 l2429 t4007\" id=\"a16189\"><div class=\"d0 w1287\">\u00a0</div>Otros ingresos financieros </div><div class=\"po0 fs32 cl2 l2430 t4007\" id=\"a16192\">6.248 </div><div class=\"po0 fs32 cl2 l2431 t4007\" id=\"a16194\">2.109 </div><div class=\"po0 fs15 cl2 l2429 t3428\" id=\"a16196\"><div class=\"d0 w1287\">\u00a0</div>Ingresos financieros </div><div class=\"po0 fs15 cl2 l2432 t3428\" id=\"a16199\">14.646 </div><div class=\"po0 fs15 cl2 l2431 t3428\" id=\"a16201\">8.934 </div><div class=\"po0 fs32 cl2 l2429 t4008\" id=\"a16203\"><div class=\"d0 w1287\">\u00a0</div>Intereses de deuda </div><div class=\"po0 fs32 cl2 l2433 t4008\" id=\"a16206\">(82.564) </div><div class=\"po0 fs32 cl2 l2434 t4008\" id=\"a16208\">(86.622) </div><div class=\"po0 fs32 cl2 l2429 t4009\" id=\"a16210\"><div class=\"d0 w1288\">\u00a0</div>Ajustes por inflaci\u00f3n </div><div class=\"po0 fs32 cl2 l2435 t4009\" id=\"a16213\">(6.185) </div><div class=\"po0 fs32 cl2 l2434 t4009\" id=\"a16215\">(11.993) </div><div class=\"po0 fs32 cl2 l2429 t4010\" id=\"a16217\"><div class=\"d0 w1287\">\u00a0</div>Gastos formalizaci\u00f3n<div class=\"d0 w614\">\u00a0</div>de deuda </div><div class=\"po0 fs32 cl2 l2436 t4010\" id=\"a16220\">(8) </div><div class=\"po0 fs32 cl2 l2437 t4010\" id=\"a16222\">314 </div><div class=\"po0 fs32 cl2 l2429 t4011\" id=\"a16224\"><div class=\"d0 w1287\">\u00a0</div>Otros gastos financieros </div><div class=\"po0 fs32 cl2 l2433 t4011\" id=\"a16227\">(10.964) </div><div class=\"po0 fs32 cl2 l2434 t4011\" id=\"a16229\">(14.795) </div><div class=\"po0 fs15 cl2 l2429 t4012\" id=\"a16231\"><div class=\"d0 w1288\">\u00a0</div>Gastos financieros </div><div class=\"po0 fs15 cl2 l2433 t4012\" id=\"a16234\">(99.721) </div><div class=\"po0 fs15 cl2 l2438 t4012\" id=\"a16236\">(113.096) </div><div class=\"po0 fs32 cl2 l2429 t4013\" id=\"a16238\"><div class=\"d0 w1287\">\u00a0</div>Diferencias positivas<div class=\"d0 w384\">\u00a0</div>de cambio </div><div class=\"po0 fs32 cl2 l2432 t4013\" id=\"a16241\">31.687 </div><div class=\"po0 fs32 cl2 l2439 t4013\" id=\"a16243\">57.177 </div><div class=\"po0 fs32 cl2 l2429 t4014\" id=\"a16245\"><div class=\"d0 w1287\">\u00a0</div>Diferencias negativas<div class=\"d0 w585\">\u00a0</div>de cambio </div><div class=\"po0 fs32 cl2 l2433 t4014\" id=\"a16248\">(32.663) </div><div class=\"po0 fs32 cl2 l2434 t4014\" id=\"a16250\">(56.483) </div><div class=\"po0 fs15 cl2 l2429 t4015\" id=\"a16252\"><div class=\"d0 w1288\">\u00a0</div>Diferencias de cambio<div class=\"d0 w696\">\u00a0</div>(neto) </div><div class=\"po0 fs15 cl2 l2440 t4015\" id=\"a16255\">(976) </div><div class=\"po0 fs15 cl2 l2437 t4015\" id=\"a16257\">694 </div><div class=\"po0 fs15 cl2 l2429 t4016\" id=\"a16259\"><div class=\"d0 w1288\">\u00a0</div>Variaciones de valor de<div class=\"d0 w758\">\u00a0</div>instrumentos financieros </div><div class=\"po0 fs15 cl2 l2433 t4016\" id=\"a16262\">(12.486) </div><div class=\"po0 fs15 cl2 l2434 t4016\" id=\"a16264\">(14.813) </div><div class=\"po0 fs15 cl2 l2429 t2813\" id=\"a16266\"><div class=\"d0 w1287\">\u00a0</div>Resultado financiero </div><div class=\"po0 fs15 cl2 l2433 t2813\" id=\"a16269\">(98.537) </div><div class=\"po0 fs15 cl2 l2438 t2813\" id=\"a16271\">(118.281) </div><div class=\"po0 fs14 cl4 l451 t4017\" id=\"a16274\">.</div></div></div></div></div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w681 h139 lh0\" id=\"TextBlockContainer2977\"><div class=\"po0 l342 t756 f0\" id=\"div_2967_XBRL_TS_ac429f230bd34bd89e5529c61025a574\"><div class=\"po1 w681 h139 lh0\" id=\"TextBlockContainer2974\"><div class=\"po0 l450 t756 f0\" id=\"div_2968_XBRL_TS_7d4c76ab48384b4dbbad953f172ed015\"><div class=\"po1 w198 h306 lh0\" id=\"TextBlockContainer2969\"><div class=\"po1 w198 z0\" id=\"TextContainer2969\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16277\">El ep\u00edgrafe<div class=\"d0 w230\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l2441 t814\" id=\"a16279\">Ingresos de<div class=\"d0 w264\">\u00a0</div>inversiones financieras<div class=\"d0 w17\">\u00a0</div>temporales</div><div class=\"po0 fs14 cl2 l2442 t756\" id=\"a16280\">\u201d incluye,<div class=\"d0 w283\">\u00a0</div>principalmente, los<div class=\"d0 w7\">\u00a0</div>ingresos </div><div class=\"po0 fs14 cl2 l340 t1087\" id=\"a16282\">por intereses asociados a los dep\u00f3sitos constituidos a corto plazo con los excedentes de caja en </div><div class=\"po0 fs14 cl2 l341 t1286\" id=\"a16283\">el negocio de Educaci\u00f3n y Otros.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2974\"></div><div class=\"po0 l450 t760 f0\" id=\"div_2971_XBRL_TS_65edadb5b4f946cb9d15360ae906a265\"><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer2972\"><div class=\"po1 w198 z0\" id=\"TextContainer2972\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16286\">El<div class=\"d0 w226\">\u00a0</div>ep\u00edgrafe</div><div class=\"po0 fs26 cl2 l2443 t814\" id=\"a16287\"><div class=\"d0 w291\">\u00a0</div>\u201cIngresos<div class=\"d0 w284\">\u00a0</div>financieros<div class=\"d0 w280\">\u00a0</div>por<div class=\"d0 w389\">\u00a0</div>operaciones<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w476\">\u00a0</div>cobertura\u201d </div><div class=\"po0 fs14 cl2 l2444 t756\" id=\"a16289\">incluye<div class=\"d0 w389\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>ganancia<div class=\"d0 w284\">\u00a0</div>asociada<div class=\"d0 w226\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l340 t1152\" id=\"a16290\">ahorro de<div class=\"d0 w479\">\u00a0</div>intereses por<div class=\"d0 w620\">\u00a0</div>la liquidaci\u00f3n<div class=\"d0 w619\">\u00a0</div>peri\u00f3dica de<div class=\"d0 w620\">\u00a0</div>las coberturas<div class=\"d0 w479\">\u00a0</div>de tipos<div class=\"d0 w141\">\u00a0</div>de inter\u00e9s<div class=\"d0 w558\">\u00a0</div>contratadas </div><div class=\"po0 fs14 cl2 l340 t1316\" id=\"a16291\">por la Sociedad </div><div class=\"po0 fs26 cl2 l1976 t4019\" id=\"a16292\">(v\u00e9ase nota 11 a)</div><div class=\"po0 fs14 cl2 ls8 l2445 t762\" id=\"a16293\">.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2975\"><div class=\"po0 fs14 cl2 ls8 l2446 t1312\" id=\"a16293_1_2\"><div class=\"d0 w352\">\u00a0</div></div></div></div></div></div><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer2987\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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class=\"d0 w292\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t1087\" id=\"a16308\">intereses que se han devengado y cobrado<div class=\"d0 w325\">\u00a0</div>desde el 11 de marzo de 2020<div class=\"d0 w353\">\u00a0</div>hasta el 1 de marzo de </div><div class=\"po0 fs14 cl2 l340 t764\" id=\"a16313\">2024 (fecha en<div class=\"d0 w390\">\u00a0</div>la que<div class=\"d0 w396\">\u00a0</div>el importe depositado<div class=\"d0 w59\">\u00a0</div>en la cuenta<div class=\"d0 w394\">\u00a0</div>escrow por<div class=\"d0 w34\">\u00a0</div>10.000 miles de<div class=\"d0 w368\">\u00a0</div>euros ha </div><div class=\"po0 fs14 cl2 l340 t765\" id=\"a16314\">pasado a estar disponible para<div class=\"d0 w49\">\u00a0</div>la Sociedad), como consecuencia de<div class=\"d0 w55\">\u00a0</div>la resoluci\u00f3n favorable del </div><div class=\"po0 fs14 cl2 l340 t760\" id=\"a16315\">laudo con Cofina </div><div class=\"po0 fs26 cl2 l2449 t4021\" id=\"a16316\">(v\u00e9ase nota 13)</div><div class=\"po0 fs14 cl2 l2450 t760\" id=\"a16317\">.</div></div></div></div></div>",
   "dimensions": {
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    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2420 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2415 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2418 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2417 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2420 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2415 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2418 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2417 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3996 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3996 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3996 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t2566 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t2566 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t2566 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2420 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2415 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2418 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2417 t3998 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h224 l2421 t3999 bgc3\">\u00a0</div>\n<div class=\"w1286 po0 h37 l2423 t4000 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h224 l2416 t3999 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h37 l2424 t4000 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h224 l2419 t3999 bgc3\">\u00a0</div>\n<div class=\"w918 po0 h37 l2425 t4000 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4001 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t4001 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t4001 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4002 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t4002 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t4002 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4002 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2951\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a16160\">(15)<div class=\"d0 w391\">\u00a0</div>RESULTADO FINANCIERO </div><div class=\"po0 fs14 cl2 l451 t3516\" id=\"a16165\">El desglose del saldo de este ep\u00edgrafe de las cuentas de resultados<div class=\"d0 w402\">\u00a0</div>consolidadas es el siguiente: </div><div class=\"po0 fs32 cl2 l2426 t4003\" id=\"a16169\">Miles de euros </div><div class=\"po0 fs32 cl2 l2427 t4004\" id=\"a16171\">2024 </div><div class=\"po0 fs32 cl2 l2428 t4004\" id=\"a16173\">2023 </div><div class=\"po0 fs32 cl2 l2429 t4005\" id=\"a16175\"><div class=\"d0 w1287\">\u00a0</div>Ingresos de inversiones<div class=\"d0 w824\">\u00a0</div>financieras temporales </div><div class=\"po0 fs32 cl2 l2430 t4005\" id=\"a16178\">3.596 </div><div class=\"po0 fs32 cl2 l2431 t4005\" id=\"a16180\">3.734 </div><div class=\"po0 fs32 cl2 l2429 t4006\" id=\"a16182\"><div class=\"d0 w1287\">\u00a0</div>Ingresos financieros<div class=\"d0 w585\">\u00a0</div>por operaciones de<div class=\"d0 w697\">\u00a0</div>cobertura </div><div class=\"po0 fs32 cl2 l2430 t4006\" id=\"a16185\">4.802 </div><div class=\"po0 fs32 cl2 l2431 t4006\" id=\"a16187\">3.091 </div><div class=\"po0 fs32 cl2 l2429 t4007\" id=\"a16189\"><div class=\"d0 w1287\">\u00a0</div>Otros ingresos financieros </div><div class=\"po0 fs32 cl2 l2430 t4007\" id=\"a16192\">6.248 </div><div class=\"po0 fs32 cl2 l2431 t4007\" id=\"a16194\">2.109 </div><div class=\"po0 fs15 cl2 l2429 t3428\" id=\"a16196\"><div class=\"d0 w1287\">\u00a0</div>Ingresos financieros </div><div class=\"po0 fs15 cl2 l2432 t3428\" id=\"a16199\">14.646 </div><div class=\"po0 fs15 cl2 l2431 t3428\" id=\"a16201\">8.934 </div><div class=\"po0 fs32 cl2 l2429 t4008\" id=\"a16203\"><div class=\"d0 w1287\">\u00a0</div>Intereses de deuda </div><div class=\"po0 fs32 cl2 l2433 t4008\" id=\"a16206\">(82.564) </div><div class=\"po0 fs32 cl2 l2434 t4008\" id=\"a16208\">(86.622) </div><div class=\"po0 fs32 cl2 l2429 t4009\" id=\"a16210\"><div class=\"d0 w1288\">\u00a0</div>Ajustes por inflaci\u00f3n </div><div class=\"po0 fs32 cl2 l2435 t4009\" id=\"a16213\">(6.185) </div><div class=\"po0 fs32 cl2 l2434 t4009\" id=\"a16215\">(11.993) </div><div class=\"po0 fs32 cl2 l2429 t4010\" id=\"a16217\"><div class=\"d0 w1287\">\u00a0</div>Gastos formalizaci\u00f3n<div class=\"d0 w614\">\u00a0</div>de deuda </div><div class=\"po0 fs32 cl2 l2436 t4010\" id=\"a16220\">(8) </div><div class=\"po0 fs32 cl2 l2437 t4010\" id=\"a16222\">314 </div><div class=\"po0 fs32 cl2 l2429 t4011\" id=\"a16224\"><div class=\"d0 w1287\">\u00a0</div>Otros gastos financieros </div><div class=\"po0 fs32 cl2 l2433 t4011\" id=\"a16227\">(10.964) </div><div class=\"po0 fs32 cl2 l2434 t4011\" id=\"a16229\">(14.795) </div><div class=\"po0 fs15 cl2 l2429 t4012\" id=\"a16231\"><div class=\"d0 w1288\">\u00a0</div>Gastos financieros </div><div class=\"po0 fs15 cl2 l2433 t4012\" id=\"a16234\">(99.721) </div><div class=\"po0 fs15 cl2 l2438 t4012\" id=\"a16236\">(113.096) </div><div class=\"po0 fs32 cl2 l2429 t4013\" id=\"a16238\"><div class=\"d0 w1287\">\u00a0</div>Diferencias positivas<div class=\"d0 w384\">\u00a0</div>de cambio </div><div class=\"po0 fs32 cl2 l2432 t4013\" id=\"a16241\">31.687 </div><div class=\"po0 fs32 cl2 l2439 t4013\" id=\"a16243\">57.177 </div><div class=\"po0 fs32 cl2 l2429 t4014\" id=\"a16245\"><div class=\"d0 w1287\">\u00a0</div>Diferencias negativas<div class=\"d0 w585\">\u00a0</div>de cambio </div><div class=\"po0 fs32 cl2 l2433 t4014\" id=\"a16248\">(32.663) </div><div class=\"po0 fs32 cl2 l2434 t4014\" id=\"a16250\">(56.483) </div><div class=\"po0 fs15 cl2 l2429 t4015\" id=\"a16252\"><div class=\"d0 w1288\">\u00a0</div>Diferencias de cambio<div class=\"d0 w696\">\u00a0</div>(neto) </div><div class=\"po0 fs15 cl2 l2440 t4015\" id=\"a16255\">(976) </div><div class=\"po0 fs15 cl2 l2437 t4015\" id=\"a16257\">694 </div><div class=\"po0 fs15 cl2 l2429 t4016\" id=\"a16259\"><div class=\"d0 w1288\">\u00a0</div>Variaciones de valor de<div class=\"d0 w758\">\u00a0</div>instrumentos financieros </div><div class=\"po0 fs15 cl2 l2433 t4016\" id=\"a16262\">(12.486) </div><div class=\"po0 fs15 cl2 l2434 t4016\" id=\"a16264\">(14.813) </div><div class=\"po0 fs15 cl2 l2429 t2813\" id=\"a16266\"><div class=\"d0 w1287\">\u00a0</div>Resultado financiero </div><div class=\"po0 fs15 cl2 l2433 t2813\" id=\"a16269\">(98.537) </div><div class=\"po0 fs15 cl2 l2438 t2813\" id=\"a16271\">(118.281) </div><div class=\"po0 fs14 cl4 l451 t4017\" id=\"a16274\">.</div></div></div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer3000\"><div class=\"po0 l342 t756 f0\" id=\"div_2994_XBRL_TS_a2727ef78b28430bbd907db246b223a2\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2998\"><div class=\"po0 l342 t756 f0\" id=\"div_2995_XBRL_TS_46fe21180b2e4cdcbc0f74328952f9a7\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2996\"><div class=\"po1 w198 z0\" id=\"TextContainer2996\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16320\">La disminuci\u00f3n de<div class=\"d0 w231\">\u00a0</div>los \u201cIntereses de deuda\u201d<div class=\"d0 w246\">\u00a0</div>se debe,<div class=\"d0 w1289\">\u00a0</div>fundamentalmente, a la disminuci\u00f3n del </div><div class=\"po0 fs14 cl2 l340 t2214\" id=\"a16326\">gasto de intereses del<div class=\"d0 w57\">\u00a0</div>negocio de Educaci\u00f3n por el menor<div class=\"d0 w58\">\u00a0</div>nivel de endeudamiento y al<div class=\"d0 w48\">\u00a0</div>menor </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a16329\">gasto<div class=\"d0 w20\">\u00a0</div>financiero en<div class=\"d0 w19\">\u00a0</div>PRISA. Esto<div class=\"d0 w169\">\u00a0</div>\u00faltimo se<div class=\"d0 w343\">\u00a0</div>explica porque<div class=\"d0 w7\">\u00a0</div>el incremento<div class=\"d0 w344\">\u00a0</div>del gasto<div class=\"d0 w31\">\u00a0</div>asociado al </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a16337\">aumento<div class=\"d0 w350\">\u00a0</div>del<div class=\"d0 w197\">\u00a0</div>Euribor<div class=\"d0 w192\">\u00a0</div>sobre<div class=\"d0 w638\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>coste<div class=\"d0 w526\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>deuda<div class=\"d0 w187\">\u00a0</div>financiera<div class=\"d0 w256\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>la<div class=\"d0 w444\">\u00a0</div>Sociedad<div class=\"d0 w508\">\u00a0</div>se<div class=\"d0 w598\">\u00a0</div>ha<div class=\"d0 w444\">\u00a0</div>visto </div><div class=\"po0 fs14 cl2 l340 t4022\" id=\"a16343\">compensado<div class=\"d0 w404\">\u00a0</div>con<div class=\"d0 w338\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>menor<div class=\"d0 w248\">\u00a0</div>coste<div class=\"d0 w284\">\u00a0</div>financiero<div class=\"d0 w343\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>haber<div class=\"d0 w173\">\u00a0</div>amortizado<div class=\"d0 w98\">\u00a0</div>50.000<div class=\"d0 w98\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1094\" id=\"a16353\">deuda Junior en abril de 2024 y la menor disposici\u00f3n de 40.000 miles de euros de Deuda Super </div><div class=\"po0 fs14 cl2 l340 t1095\" id=\"a16357\">Senior </div><div class=\"po0 fs26 cl2 l2451 t406\" id=\"a16358\">(v\u00e9ase nota 1 b y nota 11 b).</div></div></div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfBorrowingCostsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
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h302 l2415 t3982 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3982 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3983 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3983 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3984 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3984 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3984 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2421 t3519 bgc0\">\u00a0</div>\n<div class=\"w1284 po0 h12 l2422 t3519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3519 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3519 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3985 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3985 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3985 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3985 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2420 t3986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2415 t3986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2418 t3986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2417 t3986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2420 t411 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2415 t411 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2418 t411 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2417 t411 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3987 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t3987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3987 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3987 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t375 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t375 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t375 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2420 t3988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2415 t3988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2418 t3988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2417 t3988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2420 t3989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2415 t3989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2418 t3989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2417 t3989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2420 t3990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2415 t3990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2418 t3990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2417 t3990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3991 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t3991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3991 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3991 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3993 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3993 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3993 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2420 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2415 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2418 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2417 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2420 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2415 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2418 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2417 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3996 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3996 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3996 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t2566 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t2566 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t2566 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2420 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2415 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2418 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2417 t3998 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h224 l2421 t3999 bgc3\">\u00a0</div>\n<div class=\"w1286 po0 h37 l2423 t4000 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h224 l2416 t3999 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h37 l2424 t4000 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h224 l2419 t3999 bgc3\">\u00a0</div>\n<div class=\"w918 po0 h37 l2425 t4000 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4001 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t4001 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t4001 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4002 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t4002 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t4002 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4002 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2951\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a16160\">(15)<div class=\"d0 w391\">\u00a0</div>RESULTADO FINANCIERO </div><div class=\"po0 fs14 cl2 l451 t3516\" id=\"a16165\">El desglose del saldo de este ep\u00edgrafe de las cuentas de resultados<div class=\"d0 w402\">\u00a0</div>consolidadas es el siguiente: </div><div class=\"po0 fs32 cl2 l2426 t4003\" id=\"a16169\">Miles de euros </div><div class=\"po0 fs32 cl2 l2427 t4004\" id=\"a16171\">2024 </div><div class=\"po0 fs32 cl2 l2428 t4004\" id=\"a16173\">2023 </div><div class=\"po0 fs32 cl2 l2429 t4005\" id=\"a16175\"><div class=\"d0 w1287\">\u00a0</div>Ingresos de inversiones<div class=\"d0 w824\">\u00a0</div>financieras temporales </div><div class=\"po0 fs32 cl2 l2430 t4005\" id=\"a16178\">3.596 </div><div class=\"po0 fs32 cl2 l2431 t4005\" id=\"a16180\">3.734 </div><div class=\"po0 fs32 cl2 l2429 t4006\" id=\"a16182\"><div class=\"d0 w1287\">\u00a0</div>Ingresos financieros<div class=\"d0 w585\">\u00a0</div>por operaciones de<div class=\"d0 w697\">\u00a0</div>cobertura </div><div class=\"po0 fs32 cl2 l2430 t4006\" id=\"a16185\">4.802 </div><div class=\"po0 fs32 cl2 l2431 t4006\" id=\"a16187\">3.091 </div><div class=\"po0 fs32 cl2 l2429 t4007\" id=\"a16189\"><div class=\"d0 w1287\">\u00a0</div>Otros ingresos financieros </div><div class=\"po0 fs32 cl2 l2430 t4007\" id=\"a16192\">6.248 </div><div class=\"po0 fs32 cl2 l2431 t4007\" id=\"a16194\">2.109 </div><div class=\"po0 fs15 cl2 l2429 t3428\" id=\"a16196\"><div class=\"d0 w1287\">\u00a0</div>Ingresos financieros </div><div class=\"po0 fs15 cl2 l2432 t3428\" id=\"a16199\">14.646 </div><div class=\"po0 fs15 cl2 l2431 t3428\" id=\"a16201\">8.934 </div><div class=\"po0 fs32 cl2 l2429 t4008\" id=\"a16203\"><div class=\"d0 w1287\">\u00a0</div>Intereses de deuda </div><div class=\"po0 fs32 cl2 l2433 t4008\" id=\"a16206\">(82.564) </div><div class=\"po0 fs32 cl2 l2434 t4008\" id=\"a16208\">(86.622) </div><div class=\"po0 fs32 cl2 l2429 t4009\" id=\"a16210\"><div class=\"d0 w1288\">\u00a0</div>Ajustes por inflaci\u00f3n </div><div class=\"po0 fs32 cl2 l2435 t4009\" id=\"a16213\">(6.185) </div><div class=\"po0 fs32 cl2 l2434 t4009\" id=\"a16215\">(11.993) </div><div class=\"po0 fs32 cl2 l2429 t4010\" id=\"a16217\"><div class=\"d0 w1287\">\u00a0</div>Gastos formalizaci\u00f3n<div class=\"d0 w614\">\u00a0</div>de deuda </div><div class=\"po0 fs32 cl2 l2436 t4010\" id=\"a16220\">(8) </div><div class=\"po0 fs32 cl2 l2437 t4010\" id=\"a16222\">314 </div><div class=\"po0 fs32 cl2 l2429 t4011\" id=\"a16224\"><div class=\"d0 w1287\">\u00a0</div>Otros gastos financieros </div><div class=\"po0 fs32 cl2 l2433 t4011\" id=\"a16227\">(10.964) </div><div class=\"po0 fs32 cl2 l2434 t4011\" id=\"a16229\">(14.795) </div><div class=\"po0 fs15 cl2 l2429 t4012\" id=\"a16231\"><div class=\"d0 w1288\">\u00a0</div>Gastos financieros </div><div class=\"po0 fs15 cl2 l2433 t4012\" id=\"a16234\">(99.721) </div><div class=\"po0 fs15 cl2 l2438 t4012\" id=\"a16236\">(113.096) </div><div class=\"po0 fs32 cl2 l2429 t4013\" id=\"a16238\"><div class=\"d0 w1287\">\u00a0</div>Diferencias positivas<div class=\"d0 w384\">\u00a0</div>de cambio </div><div class=\"po0 fs32 cl2 l2432 t4013\" id=\"a16241\">31.687 </div><div class=\"po0 fs32 cl2 l2439 t4013\" id=\"a16243\">57.177 </div><div class=\"po0 fs32 cl2 l2429 t4014\" id=\"a16245\"><div class=\"d0 w1287\">\u00a0</div>Diferencias negativas<div class=\"d0 w585\">\u00a0</div>de cambio </div><div class=\"po0 fs32 cl2 l2433 t4014\" id=\"a16248\">(32.663) </div><div class=\"po0 fs32 cl2 l2434 t4014\" id=\"a16250\">(56.483) </div><div class=\"po0 fs15 cl2 l2429 t4015\" id=\"a16252\"><div class=\"d0 w1288\">\u00a0</div>Diferencias de cambio<div class=\"d0 w696\">\u00a0</div>(neto) </div><div class=\"po0 fs15 cl2 l2440 t4015\" id=\"a16255\">(976) </div><div class=\"po0 fs15 cl2 l2437 t4015\" id=\"a16257\">694 </div><div class=\"po0 fs15 cl2 l2429 t4016\" id=\"a16259\"><div class=\"d0 w1288\">\u00a0</div>Variaciones de valor de<div class=\"d0 w758\">\u00a0</div>instrumentos financieros </div><div class=\"po0 fs15 cl2 l2433 t4016\" id=\"a16262\">(12.486) </div><div class=\"po0 fs15 cl2 l2434 t4016\" id=\"a16264\">(14.813) </div><div class=\"po0 fs15 cl2 l2429 t2813\" id=\"a16266\"><div class=\"d0 w1287\">\u00a0</div>Resultado financiero </div><div class=\"po0 fs15 cl2 l2433 t2813\" id=\"a16269\">(98.537) </div><div class=\"po0 fs15 cl2 l2438 t2813\" id=\"a16271\">(118.281) </div><div class=\"po0 fs14 cl4 l451 t4017\" id=\"a16274\">.</div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w198 h306 lh0\" id=\"TextBlockContainer2969\"><div class=\"po1 w198 z0\" id=\"TextContainer2969\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16277\">El ep\u00edgrafe<div class=\"d0 w230\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l2441 t814\" id=\"a16279\">Ingresos de<div class=\"d0 w264\">\u00a0</div>inversiones financieras<div class=\"d0 w17\">\u00a0</div>temporales</div><div class=\"po0 fs14 cl2 l2442 t756\" id=\"a16280\">\u201d incluye,<div class=\"d0 w283\">\u00a0</div>principalmente, los<div class=\"d0 w7\">\u00a0</div>ingresos </div><div class=\"po0 fs14 cl2 l340 t1087\" id=\"a16282\">por intereses asociados a los dep\u00f3sitos constituidos a corto plazo con los excedentes de caja en </div><div class=\"po0 fs14 cl2 l341 t1286\" id=\"a16283\">el negocio de Educaci\u00f3n y Otros.</div></div></div><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer2972\"><div class=\"po1 w198 z0\" id=\"TextContainer2972\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16286\">El<div class=\"d0 w226\">\u00a0</div>ep\u00edgrafe</div><div class=\"po0 fs26 cl2 l2443 t814\" id=\"a16287\"><div class=\"d0 w291\">\u00a0</div>\u201cIngresos<div class=\"d0 w284\">\u00a0</div>financieros<div class=\"d0 w280\">\u00a0</div>por<div class=\"d0 w389\">\u00a0</div>operaciones<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w476\">\u00a0</div>cobertura\u201d </div><div class=\"po0 fs14 cl2 l2444 t756\" id=\"a16289\">incluye<div class=\"d0 w389\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>ganancia<div class=\"d0 w284\">\u00a0</div>asociada<div class=\"d0 w226\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l340 t1152\" id=\"a16290\">ahorro de<div class=\"d0 w479\">\u00a0</div>intereses por<div class=\"d0 w620\">\u00a0</div>la liquidaci\u00f3n<div class=\"d0 w619\">\u00a0</div>peri\u00f3dica de<div class=\"d0 w620\">\u00a0</div>las coberturas<div class=\"d0 w479\">\u00a0</div>de tipos<div class=\"d0 w141\">\u00a0</div>de inter\u00e9s<div class=\"d0 w558\">\u00a0</div>contratadas </div><div class=\"po0 fs14 cl2 l340 t1316\" id=\"a16291\">por la Sociedad </div><div class=\"po0 fs26 cl2 l1976 t4019\" id=\"a16292\">(v\u00e9ase nota 11 a)</div><div class=\"po0 fs14 cl2 ls8 l2445 t762\" id=\"a16293\">.</div></div></div><div class=\"po1 w198 h99 lh0\" id=\"TextBlockContainer2985\"><div class=\"po1 w198 z0\" id=\"TextContainer2985\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16305\">En<div class=\"d0 w388\">\u00a0</div>2024<div class=\"d0 w119\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l2447 t814\" id=\"a16306\">\u201cOtros<div class=\"d0 w389\">\u00a0</div>ingresos<div class=\"d0 w174\">\u00a0</div>financieros\u201d </div><div class=\"po0 fs14 cl2 l2448 t756\" id=\"a16307\">se<div class=\"d0 w3\">\u00a0</div>incluyen<div class=\"d0 w485\">\u00a0</div>3.175<div class=\"d0 w98\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t1087\" id=\"a16308\">intereses que se han devengado y cobrado<div class=\"d0 w325\">\u00a0</div>desde el 11 de marzo de 2020<div class=\"d0 w353\">\u00a0</div>hasta el 1 de marzo de </div><div class=\"po0 fs14 cl2 l340 t764\" id=\"a16313\">2024 (fecha en<div class=\"d0 w390\">\u00a0</div>la que<div class=\"d0 w396\">\u00a0</div>el importe depositado<div class=\"d0 w59\">\u00a0</div>en la cuenta<div class=\"d0 w394\">\u00a0</div>escrow por<div class=\"d0 w34\">\u00a0</div>10.000 miles de<div class=\"d0 w368\">\u00a0</div>euros ha </div><div class=\"po0 fs14 cl2 l340 t765\" id=\"a16314\">pasado a estar disponible para<div class=\"d0 w49\">\u00a0</div>la Sociedad), como consecuencia de<div class=\"d0 w55\">\u00a0</div>la resoluci\u00f3n favorable del </div><div class=\"po0 fs14 cl2 l340 t760\" id=\"a16315\">laudo con Cofina </div><div class=\"po0 fs26 cl2 l2449 t4021\" id=\"a16316\">(v\u00e9ase nota 13)</div><div class=\"po0 fs14 cl2 l2450 t760\" id=\"a16317\">.</div></div></div><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer3002\"><div class=\"po0 l342 t756 f0\" id=\"div_2993_XBRL_TS_8c2d68b19ba54e0d819757029cf299b3\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer3000\"><div class=\"po0 l342 t756 f0\" id=\"div_2994_XBRL_TS_a2727ef78b28430bbd907db246b223a2\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2998\"><div class=\"po0 l342 t756 f0\" id=\"div_2995_XBRL_TS_46fe21180b2e4cdcbc0f74328952f9a7\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2996\"><div class=\"po1 w198 z0\" id=\"TextContainer2996\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16320\">La disminuci\u00f3n de<div class=\"d0 w231\">\u00a0</div>los \u201cIntereses de deuda\u201d<div class=\"d0 w246\">\u00a0</div>se debe,<div class=\"d0 w1289\">\u00a0</div>fundamentalmente, a la disminuci\u00f3n del </div><div class=\"po0 fs14 cl2 l340 t2214\" id=\"a16326\">gasto de intereses del<div class=\"d0 w57\">\u00a0</div>negocio de Educaci\u00f3n por el menor<div class=\"d0 w58\">\u00a0</div>nivel de endeudamiento y al<div class=\"d0 w48\">\u00a0</div>menor </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a16329\">gasto<div class=\"d0 w20\">\u00a0</div>financiero en<div class=\"d0 w19\">\u00a0</div>PRISA. Esto<div class=\"d0 w169\">\u00a0</div>\u00faltimo se<div class=\"d0 w343\">\u00a0</div>explica porque<div class=\"d0 w7\">\u00a0</div>el incremento<div class=\"d0 w344\">\u00a0</div>del gasto<div class=\"d0 w31\">\u00a0</div>asociado al </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a16337\">aumento<div class=\"d0 w350\">\u00a0</div>del<div class=\"d0 w197\">\u00a0</div>Euribor<div class=\"d0 w192\">\u00a0</div>sobre<div class=\"d0 w638\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>coste<div class=\"d0 w526\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>deuda<div class=\"d0 w187\">\u00a0</div>financiera<div class=\"d0 w256\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>la<div class=\"d0 w444\">\u00a0</div>Sociedad<div class=\"d0 w508\">\u00a0</div>se<div class=\"d0 w598\">\u00a0</div>ha<div class=\"d0 w444\">\u00a0</div>visto </div><div class=\"po0 fs14 cl2 l340 t4022\" id=\"a16343\">compensado<div class=\"d0 w404\">\u00a0</div>con<div class=\"d0 w338\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>menor<div class=\"d0 w248\">\u00a0</div>coste<div class=\"d0 w284\">\u00a0</div>financiero<div class=\"d0 w343\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>haber<div class=\"d0 w173\">\u00a0</div>amortizado<div class=\"d0 w98\">\u00a0</div>50.000<div class=\"d0 w98\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1094\" id=\"a16353\">deuda Junior en abril de 2024 y la menor disposici\u00f3n de 40.000 miles de euros de Deuda Super </div><div class=\"po0 fs14 cl2 l340 t1095\" id=\"a16357\">Senior </div><div class=\"po0 fs26 cl2 l2451 t406\" id=\"a16358\">(v\u00e9ase nota 1 b y nota 11 b).</div></div></div></div></div></div></div></div></div><div class=\"po1 w198 h309 lh0\" id=\"TextBlockContainer3012\"><div class=\"po0 l342 t756 f0\" id=\"div_3009_XBRL_TS_bb334f7f6e7343a7a79d64f157b7724d\"><div class=\"po1 w1290 h308 lh0\" id=\"TextBlockContainer3010\"><div class=\"po1 w1290 z0\" id=\"TextContainer3010\"><div class=\"po0 fs31 cl2 l2452 t756\" id=\"a16368\">A 31 de diciembre<div class=\"d0 w266\">\u00a0</div>de 2024, el ep\u00edgrafe </div><div class=\"po0 fs47 cl2 l2453 t4023\" id=\"a16370\">\u201cOtros gastos financieros\u201d</div><div class=\"po0 fs31 cl2 l2454 t756\" id=\"a16371\"><div class=\"d0 w352\">\u00a0</div>incluye 5.695 miles<div class=\"d0 w143\">\u00a0</div>de euros por el efecto </div><div class=\"po0 fs31 cl2 l2452 t4024\" id=\"a16373\">de la actualizaci\u00f3n del<div class=\"d0 w478\">\u00a0</div>pasivo financiero asociado<div class=\"d0 w386\">\u00a0</div>a los contratos de arrendamiento<div class=\"d0 w1223\">\u00a0</div>(6.416 miles de euros </div><div class=\"po0 fs31 cl2 l2452 t4025\" id=\"a16374\">a 31 de diciembre de 2023).</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer3012\"><div class=\"po0 fs14 cl2 l2452 t4026\" id=\"a16377\">A<div class=\"d0 w57\">\u00a0</div>31<div class=\"d0 w63\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>diciembre de<div class=\"d0 w338\">\u00a0</div>2024,<div class=\"d0 w110\">\u00a0</div>el<div class=\"d0 w33\">\u00a0</div>ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l2455 t4027\" id=\"a16379\">Variaci\u00f3n de<div class=\"d0 w249\">\u00a0</div>valor de<div class=\"d0 w382\">\u00a0</div>instrumentos financieros</div><div class=\"po0 fs14 cl2 l2456 t4026\" id=\"a16380\">\u201d<div class=\"d0 w63\">\u00a0</div>incluye </div><div class=\"po0 fs14 cl2 l2452 t4028\" id=\"a16381\">8.586 miles de euros<div class=\"d0 w324\">\u00a0</div>(11.982 miles de<div class=\"d0 w251\">\u00a0</div>euros a 31 de<div class=\"d0 w740\">\u00a0</div>diciembre de 2023)<div class=\"d0 w392\">\u00a0</div>por el gasto imputado<div class=\"d0 w326\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l2452 t4029\" id=\"a16382\">la<div class=\"d0 w419\">\u00a0</div>cuenta<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>resultados<div class=\"d0 w129\">\u00a0</div>consolidada<div class=\"d0 w32\">\u00a0</div>utilizando<div class=\"d0 w361\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>m\u00e9todo<div class=\"d0 w228\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>tipo<div class=\"d0 w394\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>inter\u00e9s<div class=\"d0 w21\">\u00a0</div>efectivo<div class=\"d0 w7\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l2452 t4030\" id=\"a16383\">diferencia surgida<div class=\"d0 w9\">\u00a0</div>en 2022<div class=\"d0 w47\">\u00a0</div>entre el<div class=\"d0 w17\">\u00a0</div>valor nominal de<div class=\"d0 w247\">\u00a0</div>la deuda<div class=\"d0 w59\">\u00a0</div>de la<div class=\"d0 w34\">\u00a0</div>Refinanciaci\u00f3n y su<div class=\"d0 w283\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l2452 t3478\" id=\"a16385\">razonable<div class=\"d0 w366\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>fecha<div class=\"d0 w368\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>registro<div class=\"d0 w228\">\u00a0</div>inicial,<div class=\"d0 w56\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>supuso<div class=\"d0 w201\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>ingreso<div class=\"d0 w48\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>dicho<div class=\"d0 w57\">\u00a0</div>a\u00f1o.<div class=\"d0 w419\">\u00a0</div>Este<div class=\"d0 w395\">\u00a0</div>importe </div><div class=\"po0 fs14 cl2 l2452 t4031\" id=\"a16386\">incluye, aproximadamente, 1,9<div class=\"d0 w34\">\u00a0</div>millones de euros de<div class=\"d0 w111\">\u00a0</div>gasto financiero asociado<div class=\"d0 w110\">\u00a0</div>a la parte<div class=\"d0 w56\">\u00a0</div>de la </div><div class=\"po0 fs14 cl2 l2452 t4032\" id=\"a16388\">deuda Junior<div class=\"d0 w24\">\u00a0</div>que ha<div class=\"d0 w22\">\u00a0</div>sido amortizada<div class=\"d0 w24\">\u00a0</div>parcial y<div class=\"d0 w333\">\u00a0</div>anticipadamente en abril<div class=\"d0 w59\">\u00a0</div>de 2024<div class=\"d0 w395\">\u00a0</div>por importe </div><div class=\"po0 fs14 cl2 l2452 t4033\" id=\"a16389\">de 50 millones de euros, y que a la fecha estaba<div class=\"d0 w299\">\u00a0</div>pendiente de imputar a la cuenta de resultados </div><div class=\"po0 fs14 cl2 l2452 t4034\" id=\"a16391\">consolidada<div class=\"d0 w32\">\u00a0</div>durante<div class=\"d0 w22\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>vigencia de<div class=\"d0 w531\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>citada<div class=\"d0 w21\">\u00a0</div>Refinanciaci\u00f3n. En<div class=\"d0 w162\">\u00a0</div>2023,<div class=\"d0 w110\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>inclu\u00eda<div class=\"d0 w21\">\u00a0</div>el gasto<div class=\"d0 w271\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l2452 t4035\" id=\"a16392\">importe de<div class=\"d0 w420\">\u00a0</div>5,5 millones<div class=\"d0 w20\">\u00a0</div>de euros<div class=\"d0 w234\">\u00a0</div>asociado a<div class=\"d0 w30\">\u00a0</div>la amortizaci\u00f3n parcial<div class=\"d0 w419\">\u00a0</div>y anticipada<div class=\"d0 w22\">\u00a0</div>de la<div class=\"d0 w295\">\u00a0</div>deuda </div><div class=\"po0 fs14 cl2 l2452 t4036\" id=\"a16393\">Junior realizada en febrero de 2023 por importe de 110 millones de euros </div><div class=\"po0 fs26 cl2 l2457 t4037\" id=\"a16394\">(v\u00e9anse notas 1 y 11b)</div><div class=\"po0 fs14 cl2 ls8 l2458 t4036\" id=\"a16395\">.<div class=\"d0 w352\">\u00a0</div></div><div class=\"po0 fs14 cl2 l2452 t4038\" id=\"a16398\">Asimismo, en<div class=\"d0 w19\">\u00a0</div>este \u00faltimo<div class=\"d0 w47\">\u00a0</div>ep\u00edgrafe se<div class=\"d0 w34\">\u00a0</div>incluye, tanto<div class=\"d0 w27\">\u00a0</div>en 2024<div class=\"d0 w47\">\u00a0</div>como en<div class=\"d0 w48\">\u00a0</div>2023, el gasto<div class=\"d0 w167\">\u00a0</div>financiero </div><div class=\"po0 fs14 cl2 l2452 t4039\" id=\"a16399\">por<div class=\"d0 w345\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>variaci\u00f3n<div class=\"d0 w201\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>razonable<div class=\"d0 w17\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>coberturas de<div class=\"d0 w294\">\u00a0</div>tipo<div class=\"d0 w58\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>inter\u00e9s<div class=\"d0 w21\">\u00a0</div>contratadas<div class=\"d0 w60\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l2452 t4040\" id=\"a16400\">ejercicio 2022 y en 2023 </div><div class=\"po0 fs26 cl2 l2459 t4041\" id=\"a16401\">(v\u00e9ase nota 11 a).</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInterestIncomeExpenseExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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  },
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t3983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3984 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3984 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3984 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2421 t3519 bgc0\">\u00a0</div>\n<div class=\"w1284 po0 h12 l2422 t3519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3519 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3519 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3985 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3985 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3985 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3985 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2420 t3986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2415 t3986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2418 t3986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2417 t3986 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2420 t411 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2415 t411 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2418 t411 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2417 t411 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3987 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t3987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3987 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3987 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3987 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t375 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t375 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t375 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t375 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2420 t3988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2415 t3988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2418 t3988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h303 l2417 t3988 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2420 t3989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2415 t3989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2418 t3989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2417 t3989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2420 t3990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2415 t3990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2418 t3990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2417 t3990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3991 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t3991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3991 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3991 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3993 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3993 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3993 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2420 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2415 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2418 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2417 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2420 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2415 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2418 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2417 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3996 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3996 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3996 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t2566 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t2566 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t2566 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2420 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2415 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2418 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2417 t3998 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h224 l2421 t3999 bgc3\">\u00a0</div>\n<div class=\"w1286 po0 h37 l2423 t4000 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h224 l2416 t3999 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h37 l2424 t4000 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h224 l2419 t3999 bgc3\">\u00a0</div>\n<div class=\"w918 po0 h37 l2425 t4000 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4001 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t4001 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t4001 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4002 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t4002 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t4002 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4002 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2951\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a16160\">(15)<div class=\"d0 w391\">\u00a0</div>RESULTADO FINANCIERO </div><div class=\"po0 fs14 cl2 l451 t3516\" id=\"a16165\">El desglose del saldo de este ep\u00edgrafe de las cuentas de resultados<div class=\"d0 w402\">\u00a0</div>consolidadas es el siguiente: </div><div class=\"po0 fs32 cl2 l2426 t4003\" id=\"a16169\">Miles de euros </div><div class=\"po0 fs32 cl2 l2427 t4004\" id=\"a16171\">2024 </div><div class=\"po0 fs32 cl2 l2428 t4004\" id=\"a16173\">2023 </div><div class=\"po0 fs32 cl2 l2429 t4005\" id=\"a16175\"><div class=\"d0 w1287\">\u00a0</div>Ingresos de inversiones<div class=\"d0 w824\">\u00a0</div>financieras temporales </div><div class=\"po0 fs32 cl2 l2430 t4005\" id=\"a16178\">3.596 </div><div class=\"po0 fs32 cl2 l2431 t4005\" id=\"a16180\">3.734 </div><div class=\"po0 fs32 cl2 l2429 t4006\" id=\"a16182\"><div class=\"d0 w1287\">\u00a0</div>Ingresos financieros<div class=\"d0 w585\">\u00a0</div>por operaciones de<div class=\"d0 w697\">\u00a0</div>cobertura </div><div class=\"po0 fs32 cl2 l2430 t4006\" id=\"a16185\">4.802 </div><div class=\"po0 fs32 cl2 l2431 t4006\" id=\"a16187\">3.091 </div><div class=\"po0 fs32 cl2 l2429 t4007\" id=\"a16189\"><div class=\"d0 w1287\">\u00a0</div>Otros ingresos financieros </div><div class=\"po0 fs32 cl2 l2430 t4007\" id=\"a16192\">6.248 </div><div class=\"po0 fs32 cl2 l2431 t4007\" id=\"a16194\">2.109 </div><div class=\"po0 fs15 cl2 l2429 t3428\" id=\"a16196\"><div class=\"d0 w1287\">\u00a0</div>Ingresos financieros </div><div class=\"po0 fs15 cl2 l2432 t3428\" id=\"a16199\">14.646 </div><div class=\"po0 fs15 cl2 l2431 t3428\" id=\"a16201\">8.934 </div><div class=\"po0 fs32 cl2 l2429 t4008\" id=\"a16203\"><div class=\"d0 w1287\">\u00a0</div>Intereses de deuda </div><div class=\"po0 fs32 cl2 l2433 t4008\" id=\"a16206\">(82.564) </div><div class=\"po0 fs32 cl2 l2434 t4008\" id=\"a16208\">(86.622) </div><div class=\"po0 fs32 cl2 l2429 t4009\" id=\"a16210\"><div class=\"d0 w1288\">\u00a0</div>Ajustes por inflaci\u00f3n </div><div class=\"po0 fs32 cl2 l2435 t4009\" id=\"a16213\">(6.185) </div><div class=\"po0 fs32 cl2 l2434 t4009\" id=\"a16215\">(11.993) </div><div class=\"po0 fs32 cl2 l2429 t4010\" id=\"a16217\"><div class=\"d0 w1287\">\u00a0</div>Gastos formalizaci\u00f3n<div class=\"d0 w614\">\u00a0</div>de deuda </div><div class=\"po0 fs32 cl2 l2436 t4010\" id=\"a16220\">(8) </div><div class=\"po0 fs32 cl2 l2437 t4010\" id=\"a16222\">314 </div><div class=\"po0 fs32 cl2 l2429 t4011\" id=\"a16224\"><div class=\"d0 w1287\">\u00a0</div>Otros gastos financieros </div><div class=\"po0 fs32 cl2 l2433 t4011\" id=\"a16227\">(10.964) </div><div class=\"po0 fs32 cl2 l2434 t4011\" id=\"a16229\">(14.795) </div><div class=\"po0 fs15 cl2 l2429 t4012\" id=\"a16231\"><div class=\"d0 w1288\">\u00a0</div>Gastos financieros </div><div class=\"po0 fs15 cl2 l2433 t4012\" id=\"a16234\">(99.721) </div><div class=\"po0 fs15 cl2 l2438 t4012\" id=\"a16236\">(113.096) </div><div class=\"po0 fs32 cl2 l2429 t4013\" id=\"a16238\"><div class=\"d0 w1287\">\u00a0</div>Diferencias positivas<div class=\"d0 w384\">\u00a0</div>de cambio </div><div class=\"po0 fs32 cl2 l2432 t4013\" id=\"a16241\">31.687 </div><div class=\"po0 fs32 cl2 l2439 t4013\" id=\"a16243\">57.177 </div><div class=\"po0 fs32 cl2 l2429 t4014\" id=\"a16245\"><div class=\"d0 w1287\">\u00a0</div>Diferencias negativas<div class=\"d0 w585\">\u00a0</div>de cambio </div><div class=\"po0 fs32 cl2 l2433 t4014\" id=\"a16248\">(32.663) </div><div class=\"po0 fs32 cl2 l2434 t4014\" id=\"a16250\">(56.483) </div><div class=\"po0 fs15 cl2 l2429 t4015\" id=\"a16252\"><div class=\"d0 w1288\">\u00a0</div>Diferencias de cambio<div class=\"d0 w696\">\u00a0</div>(neto) </div><div class=\"po0 fs15 cl2 l2440 t4015\" id=\"a16255\">(976) </div><div class=\"po0 fs15 cl2 l2437 t4015\" id=\"a16257\">694 </div><div class=\"po0 fs15 cl2 l2429 t4016\" id=\"a16259\"><div class=\"d0 w1288\">\u00a0</div>Variaciones de valor de<div class=\"d0 w758\">\u00a0</div>instrumentos financieros </div><div class=\"po0 fs15 cl2 l2433 t4016\" id=\"a16262\">(12.486) </div><div class=\"po0 fs15 cl2 l2434 t4016\" id=\"a16264\">(14.813) </div><div class=\"po0 fs15 cl2 l2429 t2813\" id=\"a16266\"><div class=\"d0 w1287\">\u00a0</div>Resultado financiero </div><div class=\"po0 fs15 cl2 l2433 t2813\" id=\"a16269\">(98.537) </div><div class=\"po0 fs15 cl2 l2438 t2813\" id=\"a16271\">(118.281) </div><div class=\"po0 fs14 cl4 l451 t4017\" id=\"a16274\">.</div></div></div></div></div></div></div><div class=\"po1 w681 h139 lh0\" id=\"TextBlockContainer2974\"><div class=\"po0 l450 t756 f0\" id=\"div_2968_XBRL_TS_7d4c76ab48384b4dbbad953f172ed015\"><div class=\"po1 w198 h306 lh0\" id=\"TextBlockContainer2969\"><div class=\"po1 w198 z0\" id=\"TextContainer2969\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16277\">El ep\u00edgrafe<div class=\"d0 w230\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l2441 t814\" id=\"a16279\">Ingresos de<div class=\"d0 w264\">\u00a0</div>inversiones financieras<div class=\"d0 w17\">\u00a0</div>temporales</div><div class=\"po0 fs14 cl2 l2442 t756\" id=\"a16280\">\u201d incluye,<div class=\"d0 w283\">\u00a0</div>principalmente, los<div class=\"d0 w7\">\u00a0</div>ingresos </div><div class=\"po0 fs14 cl2 l340 t1087\" id=\"a16282\">por intereses asociados a los dep\u00f3sitos constituidos a corto plazo con los excedentes de caja en </div><div class=\"po0 fs14 cl2 l341 t1286\" id=\"a16283\">el negocio de Educaci\u00f3n y Otros.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2974\"></div><div class=\"po0 l450 t760 f0\" id=\"div_2971_XBRL_TS_65edadb5b4f946cb9d15360ae906a265\"><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer2972\"><div class=\"po1 w198 z0\" id=\"TextContainer2972\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16286\">El<div class=\"d0 w226\">\u00a0</div>ep\u00edgrafe</div><div class=\"po0 fs26 cl2 l2443 t814\" id=\"a16287\"><div class=\"d0 w291\">\u00a0</div>\u201cIngresos<div class=\"d0 w284\">\u00a0</div>financieros<div class=\"d0 w280\">\u00a0</div>por<div class=\"d0 w389\">\u00a0</div>operaciones<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w476\">\u00a0</div>cobertura\u201d </div><div class=\"po0 fs14 cl2 l2444 t756\" id=\"a16289\">incluye<div class=\"d0 w389\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>ganancia<div class=\"d0 w284\">\u00a0</div>asociada<div class=\"d0 w226\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l340 t1152\" id=\"a16290\">ahorro de<div class=\"d0 w479\">\u00a0</div>intereses por<div class=\"d0 w620\">\u00a0</div>la liquidaci\u00f3n<div class=\"d0 w619\">\u00a0</div>peri\u00f3dica de<div class=\"d0 w620\">\u00a0</div>las coberturas<div class=\"d0 w479\">\u00a0</div>de tipos<div class=\"d0 w141\">\u00a0</div>de inter\u00e9s<div class=\"d0 w558\">\u00a0</div>contratadas </div><div class=\"po0 fs14 cl2 l340 t1316\" id=\"a16291\">por la Sociedad </div><div class=\"po0 fs26 cl2 l1976 t4019\" id=\"a16292\">(v\u00e9ase nota 11 a)</div><div class=\"po0 fs14 cl2 ls8 l2445 t762\" id=\"a16293\">.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2975\"><div class=\"po0 fs14 cl2 ls8 l2446 t1312\" id=\"a16293_1_2\"><div class=\"d0 w352\">\u00a0</div></div></div></div><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer2990\"><div class=\"po0 l342 t756 f0\" id=\"div_2983_XBRL_TS_019c513b946a4a469769224e9b7abde4_1\"><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer2987\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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class=\"d0 w292\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t1087\" id=\"a16308\">intereses que se han devengado y cobrado<div class=\"d0 w325\">\u00a0</div>desde el 11 de marzo de 2020<div class=\"d0 w353\">\u00a0</div>hasta el 1 de marzo de </div><div class=\"po0 fs14 cl2 l340 t764\" id=\"a16313\">2024 (fecha en<div class=\"d0 w390\">\u00a0</div>la que<div class=\"d0 w396\">\u00a0</div>el importe depositado<div class=\"d0 w59\">\u00a0</div>en la cuenta<div class=\"d0 w394\">\u00a0</div>escrow por<div class=\"d0 w34\">\u00a0</div>10.000 miles de<div class=\"d0 w368\">\u00a0</div>euros ha </div><div class=\"po0 fs14 cl2 l340 t765\" id=\"a16314\">pasado a estar disponible para<div class=\"d0 w49\">\u00a0</div>la Sociedad), como consecuencia de<div class=\"d0 w55\">\u00a0</div>la resoluci\u00f3n favorable del </div><div class=\"po0 fs14 cl2 l340 t760\" id=\"a16315\">laudo con Cofina </div><div class=\"po0 fs26 cl2 l2449 t4021\" id=\"a16316\">(v\u00e9ase nota 13)</div><div class=\"po0 fs14 cl2 l2450 t760\" id=\"a16317\">.</div></div></div></div></div></div></div>",
   "dimensions": {
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    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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class=\"w89 po0 h263 l2418 t3989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2417 t3989 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2420 t3990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2415 t3990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2418 t3990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2417 t3990 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3991 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t3991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3991 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3991 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3991 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3992 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3993 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3993 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3993 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3993 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2420 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2415 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2418 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2417 t3994 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2420 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2415 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2418 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2417 t3995 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t3996 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t3996 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t3996 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3997 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t2566 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t2566 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t2566 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t2566 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2420 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2415 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2418 t3998 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h304 l2417 t3998 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h224 l2421 t3999 bgc3\">\u00a0</div>\n<div class=\"w1286 po0 h37 l2423 t4000 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h224 l2416 t3999 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h37 l2424 t4000 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h224 l2419 t3999 bgc3\">\u00a0</div>\n<div class=\"w918 po0 h37 l2425 t4000 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4001 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t4001 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t4001 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4002 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t4002 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t4002 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4002 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2951\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a16160\">(15)<div class=\"d0 w391\">\u00a0</div>RESULTADO FINANCIERO </div><div class=\"po0 fs14 cl2 l451 t3516\" id=\"a16165\">El desglose del saldo de este ep\u00edgrafe de las cuentas de resultados<div class=\"d0 w402\">\u00a0</div>consolidadas es el siguiente: </div><div class=\"po0 fs32 cl2 l2426 t4003\" id=\"a16169\">Miles de euros </div><div class=\"po0 fs32 cl2 l2427 t4004\" id=\"a16171\">2024 </div><div class=\"po0 fs32 cl2 l2428 t4004\" id=\"a16173\">2023 </div><div class=\"po0 fs32 cl2 l2429 t4005\" id=\"a16175\"><div class=\"d0 w1287\">\u00a0</div>Ingresos de inversiones<div class=\"d0 w824\">\u00a0</div>financieras temporales </div><div class=\"po0 fs32 cl2 l2430 t4005\" id=\"a16178\">3.596 </div><div class=\"po0 fs32 cl2 l2431 t4005\" id=\"a16180\">3.734 </div><div class=\"po0 fs32 cl2 l2429 t4006\" id=\"a16182\"><div class=\"d0 w1287\">\u00a0</div>Ingresos financieros<div class=\"d0 w585\">\u00a0</div>por operaciones de<div class=\"d0 w697\">\u00a0</div>cobertura </div><div class=\"po0 fs32 cl2 l2430 t4006\" id=\"a16185\">4.802 </div><div class=\"po0 fs32 cl2 l2431 t4006\" id=\"a16187\">3.091 </div><div class=\"po0 fs32 cl2 l2429 t4007\" id=\"a16189\"><div class=\"d0 w1287\">\u00a0</div>Otros ingresos financieros </div><div class=\"po0 fs32 cl2 l2430 t4007\" id=\"a16192\">6.248 </div><div class=\"po0 fs32 cl2 l2431 t4007\" id=\"a16194\">2.109 </div><div class=\"po0 fs15 cl2 l2429 t3428\" id=\"a16196\"><div class=\"d0 w1287\">\u00a0</div>Ingresos financieros </div><div class=\"po0 fs15 cl2 l2432 t3428\" id=\"a16199\">14.646 </div><div class=\"po0 fs15 cl2 l2431 t3428\" id=\"a16201\">8.934 </div><div class=\"po0 fs32 cl2 l2429 t4008\" id=\"a16203\"><div class=\"d0 w1287\">\u00a0</div>Intereses de deuda </div><div class=\"po0 fs32 cl2 l2433 t4008\" id=\"a16206\">(82.564) </div><div class=\"po0 fs32 cl2 l2434 t4008\" id=\"a16208\">(86.622) </div><div class=\"po0 fs32 cl2 l2429 t4009\" id=\"a16210\"><div class=\"d0 w1288\">\u00a0</div>Ajustes por inflaci\u00f3n </div><div class=\"po0 fs32 cl2 l2435 t4009\" id=\"a16213\">(6.185) </div><div class=\"po0 fs32 cl2 l2434 t4009\" id=\"a16215\">(11.993) </div><div class=\"po0 fs32 cl2 l2429 t4010\" id=\"a16217\"><div class=\"d0 w1287\">\u00a0</div>Gastos formalizaci\u00f3n<div class=\"d0 w614\">\u00a0</div>de deuda </div><div class=\"po0 fs32 cl2 l2436 t4010\" id=\"a16220\">(8) </div><div class=\"po0 fs32 cl2 l2437 t4010\" id=\"a16222\">314 </div><div class=\"po0 fs32 cl2 l2429 t4011\" id=\"a16224\"><div class=\"d0 w1287\">\u00a0</div>Otros gastos financieros </div><div class=\"po0 fs32 cl2 l2433 t4011\" id=\"a16227\">(10.964) </div><div class=\"po0 fs32 cl2 l2434 t4011\" id=\"a16229\">(14.795) </div><div class=\"po0 fs15 cl2 l2429 t4012\" id=\"a16231\"><div class=\"d0 w1288\">\u00a0</div>Gastos financieros </div><div class=\"po0 fs15 cl2 l2433 t4012\" id=\"a16234\">(99.721) </div><div class=\"po0 fs15 cl2 l2438 t4012\" id=\"a16236\">(113.096) </div><div class=\"po0 fs32 cl2 l2429 t4013\" id=\"a16238\"><div class=\"d0 w1287\">\u00a0</div>Diferencias positivas<div class=\"d0 w384\">\u00a0</div>de cambio </div><div class=\"po0 fs32 cl2 l2432 t4013\" id=\"a16241\">31.687 </div><div class=\"po0 fs32 cl2 l2439 t4013\" id=\"a16243\">57.177 </div><div class=\"po0 fs32 cl2 l2429 t4014\" id=\"a16245\"><div class=\"d0 w1287\">\u00a0</div>Diferencias negativas<div class=\"d0 w585\">\u00a0</div>de cambio </div><div class=\"po0 fs32 cl2 l2433 t4014\" id=\"a16248\">(32.663) </div><div class=\"po0 fs32 cl2 l2434 t4014\" id=\"a16250\">(56.483) </div><div class=\"po0 fs15 cl2 l2429 t4015\" id=\"a16252\"><div class=\"d0 w1288\">\u00a0</div>Diferencias de cambio<div class=\"d0 w696\">\u00a0</div>(neto) </div><div class=\"po0 fs15 cl2 l2440 t4015\" id=\"a16255\">(976) </div><div class=\"po0 fs15 cl2 l2437 t4015\" id=\"a16257\">694 </div><div class=\"po0 fs15 cl2 l2429 t4016\" id=\"a16259\"><div class=\"d0 w1288\">\u00a0</div>Variaciones de valor de<div class=\"d0 w758\">\u00a0</div>instrumentos financieros </div><div class=\"po0 fs15 cl2 l2433 t4016\" id=\"a16262\">(12.486) </div><div class=\"po0 fs15 cl2 l2434 t4016\" id=\"a16264\">(14.813) </div><div class=\"po0 fs15 cl2 l2429 t2813\" id=\"a16266\"><div class=\"d0 w1287\">\u00a0</div>Resultado financiero </div><div class=\"po0 fs15 cl2 l2433 t2813\" id=\"a16269\">(98.537) </div><div class=\"po0 fs15 cl2 l2438 t2813\" id=\"a16271\">(118.281) </div><div class=\"po0 fs14 cl4 l451 t4017\" id=\"a16274\">.</div></div></div></div></div><div class=\"po1 w681 h139 lh0\" id=\"TextBlockContainer2979\"><div class=\"po0 l342 t756 f0\" id=\"div_2966_XBRL_TS_019c513b946a4a469769224e9b7abde4\"><div class=\"po1 w681 h139 lh0\" id=\"TextBlockContainer2977\"><div class=\"po0 l342 t756 f0\" id=\"div_2967_XBRL_TS_ac429f230bd34bd89e5529c61025a574\"><div class=\"po1 w681 h139 lh0\" id=\"TextBlockContainer2974\"><div class=\"po0 l450 t756 f0\" id=\"div_2968_XBRL_TS_7d4c76ab48384b4dbbad953f172ed015\"><div class=\"po1 w198 h306 lh0\" id=\"TextBlockContainer2969\"><div class=\"po1 w198 z0\" id=\"TextContainer2969\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16277\">El ep\u00edgrafe<div class=\"d0 w230\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l2441 t814\" id=\"a16279\">Ingresos de<div class=\"d0 w264\">\u00a0</div>inversiones financieras<div class=\"d0 w17\">\u00a0</div>temporales</div><div class=\"po0 fs14 cl2 l2442 t756\" id=\"a16280\">\u201d incluye,<div class=\"d0 w283\">\u00a0</div>principalmente, los<div class=\"d0 w7\">\u00a0</div>ingresos </div><div class=\"po0 fs14 cl2 l340 t1087\" id=\"a16282\">por intereses asociados a los dep\u00f3sitos constituidos a corto plazo con los excedentes de caja en </div><div class=\"po0 fs14 cl2 l341 t1286\" id=\"a16283\">el negocio de Educaci\u00f3n y Otros.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2974\"></div><div class=\"po0 l450 t760 f0\" id=\"div_2971_XBRL_TS_65edadb5b4f946cb9d15360ae906a265\"><div class=\"po1 w198 h56 lh0\" id=\"TextBlockContainer2972\"><div class=\"po1 w198 z0\" id=\"TextContainer2972\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16286\">El<div class=\"d0 w226\">\u00a0</div>ep\u00edgrafe</div><div class=\"po0 fs26 cl2 l2443 t814\" id=\"a16287\"><div class=\"d0 w291\">\u00a0</div>\u201cIngresos<div class=\"d0 w284\">\u00a0</div>financieros<div class=\"d0 w280\">\u00a0</div>por<div class=\"d0 w389\">\u00a0</div>operaciones<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w476\">\u00a0</div>cobertura\u201d </div><div class=\"po0 fs14 cl2 l2444 t756\" id=\"a16289\">incluye<div class=\"d0 w389\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>ganancia<div class=\"d0 w284\">\u00a0</div>asociada<div class=\"d0 w226\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l340 t1152\" id=\"a16290\">ahorro de<div class=\"d0 w479\">\u00a0</div>intereses por<div class=\"d0 w620\">\u00a0</div>la liquidaci\u00f3n<div class=\"d0 w619\">\u00a0</div>peri\u00f3dica de<div class=\"d0 w620\">\u00a0</div>las coberturas<div class=\"d0 w479\">\u00a0</div>de tipos<div class=\"d0 w141\">\u00a0</div>de inter\u00e9s<div class=\"d0 w558\">\u00a0</div>contratadas </div><div class=\"po0 fs14 cl2 l340 t1316\" id=\"a16291\">por la Sociedad </div><div class=\"po0 fs26 cl2 l1976 t4019\" id=\"a16292\">(v\u00e9ase nota 11 a)</div><div class=\"po0 fs14 cl2 ls8 l2445 t762\" id=\"a16293\">.</div></div></div></div><div class=\"po1 w681 z0\" id=\"TextContainer2975\"><div class=\"po0 fs14 cl2 ls8 l2446 t1312\" id=\"a16293_1_2\"><div class=\"d0 w352\">\u00a0</div></div></div></div></div></div></div></div><div class=\"po1 w198 h307 lh0\" id=\"TextBlockContainer3004\"><div class=\"po0 l342 t756 f0\" id=\"div_2982_XBRL_TS_ac429f230bd34bd89e5529c61025a574_1\"><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer2990\"><div class=\"po0 l342 t756 f0\" id=\"div_2983_XBRL_TS_019c513b946a4a469769224e9b7abde4_1\"><div class=\"po1 w198 h108 lh0\" id=\"TextBlockContainer2987\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer2987\"></div><div class=\"po0 l342 t1088 f0\" id=\"div_2984_XBRL_TS_c20d2818a09a419e85b6d4c364c8025b\"><div class=\"po1 w198 h99 lh0\" id=\"TextBlockContainer2985\"><div class=\"po1 w198 z0\" id=\"TextContainer2985\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16305\">En<div class=\"d0 w388\">\u00a0</div>2024<div class=\"d0 w119\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l2447 t814\" id=\"a16306\">\u201cOtros<div class=\"d0 w389\">\u00a0</div>ingresos<div class=\"d0 w174\">\u00a0</div>financieros\u201d </div><div class=\"po0 fs14 cl2 l2448 t756\" id=\"a16307\">se<div class=\"d0 w3\">\u00a0</div>incluyen<div class=\"d0 w485\">\u00a0</div>3.175<div class=\"d0 w98\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t1087\" id=\"a16308\">intereses que se han devengado y cobrado<div class=\"d0 w325\">\u00a0</div>desde el 11 de marzo de 2020<div class=\"d0 w353\">\u00a0</div>hasta el 1 de marzo de </div><div class=\"po0 fs14 cl2 l340 t764\" id=\"a16313\">2024 (fecha en<div class=\"d0 w390\">\u00a0</div>la que<div class=\"d0 w396\">\u00a0</div>el importe depositado<div class=\"d0 w59\">\u00a0</div>en la cuenta<div class=\"d0 w394\">\u00a0</div>escrow por<div class=\"d0 w34\">\u00a0</div>10.000 miles de<div class=\"d0 w368\">\u00a0</div>euros ha </div><div class=\"po0 fs14 cl2 l340 t765\" id=\"a16314\">pasado a estar disponible para<div class=\"d0 w49\">\u00a0</div>la Sociedad), como consecuencia de<div class=\"d0 w55\">\u00a0</div>la resoluci\u00f3n favorable del </div><div class=\"po0 fs14 cl2 l340 t760\" id=\"a16315\">laudo con Cofina </div><div class=\"po0 fs26 cl2 l2449 t4021\" id=\"a16316\">(v\u00e9ase nota 13)</div><div class=\"po0 fs14 cl2 l2450 t760\" id=\"a16317\">.</div></div></div></div></div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer3004\"></div><div class=\"po0 l342 t666 f0\" id=\"div_2992_XBRL_TS_0e08513fa6b247d38b6e411dab40d4df\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer3002\"><div class=\"po0 l342 t756 f0\" id=\"div_2993_XBRL_TS_8c2d68b19ba54e0d819757029cf299b3\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer3000\"><div class=\"po0 l342 t756 f0\" id=\"div_2994_XBRL_TS_a2727ef78b28430bbd907db246b223a2\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2998\"><div class=\"po0 l342 t756 f0\" id=\"div_2995_XBRL_TS_46fe21180b2e4cdcbc0f74328952f9a7\"><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2996\"><div class=\"po1 w198 z0\" id=\"TextContainer2996\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16320\">La disminuci\u00f3n de<div class=\"d0 w231\">\u00a0</div>los \u201cIntereses de deuda\u201d<div class=\"d0 w246\">\u00a0</div>se debe,<div class=\"d0 w1289\">\u00a0</div>fundamentalmente, a la disminuci\u00f3n del </div><div class=\"po0 fs14 cl2 l340 t2214\" id=\"a16326\">gasto de intereses del<div class=\"d0 w57\">\u00a0</div>negocio de Educaci\u00f3n por el menor<div class=\"d0 w58\">\u00a0</div>nivel de endeudamiento y al<div class=\"d0 w48\">\u00a0</div>menor </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a16329\">gasto<div class=\"d0 w20\">\u00a0</div>financiero en<div class=\"d0 w19\">\u00a0</div>PRISA. Esto<div class=\"d0 w169\">\u00a0</div>\u00faltimo se<div class=\"d0 w343\">\u00a0</div>explica porque<div class=\"d0 w7\">\u00a0</div>el incremento<div class=\"d0 w344\">\u00a0</div>del gasto<div class=\"d0 w31\">\u00a0</div>asociado al </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a16337\">aumento<div class=\"d0 w350\">\u00a0</div>del<div class=\"d0 w197\">\u00a0</div>Euribor<div class=\"d0 w192\">\u00a0</div>sobre<div class=\"d0 w638\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>coste<div class=\"d0 w526\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>deuda<div class=\"d0 w187\">\u00a0</div>financiera<div class=\"d0 w256\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>la<div class=\"d0 w444\">\u00a0</div>Sociedad<div class=\"d0 w508\">\u00a0</div>se<div class=\"d0 w598\">\u00a0</div>ha<div class=\"d0 w444\">\u00a0</div>visto </div><div class=\"po0 fs14 cl2 l340 t4022\" id=\"a16343\">compensado<div class=\"d0 w404\">\u00a0</div>con<div class=\"d0 w338\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>menor<div class=\"d0 w248\">\u00a0</div>coste<div class=\"d0 w284\">\u00a0</div>financiero<div class=\"d0 w343\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>haber<div class=\"d0 w173\">\u00a0</div>amortizado<div class=\"d0 w98\">\u00a0</div>50.000<div class=\"d0 w98\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1094\" id=\"a16353\">deuda Junior en abril de 2024 y la menor disposici\u00f3n de 40.000 miles de euros de Deuda Super </div><div class=\"po0 fs14 cl2 l340 t1095\" id=\"a16357\">Senior </div><div class=\"po0 fs26 cl2 l2451 t406\" id=\"a16358\">(v\u00e9ase nota 1 b y nota 11 b).</div></div></div></div></div></div></div></div></div></div></div><div class=\"po1 w198 h309 lh0\" id=\"TextBlockContainer3014\"><div class=\"po0 l342 t756 f0\" id=\"div_3008_XBRL_TS_28a2e555614a42dea2102efbebd29cc0\"><div class=\"po1 w198 h309 lh0\" id=\"TextBlockContainer3012\"><div class=\"po0 l342 t756 f0\" id=\"div_3009_XBRL_TS_bb334f7f6e7343a7a79d64f157b7724d\"><div class=\"po1 w1290 h308 lh0\" id=\"TextBlockContainer3010\"><div class=\"po1 w1290 z0\" id=\"TextContainer3010\"><div class=\"po0 fs31 cl2 l2452 t756\" id=\"a16368\">A 31 de diciembre<div class=\"d0 w266\">\u00a0</div>de 2024, el ep\u00edgrafe </div><div class=\"po0 fs47 cl2 l2453 t4023\" id=\"a16370\">\u201cOtros gastos financieros\u201d</div><div class=\"po0 fs31 cl2 l2454 t756\" id=\"a16371\"><div class=\"d0 w352\">\u00a0</div>incluye 5.695 miles<div class=\"d0 w143\">\u00a0</div>de euros por el efecto </div><div class=\"po0 fs31 cl2 l2452 t4024\" id=\"a16373\">de la actualizaci\u00f3n del<div class=\"d0 w478\">\u00a0</div>pasivo financiero asociado<div class=\"d0 w386\">\u00a0</div>a los contratos de arrendamiento<div class=\"d0 w1223\">\u00a0</div>(6.416 miles de euros </div><div class=\"po0 fs31 cl2 l2452 t4025\" id=\"a16374\">a 31 de diciembre de 2023).</div></div></div></div><div class=\"po1 w198 z0\" id=\"TextContainer3012\"><div class=\"po0 fs14 cl2 l2452 t4026\" id=\"a16377\">A<div class=\"d0 w57\">\u00a0</div>31<div class=\"d0 w63\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>diciembre de<div class=\"d0 w338\">\u00a0</div>2024,<div class=\"d0 w110\">\u00a0</div>el<div class=\"d0 w33\">\u00a0</div>ep\u00edgrafe \u201c</div><div class=\"po0 fs26 cl2 l2455 t4027\" id=\"a16379\">Variaci\u00f3n de<div class=\"d0 w249\">\u00a0</div>valor de<div class=\"d0 w382\">\u00a0</div>instrumentos financieros</div><div class=\"po0 fs14 cl2 l2456 t4026\" id=\"a16380\">\u201d<div class=\"d0 w63\">\u00a0</div>incluye </div><div class=\"po0 fs14 cl2 l2452 t4028\" id=\"a16381\">8.586 miles de euros<div class=\"d0 w324\">\u00a0</div>(11.982 miles de<div class=\"d0 w251\">\u00a0</div>euros a 31 de<div class=\"d0 w740\">\u00a0</div>diciembre de 2023)<div class=\"d0 w392\">\u00a0</div>por el gasto imputado<div class=\"d0 w326\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l2452 t4029\" id=\"a16382\">la<div class=\"d0 w419\">\u00a0</div>cuenta<div class=\"d0 w228\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>resultados<div class=\"d0 w129\">\u00a0</div>consolidada<div class=\"d0 w32\">\u00a0</div>utilizando<div class=\"d0 w361\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>m\u00e9todo<div class=\"d0 w228\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>tipo<div class=\"d0 w394\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>inter\u00e9s<div class=\"d0 w21\">\u00a0</div>efectivo<div class=\"d0 w7\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l2452 t4030\" id=\"a16383\">diferencia surgida<div class=\"d0 w9\">\u00a0</div>en 2022<div class=\"d0 w47\">\u00a0</div>entre el<div class=\"d0 w17\">\u00a0</div>valor nominal de<div class=\"d0 w247\">\u00a0</div>la deuda<div class=\"d0 w59\">\u00a0</div>de la<div class=\"d0 w34\">\u00a0</div>Refinanciaci\u00f3n y su<div class=\"d0 w283\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l2452 t3478\" id=\"a16385\">razonable<div class=\"d0 w366\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>fecha<div class=\"d0 w368\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>registro<div class=\"d0 w228\">\u00a0</div>inicial,<div class=\"d0 w56\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>supuso<div class=\"d0 w201\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>ingreso<div class=\"d0 w48\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>dicho<div class=\"d0 w57\">\u00a0</div>a\u00f1o.<div class=\"d0 w419\">\u00a0</div>Este<div class=\"d0 w395\">\u00a0</div>importe </div><div class=\"po0 fs14 cl2 l2452 t4031\" id=\"a16386\">incluye, aproximadamente, 1,9<div class=\"d0 w34\">\u00a0</div>millones de euros de<div class=\"d0 w111\">\u00a0</div>gasto financiero asociado<div class=\"d0 w110\">\u00a0</div>a la parte<div class=\"d0 w56\">\u00a0</div>de la </div><div class=\"po0 fs14 cl2 l2452 t4032\" id=\"a16388\">deuda Junior<div class=\"d0 w24\">\u00a0</div>que ha<div class=\"d0 w22\">\u00a0</div>sido amortizada<div class=\"d0 w24\">\u00a0</div>parcial y<div class=\"d0 w333\">\u00a0</div>anticipadamente en abril<div class=\"d0 w59\">\u00a0</div>de 2024<div class=\"d0 w395\">\u00a0</div>por importe </div><div class=\"po0 fs14 cl2 l2452 t4033\" id=\"a16389\">de 50 millones de euros, y que a la fecha estaba<div class=\"d0 w299\">\u00a0</div>pendiente de imputar a la cuenta de resultados </div><div class=\"po0 fs14 cl2 l2452 t4034\" id=\"a16391\">consolidada<div class=\"d0 w32\">\u00a0</div>durante<div class=\"d0 w22\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>vigencia de<div class=\"d0 w531\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>citada<div class=\"d0 w21\">\u00a0</div>Refinanciaci\u00f3n. En<div class=\"d0 w162\">\u00a0</div>2023,<div class=\"d0 w110\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>inclu\u00eda<div class=\"d0 w21\">\u00a0</div>el gasto<div class=\"d0 w271\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l2452 t4035\" id=\"a16392\">importe de<div class=\"d0 w420\">\u00a0</div>5,5 millones<div class=\"d0 w20\">\u00a0</div>de euros<div class=\"d0 w234\">\u00a0</div>asociado a<div class=\"d0 w30\">\u00a0</div>la amortizaci\u00f3n parcial<div class=\"d0 w419\">\u00a0</div>y anticipada<div class=\"d0 w22\">\u00a0</div>de la<div class=\"d0 w295\">\u00a0</div>deuda </div><div class=\"po0 fs14 cl2 l2452 t4036\" id=\"a16393\">Junior realizada en febrero de 2023 por importe de 110 millones de euros </div><div class=\"po0 fs26 cl2 l2457 t4037\" id=\"a16394\">(v\u00e9anse notas 1 y 11b)</div><div class=\"po0 fs14 cl2 ls8 l2458 t4036\" id=\"a16395\">.<div class=\"d0 w352\">\u00a0</div></div><div class=\"po0 fs14 cl2 l2452 t4038\" id=\"a16398\">Asimismo, en<div class=\"d0 w19\">\u00a0</div>este \u00faltimo<div class=\"d0 w47\">\u00a0</div>ep\u00edgrafe se<div class=\"d0 w34\">\u00a0</div>incluye, tanto<div class=\"d0 w27\">\u00a0</div>en 2024<div class=\"d0 w47\">\u00a0</div>como en<div class=\"d0 w48\">\u00a0</div>2023, el gasto<div class=\"d0 w167\">\u00a0</div>financiero </div><div class=\"po0 fs14 cl2 l2452 t4039\" id=\"a16399\">por<div class=\"d0 w345\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>variaci\u00f3n<div class=\"d0 w201\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>razonable<div class=\"d0 w17\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>coberturas de<div class=\"d0 w294\">\u00a0</div>tipo<div class=\"d0 w58\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>inter\u00e9s<div class=\"d0 w21\">\u00a0</div>contratadas<div class=\"d0 w60\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l2452 t4040\" id=\"a16400\">ejercicio 2022 y en 2023 </div><div class=\"po0 fs26 cl2 l2459 t4041\" id=\"a16401\">(v\u00e9ase nota 11 a).</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinanceIncomeExpenseExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h224 l2421 t3999 bgc3\">\u00a0</div>\n<div class=\"w1286 po0 h37 l2423 t4000 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h224 l2416 t3999 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h37 l2424 t4000 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h224 l2419 t3999 bgc3\">\u00a0</div>\n<div class=\"w918 po0 h37 l2425 t4000 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4001 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t4001 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t4001 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4001 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2420 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2420 t4002 bgc0\">\u00a0</div>\n<div class=\"w1285 po0 h12 l2421 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2415 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2415 t4002 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2416 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2418 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2418 t4002 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2419 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2417 t3999 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4002 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2417 t4002 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer2951\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a16160\">(15)<div class=\"d0 w391\">\u00a0</div>RESULTADO FINANCIERO </div><div class=\"po0 fs14 cl2 l451 t3516\" id=\"a16165\">El desglose del saldo de este ep\u00edgrafe de las cuentas de resultados<div class=\"d0 w402\">\u00a0</div>consolidadas es el siguiente: </div><div class=\"po0 fs32 cl2 l2426 t4003\" id=\"a16169\">Miles de euros </div><div class=\"po0 fs32 cl2 l2427 t4004\" id=\"a16171\">2024 </div><div class=\"po0 fs32 cl2 l2428 t4004\" id=\"a16173\">2023 </div><div class=\"po0 fs32 cl2 l2429 t4005\" id=\"a16175\"><div class=\"d0 w1287\">\u00a0</div>Ingresos de inversiones<div class=\"d0 w824\">\u00a0</div>financieras temporales </div><div class=\"po0 fs32 cl2 l2430 t4005\" id=\"a16178\">3.596 </div><div class=\"po0 fs32 cl2 l2431 t4005\" id=\"a16180\">3.734 </div><div class=\"po0 fs32 cl2 l2429 t4006\" id=\"a16182\"><div class=\"d0 w1287\">\u00a0</div>Ingresos financieros<div class=\"d0 w585\">\u00a0</div>por operaciones de<div class=\"d0 w697\">\u00a0</div>cobertura </div><div class=\"po0 fs32 cl2 l2430 t4006\" id=\"a16185\">4.802 </div><div class=\"po0 fs32 cl2 l2431 t4006\" id=\"a16187\">3.091 </div><div class=\"po0 fs32 cl2 l2429 t4007\" id=\"a16189\"><div class=\"d0 w1287\">\u00a0</div>Otros ingresos financieros </div><div class=\"po0 fs32 cl2 l2430 t4007\" id=\"a16192\">6.248 </div><div class=\"po0 fs32 cl2 l2431 t4007\" id=\"a16194\">2.109 </div><div class=\"po0 fs15 cl2 l2429 t3428\" id=\"a16196\"><div class=\"d0 w1287\">\u00a0</div>Ingresos financieros </div><div class=\"po0 fs15 cl2 l2432 t3428\" id=\"a16199\">14.646 </div><div class=\"po0 fs15 cl2 l2431 t3428\" id=\"a16201\">8.934 </div><div class=\"po0 fs32 cl2 l2429 t4008\" id=\"a16203\"><div class=\"d0 w1287\">\u00a0</div>Intereses de deuda </div><div class=\"po0 fs32 cl2 l2433 t4008\" id=\"a16206\">(82.564) </div><div class=\"po0 fs32 cl2 l2434 t4008\" id=\"a16208\">(86.622) </div><div class=\"po0 fs32 cl2 l2429 t4009\" id=\"a16210\"><div class=\"d0 w1288\">\u00a0</div>Ajustes por inflaci\u00f3n </div><div class=\"po0 fs32 cl2 l2435 t4009\" id=\"a16213\">(6.185) </div><div class=\"po0 fs32 cl2 l2434 t4009\" id=\"a16215\">(11.993) </div><div class=\"po0 fs32 cl2 l2429 t4010\" id=\"a16217\"><div class=\"d0 w1287\">\u00a0</div>Gastos formalizaci\u00f3n<div class=\"d0 w614\">\u00a0</div>de deuda </div><div class=\"po0 fs32 cl2 l2436 t4010\" id=\"a16220\">(8) </div><div class=\"po0 fs32 cl2 l2437 t4010\" id=\"a16222\">314 </div><div class=\"po0 fs32 cl2 l2429 t4011\" id=\"a16224\"><div class=\"d0 w1287\">\u00a0</div>Otros gastos financieros </div><div class=\"po0 fs32 cl2 l2433 t4011\" id=\"a16227\">(10.964) </div><div class=\"po0 fs32 cl2 l2434 t4011\" id=\"a16229\">(14.795) </div><div class=\"po0 fs15 cl2 l2429 t4012\" id=\"a16231\"><div class=\"d0 w1288\">\u00a0</div>Gastos financieros </div><div class=\"po0 fs15 cl2 l2433 t4012\" id=\"a16234\">(99.721) </div><div class=\"po0 fs15 cl2 l2438 t4012\" id=\"a16236\">(113.096) </div><div class=\"po0 fs32 cl2 l2429 t4013\" id=\"a16238\"><div class=\"d0 w1287\">\u00a0</div>Diferencias positivas<div class=\"d0 w384\">\u00a0</div>de cambio </div><div class=\"po0 fs32 cl2 l2432 t4013\" id=\"a16241\">31.687 </div><div class=\"po0 fs32 cl2 l2439 t4013\" id=\"a16243\">57.177 </div><div class=\"po0 fs32 cl2 l2429 t4014\" id=\"a16245\"><div class=\"d0 w1287\">\u00a0</div>Diferencias negativas<div class=\"d0 w585\">\u00a0</div>de cambio </div><div class=\"po0 fs32 cl2 l2433 t4014\" id=\"a16248\">(32.663) </div><div class=\"po0 fs32 cl2 l2434 t4014\" id=\"a16250\">(56.483) </div><div class=\"po0 fs15 cl2 l2429 t4015\" id=\"a16252\"><div class=\"d0 w1288\">\u00a0</div>Diferencias de cambio<div class=\"d0 w696\">\u00a0</div>(neto) </div><div class=\"po0 fs15 cl2 l2440 t4015\" id=\"a16255\">(976) </div><div class=\"po0 fs15 cl2 l2437 t4015\" id=\"a16257\">694 </div><div class=\"po0 fs15 cl2 l2429 t4016\" id=\"a16259\"><div class=\"d0 w1288\">\u00a0</div>Variaciones de valor de<div class=\"d0 w758\">\u00a0</div>instrumentos financieros </div><div class=\"po0 fs15 cl2 l2433 t4016\" id=\"a16262\">(12.486) </div><div class=\"po0 fs15 cl2 l2434 t4016\" id=\"a16264\">(14.813) </div><div class=\"po0 fs15 cl2 l2429 t2813\" id=\"a16266\"><div class=\"d0 w1287\">\u00a0</div>Resultado financiero </div><div class=\"po0 fs15 cl2 l2433 t2813\" id=\"a16269\">(98.537) </div><div class=\"po0 fs15 cl2 l2438 t2813\" id=\"a16271\">(118.281) </div><div class=\"po0 fs14 cl4 l451 t4017\" id=\"a16274\">.</div></div></div><div class=\"po1 w198 h139 lh0\" id=\"TextBlockContainer2996\"><div class=\"po1 w198 z0\" id=\"TextContainer2996\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a16320\">La disminuci\u00f3n de<div class=\"d0 w231\">\u00a0</div>los \u201cIntereses de deuda\u201d<div class=\"d0 w246\">\u00a0</div>se debe,<div class=\"d0 w1289\">\u00a0</div>fundamentalmente, a la disminuci\u00f3n del </div><div class=\"po0 fs14 cl2 l340 t2214\" id=\"a16326\">gasto de intereses del<div class=\"d0 w57\">\u00a0</div>negocio de Educaci\u00f3n por el menor<div class=\"d0 w58\">\u00a0</div>nivel de endeudamiento y al<div class=\"d0 w48\">\u00a0</div>menor </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a16329\">gasto<div class=\"d0 w20\">\u00a0</div>financiero en<div class=\"d0 w19\">\u00a0</div>PRISA. Esto<div class=\"d0 w169\">\u00a0</div>\u00faltimo se<div class=\"d0 w343\">\u00a0</div>explica porque<div class=\"d0 w7\">\u00a0</div>el incremento<div class=\"d0 w344\">\u00a0</div>del gasto<div class=\"d0 w31\">\u00a0</div>asociado al </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a16337\">aumento<div class=\"d0 w350\">\u00a0</div>del<div class=\"d0 w197\">\u00a0</div>Euribor<div class=\"d0 w192\">\u00a0</div>sobre<div class=\"d0 w638\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>coste<div class=\"d0 w526\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>deuda<div class=\"d0 w187\">\u00a0</div>financiera<div class=\"d0 w256\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>la<div class=\"d0 w444\">\u00a0</div>Sociedad<div class=\"d0 w508\">\u00a0</div>se<div class=\"d0 w598\">\u00a0</div>ha<div class=\"d0 w444\">\u00a0</div>visto </div><div class=\"po0 fs14 cl2 l340 t4022\" id=\"a16343\">compensado<div class=\"d0 w404\">\u00a0</div>con<div class=\"d0 w338\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>menor<div class=\"d0 w248\">\u00a0</div>coste<div class=\"d0 w284\">\u00a0</div>financiero<div class=\"d0 w343\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>haber<div class=\"d0 w173\">\u00a0</div>amortizado<div class=\"d0 w98\">\u00a0</div>50.000<div class=\"d0 w98\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1094\" id=\"a16353\">deuda Junior en abril de 2024 y la menor disposici\u00f3n de 40.000 miles de euros de Deuda Super </div><div class=\"po0 fs14 cl2 l340 t1095\" id=\"a16357\">Senior </div><div class=\"po0 fs26 cl2 l2451 t406\" id=\"a16358\">(v\u00e9ase nota 1 b y nota 11 b).</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinanceCostExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_372": {
   "value": "<div class=\"po1 w681 h257 lh0\" id=\"TextBlockContainer3017\"><div class=\"po1 w681 z0\" id=\"TextContainer3017\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a16406\">(16)<div class=\"d0 w391\">\u00a0</div>SEGMENTOS DE NEGOCIO </div><div class=\"po0 fs14 cl2 l451 t1658\" id=\"a16410\">La informaci\u00f3n por segmentos se estructura, en primer lugar, en funci\u00f3n de las distintas l\u00edneas </div><div class=\"po0 fs14 cl2 l451 t1659\" id=\"a16412\">de negocio del Grupo y, en segundo lugar, siguiendo una distribuci\u00f3n<div class=\"d0 w267\">\u00a0</div>geogr\u00e1fica. </div><div class=\"po0 fs14 cl2 l451 t4042\" id=\"a16415\">A<div class=\"d0 w710\">\u00a0</div>31<div class=\"d0 w358\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>diciembre<div class=\"d0 w644\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>2024,<div class=\"d0 w364\">\u00a0</div>las<div class=\"d0 w356\">\u00a0</div>operaciones<div class=\"d0 w925\">\u00a0</div>de<div class=\"d0 w215\">\u00a0</div>PRISA<div class=\"d0 w546\">\u00a0</div>se<div class=\"d0 w181\">\u00a0</div>dividen<div class=\"d0 w183\">\u00a0</div>en<div class=\"d0 w308\">\u00a0</div>dos<div class=\"d0 w185\">\u00a0</div>segmentos </div><div class=\"po0 fs14 cl2 l451 t2301\" id=\"a16418\">fundamentales, cada uno de los cuales cuenta con un responsable: </div><div class=\"po0 fs33 cl2 l469 t1865\" id=\"a16421\">-</div><div class=\"po0 fs14 cl2 l470 t4043\" id=\"a16423\">Educaci\u00f3n,<div class=\"d0 w242\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>incluye<div class=\"d0 w611\">\u00a0</div>fundamentalmente<div class=\"d0 w535\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>venta<div class=\"d0 w244\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>libros<div class=\"d0 w210\">\u00a0</div>educativos<div class=\"d0 w204\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l470 t4044\" id=\"a16424\">servicios y materiales relacionados con sistemas de ense\u00f1anza;<div class=\"d0 w558\">\u00a0</div></div><div class=\"po0 fs33 cl2 l469 t4045\" id=\"a16426\">-</div><div class=\"po0 fs14 cl2 l470 t4046\" id=\"a16428\">Media, incluye<div class=\"d0 w353\">\u00a0</div>los negocios<div class=\"d0 w332\">\u00a0</div>de radio<div class=\"d0 w410\">\u00a0</div>y noticias<div class=\"d0 w326\">\u00a0</div>(Prensa) y<div class=\"d0 w329\">\u00a0</div>su principal<div class=\"d0 w300\">\u00a0</div>fuente de<div class=\"d0 w558\">\u00a0</div>ingresos </div><div class=\"po0 fs14 cl2 l470 t4047\" id=\"a16429\">son la publicidad, as\u00ed<div class=\"d0 w33\">\u00a0</div>como la venta de<div class=\"d0 w26\">\u00a0</div>ejemplares y revistas, suscripciones digitales y, </div><div class=\"po0 fs14 cl2 l470 t4048\" id=\"a16430\">adicionalmente, la organizaci\u00f3n y gesti\u00f3n de eventos y la producci\u00f3n audiovisual. </div></div></div><div class=\"po1 w198 h310 lh0\" id=\"TextBlockContainer3020\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer3020\"><div class=\"po0 fs14 cl2 l340 t816\" id=\"a16444\">En<div class=\"d0 w32\">\u00a0</div>la columna<div class=\"d0 w284\">\u00a0</div>de \u201cOtros\u201d<div class=\"d0 w199\">\u00a0</div>se incluyen<div class=\"d0 w282\">\u00a0</div>PRISA, Promotora<div class=\"d0 w293\">\u00a0</div>de Actividades<div class=\"d0 w283\">\u00a0</div>Am\u00e9rica 2010,<div class=\"d0 w222\">\u00a0</div>S.L., </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a16447\">Promotora de Actividades Am\u00e9rica<div class=\"d0 w171\">\u00a0</div>2010 M\u00e9xico, S.A. de<div class=\"d0 w56\">\u00a0</div>C.V., Prisa Participadas, S.L.,<div class=\"d0 w264\">\u00a0</div>Vertix, </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a16448\">SGPS,<div class=\"d0 w683\">\u00a0</div>S.A.<div class=\"d0 w310\">\u00a0</div>(hasta<div class=\"d0 w257\">\u00a0</div>noviembre<div class=\"d0 w627\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>2024),<div class=\"d0 w158\">\u00a0</div>Prisa<div class=\"d0 w1291\">\u00a0</div>Activos<div class=\"d0 w357\">\u00a0</div>Educativos,<div class=\"d0 w1291\">\u00a0</div>S.A.U.,<div class=\"d0 w305\">\u00a0</div>Prisa<div class=\"d0 w1266\">\u00a0</div>Gesti\u00f3n </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a16452\">Financiera,<div class=\"d0 w263\">\u00a0</div>S.L.,<div class=\"d0 w464\">\u00a0</div>Promotora<div class=\"d0 w563\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>Actividades<div class=\"d0 w684\">\u00a0</div>Audiovisuales<div class=\"d0 w462\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>Colombia<div class=\"d0 w370\">\u00a0</div>Ltda.,<div class=\"d0 w535\">\u00a0</div>Productora </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a16453\">Audiovisual de Badajoz, S.A.<div class=\"d0 w561\">\u00a0</div>(hasta enero de 2023)<div class=\"d0 w267\">\u00a0</div>y Productora Extreme\u00f1a de<div class=\"d0 w141\">\u00a0</div>Televisi\u00f3n, S.A. </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a16458\">PRISA es el<div class=\"d0 w406\">\u00a0</div>holding de las<div class=\"d0 w85\">\u00a0</div>empresas del Grupo<div class=\"d0 w550\">\u00a0</div>y, aparte de definir<div class=\"d0 w425\">\u00a0</div>la estrategia global<div class=\"d0 w330\">\u00a0</div>y prestar </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a16464\">apoyo<div class=\"d0 w1292\">\u00a0</div>a<div class=\"d0 w672\">\u00a0</div>los<div class=\"d0 w156\">\u00a0</div>negocios<div class=\"d0 w151\">\u00a0</div>para<div class=\"d0 w159\">\u00a0</div>su<div class=\"d0 w638\">\u00a0</div>cumplimiento,<div class=\"d0 w196\">\u00a0</div>tiene<div class=\"d0 w761\">\u00a0</div>por<div class=\"d0 w150\">\u00a0</div>objetivo<div class=\"d0 w707\">\u00a0</div>prioritario<div class=\"d0 w445\">\u00a0</div>velar<div class=\"d0 w257\">\u00a0</div>por<div class=\"d0 w749\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a16465\">mantenimiento de<div class=\"d0 w287\">\u00a0</div>la fortaleza<div class=\"d0 w539\">\u00a0</div>financiera del<div class=\"d0 w232\">\u00a0</div>Grupo, maximizando<div class=\"d0 w110\">\u00a0</div>el perfil<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>generaci\u00f3n de </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a16466\">caja<div class=\"d0 w535\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>haci\u00e9ndolo<div class=\"d0 w718\">\u00a0</div>estable<div class=\"d0 w434\">\u00a0</div>en<div class=\"d0 w441\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>tiempo,<div class=\"d0 w397\">\u00a0</div>as\u00ed<div class=\"d0 w432\">\u00a0</div>como<div class=\"d0 w493\">\u00a0</div>controlar<div class=\"d0 w503\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>deuda,<div class=\"d0 w401\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>marco<div class=\"d0 w611\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>un </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a16472\">compromiso rotundo con los criterios<div class=\"d0 w532\">\u00a0</div>de sostenibilidad y ESG. Prisa<div class=\"d0 w561\">\u00a0</div>Gesti\u00f3n Financiera, S.L. es </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a16475\">la entidad<div class=\"d0 w143\">\u00a0</div>que centraliza<div class=\"d0 w472\">\u00a0</div>la tesorer\u00eda<div class=\"d0 w266\">\u00a0</div>del Grupo<div class=\"d0 w557\">\u00a0</div>en<div class=\"d0 w515\">\u00a0</div>Espa\u00f1a y<div class=\"d0 w268\">\u00a0</div>el resto<div class=\"d0 w425\">\u00a0</div>son sociedades<div class=\"d0 w473\">\u00a0</div>sin actividad </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a16481\">significativa.</div><div class=\"po0 fs14 cl2 l340 t1057\" id=\"a16485\">A<div class=\"d0 w255\">\u00a0</div>continuaci\u00f3n,<div class=\"d0 w434\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>presenta<div class=\"d0 w564\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>informaci\u00f3n<div class=\"d0 w563\">\u00a0</div>por<div class=\"d0 w262\">\u00a0</div>segmentos<div class=\"d0 w1023\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>estas<div class=\"d0 w205\">\u00a0</div>actividades<div class=\"d0 w439\">\u00a0</div>para<div class=\"d0 w211\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t1059\" id=\"a16486\">ejercicios 2024<div class=\"d0 w369\">\u00a0</div>y 2023.<div class=\"d0 w233\">\u00a0</div>La columna<div class=\"d0 w286\">\u00a0</div>de ajustes<div class=\"d0 w58\">\u00a0</div>y eliminaciones<div class=\"d0 w475\">\u00a0</div>muestra, fundamentalmente,<div class=\"d0 w236\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a16487\">eliminaci\u00f3n de las operaciones entre empresas del Grupo:</div></div></div><div class=\"po1 w1301 h314 lh0\" id=\"TextBlockContainer3023\"><div class=\"w89 po0 h12 l2463 t4053 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2463 t4053 bgc0\">\u00a0</div>\n<div class=\"w1295 po0 h12 l2464 t4053 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2465 t4053 bgc0\">\u00a0</div>\n<div class=\"w1295 po0 h12 l435 t4053 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bgc0\">\u00a0</div>\n<div class=\"w882 po0 h12 l2483 t4097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2472 t4097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h311 l2473 t4098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h311 l2463 t4098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h311 l2475 t4098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h311 l2465 t4098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h311 l2476 t4098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h311 l2466 t4098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h311 l2478 t4098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h311 l2468 t4098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h311 l2480 t4098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h311 l2470 t4098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h311 l2482 t4098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h311 l2472 t4098 bgc0\">\u00a0</div>\n<div class=\"w1059 po0 h312 l1395 t4099 bgc6\">\u00a0</div>\n<div class=\"w1297 po0 h126 l2484 t4100 bgc6\">\u00a0</div>\n<div class=\"w882 po0 h312 l2485 t4099 bgc6\">\u00a0</div>\n<div class=\"w887 po0 h126 l2486 t4100 bgc6\">\u00a0</div>\n<div class=\"w883 po0 h312 l2409 t4099 bgc6\">\u00a0</div>\n<div class=\"w1298 po0 h126 l2487 t4100 bgc6\">\u00a0</div>\n<div class=\"w883 po0 h312 l2488 t4099 bgc6\">\u00a0</div>\n<div class=\"w1298 po0 h126 l2489 t4100 bgc6\">\u00a0</div>\n<div class=\"w1299 po0 h312 l2490 t4099 bgc6\">\u00a0</div>\n<div class=\"w1298 po0 h126 l2491 t4100 bgc6\">\u00a0</div>\n<div class=\"w883 po0 h312 l2467 t4099 bgc6\">\u00a0</div>\n<div class=\"w1298 po0 h126 l111 t4100 bgc6\">\u00a0</div>\n<div class=\"w882 po0 h312 l2479 t4099 bgc6\">\u00a0</div>\n<div class=\"w1144 po0 h126 l2492 t4100 bgc6\">\u00a0</div>\n<div class=\"w883 po0 h312 l2469 t4099 bgc6\">\u00a0</div>\n<div class=\"w1300 po0 h126 l2493 t4100 bgc6\">\u00a0</div>\n<div class=\"w883 po0 h312 l2481 t4099 bgc6\">\u00a0</div>\n<div class=\"w887 po0 h126 l2494 t4100 bgc6\">\u00a0</div>\n<div class=\"w883 po0 h312 l2495 t4099 bgc6\">\u00a0</div>\n<div class=\"w1300 po0 h126 l2496 t4100 bgc6\">\u00a0</div>\n<div class=\"w882 po0 h312 l2497 t4099 bgc6\">\u00a0</div>\n<div class=\"w1144 po0 h126 l2498 t4100 bgc6\">\u00a0</div>\n<div class=\"w89 po0 h12 l2473 t4101 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1395 t4101 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2463 t4101 bgc0\">\u00a0</div>\n<div class=\"w882 po0 h12 l2464 t4101 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2475 t4101 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l2389 t4101 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2465 t4101 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l435 t4101 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2476 t4101 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l2477 t4101 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2466 t4101 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l2467 t4101 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2478 t4101 bgc0\">\u00a0</div>\n<div class=\"w882 po0 h12 l2479 t4101 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2468 t4101 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l2469 t4101 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2480 t4101 bgc0\">\u00a0</div>\n<div class=\"w999 po0 h12 l2481 t4101 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2470 t4101 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l2471 t4101 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2482 t4101 bgc0\">\u00a0</div>\n<div class=\"w882 po0 h12 l2483 t4101 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2472 t4101 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h312 l2473 t4099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2473 t4102 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2473 t4102 bgc0\">\u00a0</div>\n<div class=\"w1058 po0 h12 l1395 t4102 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h312 l2463 t4099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2463 t4102 bgc0\">\u00a0</div>\n<div class=\"w882 po0 h12 l2464 t4102 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h312 l2475 t4099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2475 t4102 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l2389 t4102 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h312 l2465 t4099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2465 t4102 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l435 t4102 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h312 l2476 t4099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2476 t4102 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l2477 t4102 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h312 l2466 t4099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2466 t4102 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l2467 t4102 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h312 l2478 t4099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2478 t4102 bgc0\">\u00a0</div>\n<div class=\"w882 po0 h12 l2479 t4102 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h312 l2468 t4099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2468 t4102 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l2469 t4102 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h312 l2480 t4099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2480 t4102 bgc0\">\u00a0</div>\n<div class=\"w999 po0 h12 l2481 t4102 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h312 l2470 t4099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2470 t4102 bgc0\">\u00a0</div>\n<div class=\"w883 po0 h12 l2471 t4102 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h312 l2482 t4099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2482 t4102 bgc0\">\u00a0</div>\n<div class=\"w882 po0 h12 l2483 t4102 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h312 l2472 t4099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2472 t4102 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2472 t4102 bgc0\">\u00a0</div>\n<div class=\"po1 w1301 z0\" id=\"TextContainer3023\"><div class=\"po0 fs38 cl4 l2499 t756\" id=\"a16510\">. </div><div class=\"po0 fs36 cl2 l2500 t4103\" id=\"a16513\">EDUCACI\u00d3N </div><div class=\"po0 fs36 cl2 l2501 t4103\" id=\"a16515\">MEDIA </div><div class=\"po0 fs36 cl2 l2502 t4103\" id=\"a16517\">OTROS </div><div class=\"po0 fs36 cl2 l2503 t4104\" id=\"a16519\">AJUSTES Y </div><div class=\"po0 fs36 cl2 l2504 t4105\" id=\"a16520\">ELIMINACIONES </div><div class=\"po0 fs36 cl2 l2505 t4103\" id=\"a16522\">GRUPO PRISA </div><div class=\"po0 fs35 cl2 l2506 t4106\" id=\"a16524\"><div class=\"d0 w561\">\u00a0</div></div><div class=\"po0 fs36 cl2 l2507 t4107\" id=\"a16526\">2024 </div><div class=\"po0 fs36 cl2 l2508 t4107\" id=\"a16528\">2023 </div><div class=\"po0 fs36 cl2 l2509 t4107\" id=\"a16530\">2024 </div><div class=\"po0 fs36 cl2 l2510 t4107\" id=\"a16532\">2023 </div><div class=\"po0 fs36 cl2 l2511 t4107\" id=\"a16534\">2024 </div><div class=\"po0 fs36 cl2 l2512 t4107\" id=\"a16536\">2023 </div><div class=\"po0 fs36 cl2 l2513 t4107\" id=\"a16538\">2024 </div><div class=\"po0 fs36 cl2 l2514 t4107\" id=\"a16540\">2023 </div><div class=\"po0 fs36 cl2 l2515 t4107\" id=\"a16542\">2024 </div><div class=\"po0 fs36 cl2 l2516 t4107\" id=\"a16544\">2023 </div><div class=\"po0 fs36 cl2 l2517 t4108\" id=\"a16546\">Ingresos de explotaci\u00f3n </div><div class=\"po0 fs36 cl2 l2518 t4108\" id=\"a16548\">467.020 </div><div class=\"po0 fs36 cl2 l2519 t4108\" id=\"a16550\">515.223 </div><div class=\"po0 fs36 cl2 l2520 t4108\" id=\"a16552\">443.359 </div><div class=\"po0 fs36 cl2 l972 t4108\" id=\"a16554\">431.558 </div><div class=\"po0 fs36 cl2 l2521 t4108\" id=\"a16556\">14.574 </div><div class=\"po0 fs36 cl2 l2522 t4108\" id=\"a16558\">6.605 </div><div class=\"po0 fs36 cl2 l2523 t4108\" id=\"a16560\">(5.411) </div><div class=\"po0 fs36 cl2 l2524 t4108\" id=\"a16562\">(5.976) </div><div class=\"po0 fs36 cl2 l2505 t4108\" id=\"a16564\">919.542 </div><div class=\"po0 fs36 cl2 l2525 t4108\" id=\"a16566\">947.410 </div><div class=\"po0 fs36 cl2 l2526 t3444\" id=\"a16568\">- Ventas externas </div><div class=\"po0 fs36 cl2 l2518 t3444\" id=\"a16572\">466.986 </div><div class=\"po0 fs36 cl2 l2519 t3444\" id=\"a16574\">515.212 </div><div class=\"po0 fs36 cl2 l2520 t3444\" id=\"a16576\">442.323 </div><div class=\"po0 fs36 cl2 l972 t3444\" id=\"a16578\">430.437 </div><div class=\"po0 fs36 cl2 l2521 t3444\" id=\"a16580\">10.034 </div><div class=\"po0 fs36 cl2 l2522 t3444\" id=\"a16582\">1.760 </div><div class=\"po0 fs36 cl2 l2527 t3444\" id=\"a16584\">199 </div><div class=\"po0 fs36 cl2 l2528 t3444\" id=\"a16586\">1 </div><div class=\"po0 fs36 cl2 l2505 t3444\" id=\"a16588\">919.542 </div><div class=\"po0 fs36 cl2 l2525 t3444\" id=\"a16590\">947.410 </div><div class=\"po0 fs35 cl2 l2529 t4109\" id=\"a16592\">- Publicidad </div><div class=\"po0 fs35 cl2 l2530 t4109\" id=\"a16596\">- </div><div class=\"po0 fs35 cl2 l2531 t4109\" id=\"a16598\">- </div><div class=\"po0 fs35 cl2 l2520 t4109\" id=\"a16600\">334.036 </div><div class=\"po0 fs35 cl2 l972 t4109\" id=\"a16602\">325.109 </div><div class=\"po0 fs35 cl2 l2532 t4109\" id=\"a16604\">- </div><div class=\"po0 fs35 cl2 l2533 t4109\" id=\"a16606\">- </div><div class=\"po0 fs35 cl2 l2534 t4109\" id=\"a16608\">- </div><div class=\"po0 fs35 cl2 l2535 t4109\" id=\"a16610\">- </div><div class=\"po0 fs35 cl2 l2505 t4109\" id=\"a16612\">334.036 </div><div class=\"po0 fs35 cl2 l2525 t4109\" id=\"a16614\">325.109 </div><div class=\"po0 fs35 cl2 l2529 t4110\" id=\"a16616\">- Venta de educaci\u00f3n </div><div class=\"po0 fs35 cl2 l2518 t4110\" id=\"a16620\">458.460 </div><div class=\"po0 fs35 cl2 l2519 t4110\" id=\"a16622\">511.916 </div><div class=\"po0 fs35 cl2 l2536 t4110\" id=\"a16624\">- </div><div class=\"po0 fs35 cl2 l236 t4110\" id=\"a16626\">- </div><div class=\"po0 fs35 cl2 l2532 t4110\" id=\"a16628\">- </div><div class=\"po0 fs35 cl2 l2533 t4110\" id=\"a16630\">- </div><div class=\"po0 fs35 cl2 l2534 t4110\" id=\"a16632\">- </div><div class=\"po0 fs35 cl2 l2535 t4110\" id=\"a16634\">- </div><div class=\"po0 fs35 cl2 l2505 t4110\" id=\"a16636\">458.460 </div><div class=\"po0 fs35 cl2 l2525 t4110\" id=\"a16638\">511.916 </div><div class=\"po0 fs35 cl2 l2529 t4111\" id=\"a16640\">- Circulaci\u00f3n </div><div class=\"po0 fs35 cl2 l2530 t4111\" id=\"a16644\">- </div><div class=\"po0 fs35 cl2 l2531 t4111\" id=\"a16646\">- </div><div class=\"po0 fs35 cl2 l2537 t4111\" id=\"a16648\">57.650 </div><div class=\"po0 fs35 cl2 l720 t4111\" id=\"a16650\">55.551 </div><div class=\"po0 fs35 cl2 l2532 t4111\" id=\"a16652\">- </div><div class=\"po0 fs35 cl2 l2533 t4111\" id=\"a16654\">- </div><div class=\"po0 fs35 cl2 l2534 t4111\" id=\"a16656\">- </div><div class=\"po0 fs35 cl2 l2535 t4111\" id=\"a16658\">- </div><div class=\"po0 fs35 cl2 l2538 t4111\" id=\"a16660\">57.650 </div><div class=\"po0 fs35 cl2 l2539 t4111\" id=\"a16662\">55.551 </div><div class=\"po0 fs35 cl2 l2529 t4112\" id=\"a16664\">- Otros </div><div class=\"po0 fs35 cl2 l2540 t4112\" id=\"a16668\">8.526 </div><div class=\"po0 fs35 cl2 l2541 t4112\" id=\"a16670\">3.296 </div><div class=\"po0 fs35 cl2 l2537 t4112\" id=\"a16672\">50.637 </div><div class=\"po0 fs35 cl2 l720 t4112\" id=\"a16674\">49.777 </div><div class=\"po0 fs35 cl2 l2521 t4112\" id=\"a16676\">10.034 </div><div class=\"po0 fs35 cl2 l2522 t4112\" id=\"a16678\">1.760 </div><div class=\"po0 fs35 cl2 l2527 t4112\" id=\"a16680\">199 </div><div class=\"po0 fs35 cl2 l2528 t4112\" id=\"a16682\">1 </div><div class=\"po0 fs35 cl2 l2538 t4112\" id=\"a16684\">69.396 </div><div class=\"po0 fs35 cl2 l2539 t4112\" id=\"a16686\">54.834 </div><div class=\"po0 fs36 cl2 l2526 t4113\" id=\"a16688\">- Ventas entre segmentos </div><div class=\"po0 fs36 cl2 l2542 t4113\" id=\"a16692\">34 </div><div class=\"po0 fs36 cl2 l2543 t4113\" id=\"a16694\">11 </div><div class=\"po0 fs36 cl2 l2544 t4113\" id=\"a16696\">1.036 </div><div class=\"po0 fs36 cl2 l2545 t4113\" id=\"a16698\">1.121 </div><div class=\"po0 fs36 cl2 l2546 t4113\" id=\"a16700\">4.540 </div><div class=\"po0 fs36 cl2 l2522 t4113\" id=\"a16702\">4.845 </div><div class=\"po0 fs36 cl2 l2523 t4113\" id=\"a16704\">(5.610) </div><div class=\"po0 fs36 cl2 l2524 t4113\" id=\"a16706\">(5.977) </div><div class=\"po0 fs36 cl2 l2547 t4113\" id=\"a16708\">- </div><div class=\"po0 fs36 cl2 l2548 t4113\" id=\"a16710\">- </div><div class=\"po0 fs35 cl2 l2529 t4114\" id=\"a16712\">- Publicidad </div><div class=\"po0 fs35 cl2 l2530 t4114\" id=\"a16716\">- </div><div class=\"po0 fs35 cl2 l2531 t4114\" id=\"a16718\">- </div><div class=\"po0 fs35 cl2 l2536 t4114\" id=\"a16720\">- </div><div class=\"po0 fs35 cl2 l2549 t4114\" id=\"a16722\">2 </div><div class=\"po0 fs35 cl2 l2532 t4114\" id=\"a16724\">- </div><div class=\"po0 fs35 cl2 l2533 t4114\" id=\"a16726\">- </div><div class=\"po0 fs35 cl2 l2534 t4114\" id=\"a16728\">- </div><div class=\"po0 fs35 cl2 l2550 t4114\" id=\"a16730\">(2) </div><div class=\"po0 fs35 cl2 l2547 t4114\" id=\"a16732\">- </div><div class=\"po0 fs35 cl2 l2548 t4114\" id=\"a16734\">- </div><div class=\"po0 fs35 cl2 l2529 t4115\" id=\"a16736\">- Otros </div><div class=\"po0 fs35 cl2 l2542 t4115\" id=\"a16740\">34 </div><div class=\"po0 fs35 cl2 l2543 t4115\" id=\"a16742\">11 </div><div class=\"po0 fs35 cl2 l2544 t4115\" id=\"a16744\">1.036 </div><div class=\"po0 fs35 cl2 l2545 t4115\" id=\"a16746\">1.119 </div><div class=\"po0 fs35 cl2 l2546 t4115\" id=\"a16748\">4.540 </div><div class=\"po0 fs35 cl2 l2522 t4115\" id=\"a16750\">4.845 </div><div class=\"po0 fs35 cl2 l2523 t4115\" id=\"a16752\">(5.610) </div><div class=\"po0 fs35 cl2 l2524 t4115\" id=\"a16754\">(5.975) </div><div class=\"po0 fs35 cl2 l2547 t4115\" id=\"a16756\">- </div><div class=\"po0 fs35 cl2 l2548 t4115\" id=\"a16758\">- </div><div class=\"po0 fs36 cl2 l2517 t4116\" id=\"a16760\">Gastos de explotaci\u00f3n </div><div class=\"po0 fs36 cl2 l2551 t4116\" id=\"a16762\">(384.399) </div><div class=\"po0 fs36 cl2 l2552 t4116\" id=\"a16764\">(427.143) </div><div class=\"po0 fs36 cl2 l2553 t4116\" id=\"a16766\">(414.224) </div><div class=\"po0 fs36 cl2 l2554 t4116\" id=\"a16768\">(406.071) </div><div class=\"po0 fs36 cl2 l2555 t4116\" id=\"a16770\">(11.901) </div><div class=\"po0 fs36 cl2 l2556 t4116\" id=\"a16772\">(11.363) </div><div class=\"po0 fs36 cl2 l2557 t4116\" id=\"a16774\">5.600 </div><div class=\"po0 fs36 cl2 l2558 t4116\" id=\"a16776\">5.977 </div><div class=\"po0 fs36 cl2 l2559 t4116\" id=\"a16778\">(804.924) </div><div class=\"po0 fs36 cl2 l2560 t4116\" id=\"a16780\">(838.600) </div><div class=\"po0 fs35 cl2 l2526 t4117\" id=\"a16782\">- Consumos </div><div class=\"po0 fs35 cl2 l2561 t4117\" id=\"a16786\">(80.469) </div><div class=\"po0 fs35 cl2 l2552 t4117\" id=\"a16788\">(110.763) </div><div class=\"po0 fs35 cl2 l2562 t4117\" id=\"a16790\">(30.190) </div><div class=\"po0 fs35 cl2 l1363 t4117\" id=\"a16792\">(35.552) </div><div class=\"po0 fs35 cl2 l2532 t4117\" id=\"a16794\">- </div><div class=\"po0 fs35 cl2 l2533 t4117\" id=\"a16796\">- </div><div class=\"po0 fs35 cl2 l2534 t4117\" id=\"a16798\">- </div><div class=\"po0 fs35 cl2 l2535 t4117\" id=\"a16800\">- </div><div class=\"po0 fs35 cl2 l2559 t4117\" id=\"a16802\">(110.659) </div><div class=\"po0 fs35 cl2 l2560 t4117\" id=\"a16804\">(146.315) </div><div class=\"po0 fs35 cl2 l2526 t4118\" id=\"a16806\">- Gastos de personal </div><div class=\"po0 fs35 cl2 l2551 t4118\" id=\"a16810\">(121.057) </div><div class=\"po0 fs35 cl2 l2552 t4118\" id=\"a16812\">(121.431) </div><div class=\"po0 fs35 cl2 l2553 t4118\" id=\"a16814\">(197.429) </div><div class=\"po0 fs35 cl2 l2554 t4118\" id=\"a16816\">(192.855) </div><div class=\"po0 fs35 cl2 l2563 t4118\" id=\"a16818\">(5.466) </div><div class=\"po0 fs35 cl2 l2564 t4118\" id=\"a16820\">(5.425) </div><div class=\"po0 fs35 cl2 l2565 t4118\" id=\"a16822\">(7) </div><div class=\"po0 fs35 cl2 l2535 t4118\" id=\"a16824\">- </div><div class=\"po0 fs35 cl2 l2559 t4118\" id=\"a16826\">(323.959) </div><div class=\"po0 fs35 cl2 l2560 t4118\" id=\"a16828\">(319.711) </div><div class=\"po0 fs35 cl2 l2526 t4119\" id=\"a16830\">- Dotaciones para amortizaciones de inmovilizado </div><div class=\"po0 fs35 cl2 l2561 t4119\" id=\"a16835\">(39.208) </div><div class=\"po0 fs35 cl2 l2566 t4119\" id=\"a16837\">(44.811) </div><div class=\"po0 fs35 cl2 l2562 t4119\" id=\"a16839\">(27.527) </div><div class=\"po0 fs35 cl2 l1363 t4119\" id=\"a16841\">(24.928) </div><div class=\"po0 fs35 cl2 l2567 t4119\" id=\"a16843\">(547) </div><div class=\"po0 fs35 cl2 l2568 t4119\" id=\"a16845\">(543) </div><div class=\"po0 fs35 cl2 l2534 t4119\" id=\"a16847\">- </div><div class=\"po0 fs35 cl2 l2535 t4119\" id=\"a16849\">- </div><div class=\"po0 fs35 cl2 l2569 t4119\" id=\"a16851\">(67.282) </div><div class=\"po0 fs35 cl2 l2570 t4119\" id=\"a16853\">(70.282) </div><div class=\"po0 fs35 cl2 l2526 t4120\" id=\"a16855\">- Servicios exteriores </div><div class=\"po0 fs35 cl2 l2551 t4120\" id=\"a16859\">(131.736) </div><div class=\"po0 fs35 cl2 l2552 t4120\" id=\"a16861\">(139.576) </div><div class=\"po0 fs35 cl2 l2553 t4120\" id=\"a16863\">(156.795) </div><div class=\"po0 fs35 cl2 l2554 t4120\" id=\"a16865\">(150.889) </div><div class=\"po0 fs35 cl2 l2563 t4120\" id=\"a16867\">(5.886) </div><div class=\"po0 fs35 cl2 l2564 t4120\" id=\"a16869\">(5.402) </div><div class=\"po0 fs35 cl2 l2557 t4120\" id=\"a16871\">5.605 </div><div class=\"po0 fs35 cl2 l2558 t4120\" id=\"a16873\">5.983 </div><div class=\"po0 fs35 cl2 l2559 t4120\" id=\"a16875\">(288.812) </div><div class=\"po0 fs35 cl2 l2560 t4120\" id=\"a16877\">(289.884) </div><div class=\"po0 fs35 cl2 l2526 t4121\" id=\"a16879\">- Variaci\u00f3n de las correcciones de valor </div><div class=\"po0 fs35 cl2 l2571 t4121\" id=\"a16884\">(8.918) </div><div class=\"po0 fs35 cl2 l2572 t4121\" id=\"a16886\">(8.659) </div><div class=\"po0 fs35 cl2 l2573 t4121\" id=\"a16888\">(1.980) </div><div class=\"po0 fs35 cl2 l801 t4121\" id=\"a16890\">(1.712) </div><div class=\"po0 fs35 cl2 l2532 t4121\" id=\"a16892\">- </div><div class=\"po0 fs35 cl2 l2533 t4121\" id=\"a16894\">- </div><div class=\"po0 fs35 cl2 l2534 t4121\" id=\"a16896\">- </div><div class=\"po0 fs35 cl2 l2535 t4121\" id=\"a16898\">- </div><div class=\"po0 fs35 cl2 l2569 t4121\" id=\"a16900\">(10.898) </div><div class=\"po0 fs35 cl2 l2570 t4121\" id=\"a16902\">(10.371) </div><div class=\"po0 fs35 cl2 l2526 t427\" id=\"a16904\">- Variaci\u00f3n de correcciones de valor inv. con empresas del Grupo </div><div class=\"po0 fs35 cl2 l2530 t427\" id=\"a16908\">- </div><div class=\"po0 fs35 cl2 l2531 t427\" id=\"a16910\">- </div><div class=\"po0 fs35 cl2 l2536 t427\" id=\"a16912\">- </div><div class=\"po0 fs35 cl2 l236 t427\" id=\"a16914\">- </div><div class=\"po0 fs35 cl2 l2574 t427\" id=\"a16916\">(2) </div><div class=\"po0 fs35 cl2 l2575 t427\" id=\"a16918\">7 </div><div class=\"po0 fs35 cl2 l2576 t427\" id=\"a16920\">2 </div><div class=\"po0 fs35 cl2 l2550 t427\" id=\"a16922\">(7) </div><div class=\"po0 fs35 cl2 l2547 t427\" id=\"a16924\">- </div><div class=\"po0 fs35 cl2 l2548 t427\" id=\"a16926\">- </div><div class=\"po0 fs35 cl2 l2526 t4122\" id=\"a16928\">- P\u00e9rd. de valor de fondo de comercio/Det. y Perd. de inmov. </div><div class=\"po0 fs35 cl2 l2571 t4122\" id=\"a16932\">(3.011) </div><div class=\"po0 fs35 cl2 l2572 t4122\" id=\"a16934\">(1.903) </div><div class=\"po0 fs35 cl2 l2577 t4122\" id=\"a16936\">(303) </div><div class=\"po0 fs35 cl2 l2578 t4122\" id=\"a16938\">(135) </div><div class=\"po0 fs35 cl2 l2532 t4122\" id=\"a16940\">- </div><div class=\"po0 fs35 cl2 l2533 t4122\" id=\"a16942\">- </div><div class=\"po0 fs35 cl2 l2534 t4122\" id=\"a16944\">- </div><div class=\"po0 fs35 cl2 l2528 t4122\" id=\"a16946\">1 </div><div class=\"po0 fs35 cl2 l2579 t4122\" id=\"a16948\">(3.314) </div><div class=\"po0 fs35 cl2 l249 t4122\" id=\"a16950\">(2.037) </div><div class=\"po0 fs36 cl2 l2517 t4123\" id=\"a16952\">Resultado de explotaci\u00f3n </div><div class=\"po0 fs36 cl2 l2580 t4123\" id=\"a16954\">82.621 </div><div class=\"po0 fs36 cl2 l2581 t4123\" id=\"a16956\">88.080 </div><div class=\"po0 fs36 cl2 l2537 t4123\" id=\"a16958\">29.135 </div><div class=\"po0 fs36 cl2 l720 t4123\" id=\"a16960\">25.487 </div><div class=\"po0 fs36 cl2 l2546 t4123\" id=\"a16962\">2.673 </div><div class=\"po0 fs36 cl2 l2564 t4123\" id=\"a16964\">(4.758) </div><div class=\"po0 fs36 cl2 l2527 t4123\" id=\"a16966\">189 </div><div class=\"po0 fs36 cl2 l2528 t4123\" id=\"a16968\">1 </div><div class=\"po0 fs36 cl2 l2505 t4123\" id=\"a16970\">114.618 </div><div class=\"po0 fs36 cl2 l2525 t4123\" id=\"a16972\">108.810 </div><div class=\"po0 fs36 cl2 l2517 t4124\" id=\"a16974\">Ingresos financieros </div><div class=\"po0 fs36 cl2 l2580 t4124\" id=\"a16976\">10.349 </div><div class=\"po0 fs36 cl2 l2541 t4124\" id=\"a16978\">7.999 </div><div class=\"po0 fs36 cl2 l2544 t4124\" id=\"a16980\">7.273 </div><div class=\"po0 fs36 cl2 l2545 t4124\" id=\"a16982\">5.354 </div><div class=\"po0 fs36 cl2 l2521 t4124\" id=\"a16984\">84.904 </div><div class=\"po0 fs36 cl2 l2582 t4124\" id=\"a16986\">24.698 </div><div class=\"po0 fs36 cl2 l2583 t4124\" id=\"a16988\">(87.880) </div><div class=\"po0 fs36 cl2 l2584 t4124\" id=\"a16990\">(29.117) </div><div class=\"po0 fs36 cl2 l2538 t4124\" id=\"a16992\">14.646 </div><div class=\"po0 fs36 cl2 l2585 t4124\" id=\"a16994\">8.934 </div><div class=\"po0 fs35 cl2 l2526 t4125\" id=\"a16996\">- Ingresos por intereses </div><div class=\"po0 fs35 cl2 l2540 t4125\" id=\"a17000\">6.151 </div><div class=\"po0 fs35 cl2 l2541 t4125\" id=\"a17002\">4.157 </div><div class=\"po0 fs35 cl2 l2544 t4125\" id=\"a17004\">5.898 </div><div class=\"po0 fs35 cl2 l2545 t4125\" id=\"a17006\">4.786 </div><div class=\"po0 fs35 cl2 l2521 t4125\" id=\"a17008\">25.620 </div><div class=\"po0 fs35 cl2 l2582 t4125\" id=\"a17010\">20.189 </div><div class=\"po0 fs35 cl2 l2583 t4125\" id=\"a17012\">(37.541) </div><div class=\"po0 fs35 cl2 l2584 t4125\" id=\"a17014\">(29.117) </div><div class=\"po0 fs35 cl2 l2586 t4125\" id=\"a17016\">128 </div><div class=\"po0 fs35 cl2 l2587 t4125\" id=\"a17018\">15 </div><div class=\"po0 fs35 cl2 l2526 t4126\" id=\"a17020\">- Otros ingresos financieros </div><div class=\"po0 fs35 cl2 l2540 t4126\" id=\"a17024\">4.198 </div><div class=\"po0 fs35 cl2 l2541 t4126\" id=\"a17026\">3.842 </div><div class=\"po0 fs35 cl2 l2544 t4126\" id=\"a17028\">1.375 </div><div class=\"po0 fs35 cl2 l2588 t4126\" id=\"a17030\">568 </div><div class=\"po0 fs35 cl2 l2521 t4126\" id=\"a17032\">59.284 </div><div class=\"po0 fs35 cl2 l2522 t4126\" id=\"a17034\">4.509 </div><div class=\"po0 fs35 cl2 l2583 t4126\" id=\"a17036\">(50.339) </div><div class=\"po0 fs35 cl2 l2535 t4126\" id=\"a17038\">- </div><div class=\"po0 fs35 cl2 l2538 t4126\" id=\"a17040\">14.518 </div><div class=\"po0 fs35 cl2 l2585 t4126\" id=\"a17042\">8.919 </div><div class=\"po0 fs36 cl2 l2517 t4127\" id=\"a17044\">Gastos financieros </div><div class=\"po0 fs36 cl2 l2561 t4127\" id=\"a17046\">(17.708) </div><div class=\"po0 fs36 cl2 l2566 t4127\" id=\"a17048\">(27.863) </div><div class=\"po0 fs36 cl2 l2562 t4127\" id=\"a17050\">(18.405) </div><div class=\"po0 fs36 cl2 l1363 t4127\" id=\"a17052\">(18.482) </div><div class=\"po0 fs36 cl2 l2589 t4127\" id=\"a17054\">(101.478) </div><div class=\"po0 fs36 cl2 l2556 t4127\" id=\"a17056\">(95.868) </div><div class=\"po0 fs36 cl2 l2590 t4127\" id=\"a17058\">37.870 </div><div class=\"po0 fs36 cl2 l2591 t4127\" id=\"a17060\">29.117 </div><div class=\"po0 fs36 cl2 l2569 t4127\" id=\"a17062\">(99.721) </div><div class=\"po0 fs36 cl2 l2560 t4127\" id=\"a17064\">(113.096) </div><div class=\"po0 fs35 cl2 l2526 t4128\" id=\"a17066\">- Gastos por intereses </div><div class=\"po0 fs35 cl2 l2571 t4128\" id=\"a17070\">(4.650) </div><div class=\"po0 fs35 cl2 l2572 t4128\" id=\"a17072\">(7.075) </div><div class=\"po0 fs35 cl2 l2562 t4128\" id=\"a17074\">(14.128) </div><div class=\"po0 fs35 cl2 l1363 t4128\" id=\"a17076\">(12.583) </div><div class=\"po0 fs35 cl2 l2589 t4128\" id=\"a17078\">(101.318) </div><div class=\"po0 fs35 cl2 l2556 t4128\" id=\"a17080\">(96.081) </div><div class=\"po0 fs35 cl2 l2590 t4128\" id=\"a17082\">37.532 </div><div class=\"po0 fs35 cl2 l2591 t4128\" id=\"a17084\">29.117 </div><div class=\"po0 fs35 cl2 l2569 t4128\" id=\"a17086\">(82.564) </div><div class=\"po0 fs35 cl2 l2570 t4128\" id=\"a17088\">(86.622) </div><div class=\"po0 fs35 cl2 l2526 t4129\" id=\"a17090\">- Otros gastos financieros </div><div class=\"po0 fs35 cl2 l2561 t4129\" id=\"a17094\">(13.058) </div><div class=\"po0 fs35 cl2 l2566 t4129\" id=\"a17096\">(20.788) </div><div class=\"po0 fs35 cl2 l2573 t4129\" id=\"a17098\">(4.277) </div><div class=\"po0 fs35 cl2 l801 t4129\" id=\"a17100\">(5.899) </div><div class=\"po0 fs35 cl2 l2567 t4129\" id=\"a17102\">(160) </div><div class=\"po0 fs35 cl2 l2592 t4129\" id=\"a17104\">213 </div><div class=\"po0 fs35 cl2 l2527 t4129\" id=\"a17106\">338 </div><div class=\"po0 fs35 cl2 l2535 t4129\" id=\"a17108\">- </div><div class=\"po0 fs35 cl2 l2569 t4129\" id=\"a17110\">(17.157) </div><div class=\"po0 fs35 cl2 l2570 t4129\" id=\"a17112\">(26.474) </div><div class=\"po0 fs36 cl2 l2517 t4130\" id=\"a17114\">Variaci\u00f3n de valor de instrumentos financieros </div><div class=\"po0 fs36 cl2 l2593 t4130\" id=\"a17117\">338 </div><div class=\"po0 fs36 cl2 l2594 t4130\" id=\"a17119\">(338) </div><div class=\"po0 fs36 cl2 l2536 t4130\" id=\"a17121\">- </div><div class=\"po0 fs36 cl2 l2595 t4130\" id=\"a17123\">(2) </div><div class=\"po0 fs36 cl2 l2555 t4130\" id=\"a17125\">(12.824) </div><div class=\"po0 fs36 cl2 l2556 t4130\" id=\"a17127\">(14.473) </div><div class=\"po0 fs36 cl2 l2534 t4130\" id=\"a17129\">- </div><div class=\"po0 fs36 cl2 l2535 t4130\" id=\"a17131\">- </div><div class=\"po0 fs36 cl2 l2569 t4130\" id=\"a17133\">(12.486) </div><div class=\"po0 fs36 cl2 l2570 t4130\" id=\"a17135\">(14.813) </div><div class=\"po0 fs36 cl2 l2517 t4131\" id=\"a17137\">Diferencias de cambio (neto) </div><div class=\"po0 fs36 cl2 l2542 t4131\" id=\"a17139\">54 </div><div class=\"po0 fs36 cl2 l231 t4131\" id=\"a17141\">725 </div><div class=\"po0 fs36 cl2 l2573 t4131\" id=\"a17143\">(1.032) </div><div class=\"po0 fs36 cl2 l2596 t4131\" id=\"a17145\">(28) </div><div class=\"po0 fs36 cl2 l239 t4131\" id=\"a17147\">2 </div><div class=\"po0 fs36 cl2 l2597 t4131\" id=\"a17149\">(3) </div><div class=\"po0 fs36 cl2 l2534 t4131\" id=\"a17151\">- </div><div class=\"po0 fs36 cl2 l2535 t4131\" id=\"a17153\">- </div><div class=\"po0 fs36 cl2 l2598 t4131\" id=\"a17155\">(976) </div><div class=\"po0 fs36 cl2 l2599 t4131\" id=\"a17157\">694 </div><div class=\"po0 fs36 cl2 l2517 t4132\" id=\"a17159\">Resultado financiero </div><div class=\"po0 fs36 cl2 l2571 t4132\" id=\"a17161\">(6.967) </div><div class=\"po0 fs36 cl2 l2566 t4132\" id=\"a17163\">(19.477) </div><div class=\"po0 fs36 cl2 l2562 t4132\" id=\"a17165\">(12.164) </div><div class=\"po0 fs36 cl2 l1363 t4132\" id=\"a17167\">(13.158) </div><div class=\"po0 fs36 cl2 l2555 t4132\" id=\"a17169\">(29.396) </div><div class=\"po0 fs36 cl2 l2556 t4132\" id=\"a17171\">(85.646) </div><div class=\"po0 fs36 cl2 l2583 t4132\" id=\"a17173\">(50.010) </div><div class=\"po0 fs36 cl2 l2535 t4132\" id=\"a17175\">- </div><div class=\"po0 fs36 cl2 l2569 t4132\" id=\"a17177\">(98.537) </div><div class=\"po0 fs36 cl2 l2560 t4132\" id=\"a17179\">(118.281) </div><div class=\"po0 fs35 cl2 l2517 t4133\" id=\"a17181\">Resultado de sociedades por el m\u00e9todo de la participaci\u00f3n </div><div class=\"po0 fs35 cl2 l2530 t4133\" id=\"a17183\">- </div><div class=\"po0 fs35 cl2 l2531 t4133\" id=\"a17185\">- </div><div class=\"po0 fs35 cl2 l2544 t4133\" id=\"a17187\">3.273 </div><div class=\"po0 fs35 cl2 l720 t4133\" id=\"a17189\">13.661 </div><div class=\"po0 fs35 cl2 l2532 t4133\" id=\"a17191\">- </div><div class=\"po0 fs35 cl2 l2597 t4133\" id=\"a17193\">(2) </div><div class=\"po0 fs35 cl2 l2600 t4133\" id=\"a17195\">(94) </div><div class=\"po0 fs35 cl2 l2535 t4133\" id=\"a17197\">- </div><div class=\"po0 fs35 cl2 l2601 t4133\" id=\"a17199\">3.179 </div><div class=\"po0 fs35 cl2 l2539 t4133\" id=\"a17201\">13.659 </div><div class=\"po0 fs36 cl2 l2517 t4134\" id=\"a17203\">Resultado antes de impuestos de las actividades<div class=\"d0 w1168\">\u00a0</div>continuadas </div><div class=\"po0 fs36 cl2 l2580 t4134\" id=\"a17205\">75.654 </div><div class=\"po0 fs36 cl2 l2581 t4134\" id=\"a17207\">68.603 </div><div class=\"po0 fs36 cl2 l2537 t4134\" id=\"a17209\">20.244 </div><div class=\"po0 fs36 cl2 l720 t4134\" id=\"a17211\">25.990 </div><div class=\"po0 fs36 cl2 l2555 t4134\" id=\"a17213\">(26.723) </div><div class=\"po0 fs36 cl2 l2556 t4134\" id=\"a17215\">(90.406) </div><div class=\"po0 fs36 cl2 l2583 t4134\" id=\"a17217\">(49.915) </div><div class=\"po0 fs36 cl2 l2528 t4134\" id=\"a17219\">1 </div><div class=\"po0 fs36 cl2 l2538 t4134\" id=\"a17221\">19.260 </div><div class=\"po0 fs36 cl2 l2585 t4134\" id=\"a17223\">4.188 </div><div class=\"po0 fs35 cl2 l2517 t4135\" id=\"a17225\">Impuesto sobre Sociedades </div><div class=\"po0 fs35 cl2 l2561 t4135\" id=\"a17227\">(32.520) </div><div class=\"po0 fs35 cl2 l2566 t4135\" id=\"a17229\">(28.420) </div><div class=\"po0 fs35 cl2 l2562 t4135\" id=\"a17231\">(10.186) </div><div class=\"po0 fs35 cl2 l1363 t4135\" id=\"a17233\">(10.553) </div><div class=\"po0 fs35 cl2 l2521 t4135\" id=\"a17235\">12.535 </div><div class=\"po0 fs35 cl2 l2522 t4135\" id=\"a17237\">3.552 </div><div class=\"po0 fs35 cl2 l2565 t4135\" id=\"a17239\">(1) </div><div class=\"po0 fs35 cl2 l2535 t4135\" id=\"a17241\">- </div><div class=\"po0 fs35 cl2 l2569 t4135\" id=\"a17243\">(30.172) </div><div class=\"po0 fs35 cl2 l2570 t4135\" id=\"a17245\">(35.421) </div><div class=\"po0 fs36 cl2 l2517 t4136\" id=\"a17247\">Resultado de actividades continuadas </div><div class=\"po0 fs36 cl2 l2580 t4136\" id=\"a17249\">43.134 </div><div class=\"po0 fs36 cl2 l2581 t4136\" id=\"a17251\">40.183 </div><div class=\"po0 fs36 cl2 l2537 t4136\" id=\"a17253\">10.058 </div><div class=\"po0 fs36 cl2 l720 t4136\" id=\"a17255\">15.437 </div><div class=\"po0 fs36 cl2 l2555 t4136\" id=\"a17257\">(14.188) </div><div class=\"po0 fs36 cl2 l2556 t4136\" id=\"a17259\">(86.854) </div><div class=\"po0 fs36 cl2 l2583 t4136\" id=\"a17261\">(49.916) </div><div class=\"po0 fs36 cl2 l2528 t4136\" id=\"a17263\">1 </div><div class=\"po0 fs36 cl2 l2569 t4136\" id=\"a17265\">(10.912) </div><div class=\"po0 fs36 cl2 l2570 t4136\" id=\"a17267\">(31.233) </div><div class=\"po0 fs35 cl2 l2517 t4137\" id=\"a17269\">Resultado despu\u00e9s de impuestos de las actividades interrumpidas </div><div class=\"po0 fs35 cl2 l2530 t4137\" id=\"a17272\">- </div><div class=\"po0 fs35 cl2 l2531 t4137\" id=\"a17274\">- </div><div class=\"po0 fs35 cl2 l2536 t4137\" id=\"a17276\">- </div><div class=\"po0 fs35 cl2 l236 t4137\" id=\"a17278\">- </div><div class=\"po0 fs35 cl2 l2602 t4137\" id=\"a17280\">341 </div><div class=\"po0 fs35 cl2 l2568 t4137\" id=\"a17282\">(365) </div><div class=\"po0 fs35 cl2 l2534 t4137\" id=\"a17284\">- </div><div class=\"po0 fs35 cl2 l2535 t4137\" id=\"a17286\">- </div><div class=\"po0 fs35 cl2 l2586 t4137\" id=\"a17288\">341 </div><div class=\"po0 fs35 cl2 l2603 t4137\" id=\"a17290\">(365) </div><div class=\"po0 fs36 cl2 l2517 t4138\" id=\"a17292\">Resultados del ejercicio consolidados </div><div class=\"po0 fs36 cl2 l2580 t4138\" id=\"a17294\">43.134 </div><div class=\"po0 fs36 cl2 l2581 t4138\" id=\"a17296\">40.183 </div><div class=\"po0 fs36 cl2 l2537 t4138\" id=\"a17298\">10.058 </div><div class=\"po0 fs36 cl2 l720 t4138\" id=\"a17300\">15.437 </div><div class=\"po0 fs36 cl2 l2555 t4138\" id=\"a17302\">(13.847) </div><div class=\"po0 fs36 cl2 l2556 t4138\" id=\"a17304\">(87.219) </div><div class=\"po0 fs36 cl2 l2583 t4138\" id=\"a17306\">(49.916) </div><div class=\"po0 fs36 cl2 l2528 t4138\" id=\"a17308\">1 </div><div class=\"po0 fs36 cl2 l2569 t4138\" id=\"a17310\">(10.571) </div><div class=\"po0 fs36 cl2 l2570 t4138\" id=\"a17312\">(31.598) </div><div class=\"po0 fs35 cl2 l2517 t4139\" id=\"a17314\">Resultado atribuido a intereses minoritarios </div><div class=\"po0 fs35 cl2 l2542 t4139\" id=\"a17316\">37 </div><div class=\"po0 fs35 cl2 l2604 t4139\" id=\"a17318\">(22) </div><div class=\"po0 fs35 cl2 l2573 t4139\" id=\"a17320\">(1.059) </div><div class=\"po0 fs35 cl2 l2578 t4139\" id=\"a17322\">(892) </div><div class=\"po0 fs35 cl2 l2532 t4139\" id=\"a17324\">- </div><div class=\"po0 fs35 cl2 l2533 t4139\" id=\"a17326\">- </div><div class=\"po0 fs35 cl2 l2605 t4139\" id=\"a17328\">20 </div><div class=\"po0 fs35 cl2 l2528 t4139\" id=\"a17330\">7 </div><div class=\"po0 fs35 cl2 l2579 t4139\" id=\"a17332\">(1.002) </div><div class=\"po0 fs35 cl2 l2603 t4139\" id=\"a17334\">(907) </div><div class=\"po0 fs36 cl2 l2517 t4140\" id=\"a17336\">Resultado atribuido a la sociedad dominante </div><div class=\"po0 fs36 cl2 l2580 t4140\" id=\"a17338\">43.171 </div><div class=\"po0 fs36 cl2 l2581 t4140\" id=\"a17340\">40.161 </div><div class=\"po0 fs36 cl2 l2544 t4140\" id=\"a17342\">8.999 </div><div class=\"po0 fs36 cl2 l720 t4140\" id=\"a17344\">14.545 </div><div class=\"po0 fs36 cl2 l2555 t4140\" id=\"a17346\">(13.847) </div><div class=\"po0 fs36 cl2 l2556 t4140\" id=\"a17348\">(87.219) </div><div class=\"po0 fs36 cl2 l2583 t4140\" id=\"a17350\">(49.896) </div><div class=\"po0 fs36 cl2 l2528 t4140\" id=\"a17352\">8 </div><div class=\"po0 fs36 cl2 l2569 t4140\" id=\"a17354\">(11.573) </div><div class=\"po0 fs36 cl2 l2570 t4140\" id=\"a17356\">(32.505) </div></div></div><div class=\"po1 w1306 h212 lh0\" id=\"TextBlockContainer3026\"><img alt=\"doc2p92i1\" class=\"po0 l2607 t4142 w133 h52 \" 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t1468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h294 l1463 t1468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h294 l2618 t1468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h294 l2610 t1468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h294 l2620 t1468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h294 l2612 t1468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h294 l2622 t1468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h294 l2613 t1468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h294 l2624 t1468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h294 l2615 t1468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h294 l2626 t1468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h294 l2617 t1468 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h37 l2473 t1517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h37 l1463 t1517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h37 l2618 t1517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h37 l2610 t1517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h37 l2620 t1517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h37 l2612 t1517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h37 l2622 t1517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h37 l2613 t1517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h37 l2624 t1517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h37 l2615 t1517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h37 l2626 t1517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h37 l2617 t1517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2473 t4157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1463 t4157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2618 t4157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2610 t4157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2620 t4157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2612 t4157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2622 t4157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2613 t4157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2624 t4157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2615 t4157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2626 t4157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2617 t4157 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2473 t4158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l1463 t4158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2618 t4158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2610 t4158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2620 t4158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2612 t4158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2622 t4158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2613 t4158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2624 t4158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2615 t4158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2626 t4158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h251 l2617 t4158 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h319 l2473 t4159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2473 t4160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2473 t4160 bgc0\">\u00a0</div>\n<div class=\"w1305 po0 h12 l1395 t4160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h319 l1463 t4159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1463 t4160 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2609 t4160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h319 l2618 t4159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2618 t4160 bgc0\">\u00a0</div>\n<div class=\"w1160 po0 h12 l2619 t4160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h319 l2610 t4159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2610 t4160 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2611 t4160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h319 l2620 t4159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2620 t4160 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2621 t4160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h319 l2612 t4159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2612 t4160 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l1360 t4160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h319 l2622 t4159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2622 t4160 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2623 t4160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h319 l2613 t4159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2613 t4160 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2614 t4160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h319 l2624 t4159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2624 t4160 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2625 t4160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h319 l2615 t4159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2615 t4160 bgc0\">\u00a0</div>\n<div class=\"w898 po0 h12 l2616 t4160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h319 l2626 t4159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2626 t4160 bgc0\">\u00a0</div>\n<div class=\"w1160 po0 h12 l2627 t4160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h319 l2617 t4159 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2617 t4160 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2617 t4160 bgc0\">\u00a0</div>\n<div class=\"po1 w1306 z0\" id=\"TextContainer3026\"><div class=\"po0 fs36 cl2 l2628 t4161\" id=\"a17382\">EDUCACI\u00d3N </div><div class=\"po0 fs36 cl2 l2629 t4161\" id=\"a17384\">MEDIA </div><div class=\"po0 fs36 cl2 l2630 t4161\" id=\"a17386\">OTROS </div><div class=\"po0 fs36 cl2 l2631 t4162\" id=\"a17388\">AJUSTES Y </div><div class=\"po0 fs36 cl2 l2632 t4163\" id=\"a17389\">ELIMINACIONES </div><div class=\"po0 fs36 cl2 l2633 t4161\" id=\"a17391\">GRUPO PRISA </div><div class=\"po0 fs36 cl2 l2634 t4164\" id=\"a17394\">31.12.2024 </div><div class=\"po0 fs36 cl2 l2635 t4164\" id=\"a17396\">31.12.2023 </div><div class=\"po0 fs36 cl2 l2636 t4164\" id=\"a17398\">31.12.2024 </div><div class=\"po0 fs36 cl2 l2637 t4164\" id=\"a17400\">31.12.2023 </div><div class=\"po0 fs36 cl2 l2638 t4164\" id=\"a17402\">31.12.2024 </div><div class=\"po0 fs36 cl2 l2639 t4164\" id=\"a17404\">31.12.2023 </div><div class=\"po0 fs36 cl2 l2640 t4164\" id=\"a17406\">31.12.2024 </div><div class=\"po0 fs36 cl2 l2641 t4164\" id=\"a17408\">31.12.2023 </div><div class=\"po0 fs36 cl2 l2642 t4164\" id=\"a17410\">31.12.2024 </div><div class=\"po0 fs36 cl2 l2643 t4164\" id=\"a17412\">31.12.2023 </div><div class=\"po0 fs36 cl2 l2644 t4165\" id=\"a17414\">Activo </div><div class=\"po0 fs36 cl2 l2645 t4165\" id=\"a17416\">515.203 </div><div class=\"po0 fs36 cl2 l2646 t4165\" id=\"a17418\">572.821 </div><div class=\"po0 fs36 cl2 l2647 t4165\" id=\"a17420\">491.680 </div><div class=\"po0 fs36 cl2 l2648 t4165\" id=\"a17422\">489.349 </div><div class=\"po0 fs36 cl2 l2649 t4165\" id=\"a17424\">2.500.290 </div><div class=\"po0 fs36 cl2 l2650 t4165\" id=\"a17426\">2.441.905 </div><div class=\"po0 fs36 cl2 l2651 t4165\" id=\"a17428\">(2.627.106) </div><div class=\"po0 fs36 cl2 l2652 t4165\" id=\"a17430\">(2.529.308) </div><div class=\"po0 fs36 cl2 l2653 t4165\" id=\"a17432\">880.067 </div><div class=\"po0 fs36 cl2 l2654 t4165\" id=\"a17434\">974.767 </div><div class=\"po0 fs36 cl2 l2644 t4166\" id=\"a17436\"><div class=\"d0 w561\">\u00a0</div></div><div class=\"po0 fs35 cl2 l2655 t3401\" id=\"a17448\">- No corrientes (excepto m\u00e9todo de la participaci\u00f3n) </div><div class=\"po0 fs35 cl2 l2645 t3401\" id=\"a17452\">152.345 </div><div class=\"po0 fs35 cl2 l2646 t3401\" id=\"a17454\">170.483 </div><div class=\"po0 fs35 cl2 l2647 t3401\" id=\"a17456\">201.289 </div><div class=\"po0 fs35 cl2 l2648 t3401\" id=\"a17458\">215.897 </div><div class=\"po0 fs35 cl2 l2649 t3401\" id=\"a17460\">1.969.140 </div><div class=\"po0 fs35 cl2 l2650 t3401\" id=\"a17462\">1.975.103 </div><div class=\"po0 fs35 cl2 l2651 t3401\" id=\"a17464\">(1.975.238) </div><div class=\"po0 fs35 cl2 l2652 t3401\" id=\"a17466\">(1.975.858) </div><div class=\"po0 fs35 cl2 l2653 t3401\" id=\"a17468\">347.536 </div><div class=\"po0 fs35 cl2 l2654 t3401\" id=\"a17470\">385.625 </div><div class=\"po0 fs35 cl2 l2655 t4167\" id=\"a17472\">- Inversiones contabilizadas por el m\u00e9todo de la </div><div class=\"po0 fs35 cl2 l2655 t4168\" id=\"a17475\">participaci\u00f3n </div><div class=\"po0 fs35 cl2 l2656 t4169\" id=\"a17477\">- </div><div class=\"po0 fs35 cl2 l2657 t4169\" id=\"a17479\">- </div><div class=\"po0 fs35 cl2 l2658 t4169\" id=\"a17481\">40.834 </div><div class=\"po0 fs35 cl2 l2659 t4169\" id=\"a17483\">44.968 </div><div class=\"po0 fs35 cl2 l2660 t4169\" id=\"a17485\">- </div><div class=\"po0 fs35 cl2 l2661 t4169\" id=\"a17487\">- </div><div class=\"po0 fs35 cl2 l2662 t4169\" id=\"a17489\">- </div><div class=\"po0 fs35 cl2 l2663 t4169\" id=\"a17491\">93 </div><div class=\"po0 fs35 cl2 l2664 t4169\" id=\"a17493\">40.834 </div><div class=\"po0 fs35 cl2 l2665 t4169\" id=\"a17495\">45.061 </div><div class=\"po0 fs35 cl2 l2655 t4170\" id=\"a17497\">- Corrientes </div><div class=\"po0 fs35 cl2 l2645 t4170\" id=\"a17501\">362.858 </div><div class=\"po0 fs35 cl2 l2646 t4170\" id=\"a17503\">399.361 </div><div class=\"po0 fs35 cl2 l2647 t4170\" id=\"a17505\">249.444 </div><div class=\"po0 fs35 cl2 l2648 t4170\" id=\"a17507\">228.320 </div><div class=\"po0 fs35 cl2 l2666 t4170\" id=\"a17509\">531.150 </div><div class=\"po0 fs35 cl2 l2667 t4170\" id=\"a17511\">466.717 </div><div class=\"po0 fs35 cl2 l2668 t4170\" id=\"a17513\">(651.868) </div><div class=\"po0 fs35 cl2 l2669 t4170\" id=\"a17515\">(553.788) </div><div class=\"po0 fs35 cl2 l2653 t4170\" id=\"a17517\">491.584 </div><div class=\"po0 fs35 cl2 l2654 t4170\" id=\"a17519\">540.610 </div><div class=\"po0 fs35 cl2 l2655 t4171\" id=\"a17521\">- Activos mantenidos para la venta </div><div class=\"po0 fs35 cl2 l2670 t4171\" id=\"a17526\">2.977 </div><div class=\"po0 fs35 cl2 l2629 t4171\" id=\"a17528\">113 </div><div class=\"po0 fs35 cl2 l2671 t4171\" id=\"a17530\">164 </div><div class=\"po0 fs35 cl2 l2660 t4171\" id=\"a17532\">- </div><div class=\"po0 fs35 cl2 l2672 t4171\" id=\"a17534\">85 </div><div class=\"po0 fs35 cl2 l2662 t4171\" id=\"a17536\">- </div><div class=\"po0 fs35 cl2 l2673 t4171\" id=\"a17538\">245 </div><div class=\"po0 fs35 cl2 l2674 t4171\" id=\"a17540\">113 </div><div class=\"po0 fs35 cl2 l2675 t4171\" id=\"a17542\">3.471 </div><div class=\"po0 fs36 cl2 l2644 t4172\" id=\"a17544\"><div class=\"d0 w561\">\u00a0</div></div><div class=\"po0 fs36 cl2 l2644 t4173\" id=\"a17556\">Pasivo y Patrimonio Neto </div><div class=\"po0 fs36 cl2 l2645 t4173\" id=\"a17558\">515.203 </div><div class=\"po0 fs36 cl2 l2646 t4173\" id=\"a17560\">572.821 </div><div class=\"po0 fs36 cl2 l2647 t4173\" id=\"a17562\">491.680 </div><div class=\"po0 fs36 cl2 l2648 t4173\" id=\"a17564\">489.349 </div><div class=\"po0 fs36 cl2 l2649 t4173\" id=\"a17566\">2.500.290 </div><div class=\"po0 fs36 cl2 l2650 t4173\" id=\"a17568\">2.441.905 </div><div class=\"po0 fs36 cl2 l2651 t4173\" id=\"a17570\">(2.627.106) </div><div class=\"po0 fs36 cl2 l2652 t4173\" id=\"a17572\">(2.529.308) </div><div class=\"po0 fs36 cl2 l2653 t4173\" id=\"a17574\">880.067 </div><div class=\"po0 fs36 cl2 l2654 t4173\" id=\"a17576\">974.767 </div><div class=\"po0 fs36 cl2 l2644 t4174\" id=\"a17578\"><div class=\"d0 w738\">\u00a0</div></div><div class=\"po0 fs35 cl2 l2655 t2449\" id=\"a17590\">- FF.PP. </div><div class=\"po0 fs35 cl2 l2645 t2449\" id=\"a17594\">250.236 </div><div class=\"po0 fs35 cl2 l2646 t2449\" id=\"a17596\">272.477 </div><div class=\"po0 fs35 cl2 l2658 t2449\" id=\"a17598\">66.729 </div><div class=\"po0 fs35 cl2 l2659 t2449\" id=\"a17600\">68.390 </div><div class=\"po0 fs35 cl2 l2649 t2449\" id=\"a17602\">1.286.831 </div><div class=\"po0 fs35 cl2 l2650 t2449\" id=\"a17604\">1.203.872 </div><div class=\"po0 fs35 cl2 l2651 t2449\" id=\"a17606\">(1.972.275) </div><div class=\"po0 fs35 cl2 l2652 t2449\" id=\"a17608\">(1.972.889) </div><div class=\"po0 fs35 cl2 l2676 t2449\" id=\"a17610\">(368.479) </div><div class=\"po0 fs35 cl2 l2677 t2449\" id=\"a17612\">(428.150) </div><div class=\"po0 fs35 cl2 l2655 t4175\" id=\"a17614\">- No corrientes </div><div class=\"po0 fs35 cl2 l2678 t4175\" id=\"a17618\">27.781 </div><div class=\"po0 fs35 cl2 l2679 t4175\" id=\"a17620\">30.528 </div><div class=\"po0 fs35 cl2 l2658 t4175\" id=\"a17622\">48.496 </div><div class=\"po0 fs35 cl2 l2659 t4175\" id=\"a17624\">59.625 </div><div class=\"po0 fs35 cl2 l2666 t4175\" id=\"a17626\">806.691 </div><div class=\"po0 fs35 cl2 l2667 t4175\" id=\"a17628\">888.699 </div><div class=\"po0 fs35 cl2 l2680 t4175\" id=\"a17630\">(2.420) </div><div class=\"po0 fs35 cl2 l2681 t4175\" id=\"a17632\">(7.422) </div><div class=\"po0 fs35 cl2 l2653 t4175\" id=\"a17634\">880.548 </div><div class=\"po0 fs35 cl2 l2654 t4175\" id=\"a17636\">971.430 </div><div class=\"po0 fs35 cl2 l2655 t4176\" id=\"a17638\">- Corrientes </div><div class=\"po0 fs35 cl2 l2645 t4176\" id=\"a17642\">237.186 </div><div class=\"po0 fs35 cl2 l2646 t4176\" id=\"a17644\">269.816 </div><div class=\"po0 fs35 cl2 l2647 t4176\" id=\"a17646\">376.451 </div><div class=\"po0 fs35 cl2 l2648 t4176\" id=\"a17648\">361.326 </div><div class=\"po0 fs35 cl2 l2666 t4176\" id=\"a17650\">406.768 </div><div class=\"po0 fs35 cl2 l2667 t4176\" id=\"a17652\">349.334 </div><div class=\"po0 fs35 cl2 l2668 t4176\" id=\"a17654\">(652.411) </div><div class=\"po0 fs35 cl2 l2669 t4176\" id=\"a17656\">(549.212) </div><div class=\"po0 fs35 cl2 l2653 t4176\" id=\"a17658\">367.994 </div><div class=\"po0 fs35 cl2 l2654 t4176\" id=\"a17660\">431.264 </div><div class=\"po0 fs35 cl2 l2655 t4177\" id=\"a17662\">- Pasivos mantenidos para la venta </div><div class=\"po0 fs35 cl2 l2656 t4177\" id=\"a17666\">- </div><div class=\"po0 fs35 cl2 l2657 t4177\" id=\"a17668\">- </div><div class=\"po0 fs35 cl2 l2682 t4177\" id=\"a17670\">4 </div><div class=\"po0 fs35 cl2 l2683 t4177\" id=\"a17672\">8 </div><div class=\"po0 fs35 cl2 l2660 t4177\" id=\"a17674\">- </div><div class=\"po0 fs35 cl2 l2661 t4177\" id=\"a17676\">- </div><div class=\"po0 fs35 cl2 l2662 t4177\" id=\"a17678\">- </div><div class=\"po0 fs35 cl2 l2673 t4177\" id=\"a17680\">215 </div><div class=\"po0 fs35 cl2 l2684 t4177\" id=\"a17682\">4 </div><div class=\"po0 fs35 cl2 l2685 t4177\" id=\"a17684\">223 </div><div class=\"po0 fs35 cl2 l2655 t4178\" id=\"a17686\"><div class=\"d0 w113\">\u00a0</div></div><div class=\"po0 fs38 cl4 l2686 t4179\" id=\"a17698\">.</div></div></div><div class=\"po1 w502 h60 lh0\" id=\"TextBlockContainer3032\"><div class=\"po0 l342 t756 f0\" id=\"div_3029_XBRL_TS_d4b93fb9c2ff41139d015b42d1db308d\"><div class=\"po1 w502 h136 lh0\" id=\"TextBlockContainer3030\"><div class=\"w89 po0 h12 l2687 t4181 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2687 t4181 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2688 t4181 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2689 t4181 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2690 t4181 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2059 t4181 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l2691 t4181 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2465 t4181 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l435 t4181 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2710 t4195 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2707 t4196 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2708 t4196 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1112 t4196 bgc0\">\u00a0</div>\n<div class=\"w939 po0 h12 l2711 t4196 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2712 t4196 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1108 t4196 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l631 t4196 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2709 t4196 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2713 t4196 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1047 t4196 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2714 t4196 bgc0\">\u00a0</div>\n<div class=\"w939 po0 h12 l2715 t4196 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2710 t4196 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h322 l2707 t4197 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h322 l1112 t4197 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h322 l2712 t4197 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h322 l631 t4197 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h322 l2713 t4197 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h322 l2714 t4197 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h322 l2710 t4197 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2695 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2695 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2696 t4198 bgc0\">\u00a0</div>\n<div class=\"w1310 po0 h12 l2697 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2707 t4198 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2708 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1112 t4198 bgc0\">\u00a0</div>\n<div class=\"w939 po0 h12 l2711 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2712 t4198 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1108 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l631 t4198 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2709 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2713 t4198 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1047 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2714 t4198 bgc0\">\u00a0</div>\n<div class=\"w939 po0 h12 l2715 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2710 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2695 t4199 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2707 t4199 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1112 t4199 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2712 t4199 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l631 t4199 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2713 t4199 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2714 t4199 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2710 t4199 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2695 t4200 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2707 t4200 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1112 t4200 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2712 t4200 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l631 t4200 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2713 t4200 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2714 t4200 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2710 t4200 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2695 t4201 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2707 t4201 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1112 t4201 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2712 t4201 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l631 t4201 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2713 t4201 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2714 t4201 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2710 t4201 bgc0\">\u00a0</div>\n<div class=\"w1311 po0 h41 l2696 t4202 bgc3\">\u00a0</div>\n<div class=\"w1234 po0 h33 l2698 t4203 bgc3\">\u00a0</div>\n<div class=\"w939 po0 h41 l2708 t4202 bgc3\">\u00a0</div>\n<div class=\"w1124 po0 h33 l2716 t4203 bgc3\">\u00a0</div>\n<div class=\"w1125 po0 h41 l1128 t4202 bgc3\">\u00a0</div>\n<div class=\"w932 po0 h33 l1129 t4203 bgc3\">\u00a0</div>\n<div class=\"w1125 po0 h41 l1108 t4202 bgc3\">\u00a0</div>\n<div class=\"w932 po0 h33 l2717 t4203 bgc3\">\u00a0</div>\n<div class=\"w1125 po0 h41 l2709 t4202 bgc3\">\u00a0</div>\n<div class=\"w932 po0 h33 l2718 t4203 bgc3\">\u00a0</div>\n<div class=\"w939 po0 h41 l1047 t4202 bgc3\">\u00a0</div>\n<div class=\"w1124 po0 h33 l2410 t4203 bgc3\">\u00a0</div>\n<div class=\"w1125 po0 h41 l2719 t4202 bgc3\">\u00a0</div>\n<div class=\"w932 po0 h33 l2720 t4203 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2695 t4204 bgc0\">\u00a0</div>\n<div class=\"w1311 po0 h12 l2696 t4204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2707 t4204 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2708 t4204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1112 t4204 bgc0\">\u00a0</div>\n<div class=\"w939 po0 h12 l2711 t4204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2712 t4204 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1108 t4204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l631 t4204 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2709 t4204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2713 t4204 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1047 t4204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2714 t4204 bgc0\">\u00a0</div>\n<div class=\"w939 po0 h12 l2715 t4204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2710 t4204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2695 t4205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2695 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2695 t4206 bgc0\">\u00a0</div>\n<div class=\"w1311 po0 h12 l2696 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2707 t4205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2707 t4206 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2708 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1112 t4205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1112 t4206 bgc0\">\u00a0</div>\n<div class=\"w939 po0 h12 l2711 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2712 t4205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2712 t4206 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1108 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l631 t4205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l631 t4206 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2709 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2713 t4205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2713 t4206 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1047 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2714 t4205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2714 t4206 bgc0\">\u00a0</div>\n<div class=\"w939 po0 h12 l2715 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2710 t4205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2710 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2710 t4206 bgc0\">\u00a0</div>\n<div class=\"w996 po0 h12 l1126 t4207 bgc1\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer3030\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a17709\">Los<div class=\"d0 w185\">\u00a0</div>principales<div class=\"d0 w679\">\u00a0</div>ajustes<div class=\"d0 w157\">\u00a0</div>y<div class=\"d0 w644\">\u00a0</div>eliminaciones<div class=\"d0 w444\">\u00a0</div>relativos<div class=\"d0 w627\">\u00a0</div>a<div class=\"d0 w637\">\u00a0</div>la<div class=\"d0 w641\">\u00a0</div>cuenta<div class=\"d0 w599\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>resultados<div class=\"d0 w158\">\u00a0</div>consolidada </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a17710\">corresponden<div class=\"d0 w383\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>operaciones<div class=\"d0 w20\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>venta<div class=\"d0 w22\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>servicios<div class=\"d0 w111\">\u00a0</div>entre<div class=\"d0 w34\">\u00a0</div>segmentos,<div class=\"d0 w49\">\u00a0</div>as\u00ed<div class=\"d0 w369\">\u00a0</div>como<div class=\"d0 w56\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>ingresos<div class=\"d0 w26\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a17711\">gastos por intereses<div class=\"d0 w516\">\u00a0</div>asociados a financiaci\u00f3n<div class=\"d0 w725\">\u00a0</div>entre las compa\u00f1\u00edas<div class=\"d0 w148\">\u00a0</div>del Grupo. En<div class=\"d0 w532\">\u00a0</div>lo que se<div class=\"d0 w300\">\u00a0</div>refiere </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a17713\">al<div class=\"d0 w433\">\u00a0</div>balance<div class=\"d0 w648\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>situaci\u00f3n<div class=\"d0 w611\">\u00a0</div>consolidado,<div class=\"d0 w339\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>naturaleza<div class=\"d0 w718\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>ajustes<div class=\"d0 w269\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>eliminaciones<div class=\"d0 w494\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>debe </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a17714\">fundamentalmente a la eliminaci\u00f3n de<div class=\"d0 w479\">\u00a0</div>las inversiones en empresas del Grupo<div class=\"d0 w556\">\u00a0</div>a largo plazo, as\u00ed </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a17716\">como de saldos financieros y fiscales a corto plazo. </div><div class=\"po0 fs14 cl2 l362 t821\" id=\"a17720\">Los<div class=\"d0 w1312\">\u00a0</div>ingresos<div class=\"d0 w1313\">\u00a0</div>provenientes<div class=\"d0 w1314\">\u00a0</div>de<div class=\"d0 w1315\">\u00a0</div>los<div class=\"d0 w1316\">\u00a0</div>10<div class=\"d0 w1317\">\u00a0</div>principales<div class=\"d0 w1318\">\u00a0</div>clientes<div class=\"d0 w1319\">\u00a0</div>del<div class=\"d0 w1319\">\u00a0</div>Grupo<div class=\"d0 w1320\">\u00a0</div>representan, </div><div class=\"po0 fs14 cl2 l362 t822\" id=\"a17721\">aproximadamente, un 25%<div class=\"d0 w402\">\u00a0</div>del total de<div class=\"d0 w532\">\u00a0</div>los ingresos de<div class=\"d0 w342\">\u00a0</div>explotaci\u00f3n del Grupo,<div class=\"d0 w147\">\u00a0</div>correspondiendo </div><div class=\"po0 fs14 cl2 l362 t823\" id=\"a17724\">a<div class=\"d0 w210\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>segmentos<div class=\"d0 w716\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>Educaci\u00f3n<div class=\"d0 w432\">\u00a0</div>(campa\u00f1as<div class=\"d0 w493\">\u00a0</div>institucionales<div class=\"d0 w25\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>Brasil)<div class=\"d0 w545\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>Media<div class=\"d0 w491\">\u00a0</div>(agencias<div class=\"d0 w275\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t824\" id=\"a17729\">publicidad principalmente).<div class=\"d0 w1321\">\u00a0</div></div><div class=\"po0 fs14 cl2 l362 t826\" id=\"a17732\">El<div class=\"d0 w278\">\u00a0</div>siguiente<div class=\"d0 w841\">\u00a0</div>cuadro<div class=\"d0 w336\">\u00a0</div>muestra<div class=\"d0 w648\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>detalle<div class=\"d0 w449\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>estado<div class=\"d0 w492\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>flujos<div class=\"d0 w440\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>efectivo<div class=\"d0 w633\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>actividades </div><div class=\"po0 fs14 cl2 l362 t903\" id=\"a17733\">continuadas por segmentos generados durante el ejercicio<div class=\"d0 w85\">\u00a0</div>2024 (en miles de euros): </div><div class=\"po0 fs39 cl2 l2721 t4208\" id=\"a17737\">Flujo de efectivo </div><div class=\"po0 fs39 cl2 l2722 t4209\" id=\"a17738\">procedente de las </div><div class=\"po0 fs39 cl2 l2723 t4210\" id=\"a17739\">actividades</div><div class=\"po0 fs39 cl2 l2724 t4211\" id=\"a17741\">de explotaci\u00f3n</div><div class=\"po0 fs39 cl2 l2725 t4208\" id=\"a17744\">Flujo de efectivo </div><div class=\"po0 fs39 cl2 l596 t4209\" id=\"a17745\">procedente de las </div><div class=\"po0 fs39 cl2 l1963 t4210\" id=\"a17746\">actividades</div><div class=\"po0 fs39 cl2 l1099 t4211\" id=\"a17748\">de inversi\u00f3n</div><div class=\"po0 fs39 cl2 l2062 t4208\" id=\"a17750\">Flujo de efectivo </div><div class=\"po0 fs39 cl2 l1994 t4209\" id=\"a17751\">procedente de las </div><div class=\"po0 fs39 cl2 l2726 t4210\" id=\"a17752\">actividades</div><div class=\"po0 fs39 cl2 l2727 t4211\" id=\"a17754\">de financiaci\u00f3n</div><div class=\"po0 fs39 cl2 l860 t4212\" id=\"a17756\">Efecto de las </div><div class=\"po0 fs39 cl2 l857 t4213\" id=\"a17757\">variaciones de los </div><div class=\"po0 fs39 cl2 l652 t4214\" id=\"a17758\">tipos de cambio </div><div class=\"po0 fs39 cl2 l2428 t4212\" id=\"a17760\">Variaci\u00f3n de los </div><div class=\"po0 fs39 cl2 l2728 t4213\" id=\"a17761\">flujos de tesorer\u00eda </div><div class=\"po0 fs39 cl2 l685 t4214\" id=\"a17762\">en el ejercicio </div><div class=\"po0 fs38 cl2 l2729 t4215\" id=\"a17764\">Educaci\u00f3n </div><div class=\"po0 fs38 cl2 l2035 t4215\" id=\"a17766\">85.708 </div><div class=\"po0 fs38 cl2 l2730 t4215\" id=\"a17768\">(24.921) </div><div class=\"po0 fs38 cl2 l356 t4215\" id=\"a17770\">(52.298) </div><div class=\"po0 fs38 cl2 l2259 t4215\" id=\"a17772\">(7.949) </div><div class=\"po0 fs39 cl2 l2731 t4216\" id=\"a17774\">540 </div><div class=\"po0 fs38 cl2 l2729 t4217\" id=\"a17776\">Media </div><div class=\"po0 fs38 cl2 l2035 t4217\" id=\"a17778\">44.138 </div><div class=\"po0 fs38 cl2 l2001 t4217\" id=\"a17780\">(4.126) </div><div class=\"po0 fs38 cl2 l356 t4217\" id=\"a17782\">(26.046) </div><div class=\"po0 fs38 cl2 l2732 t4217\" id=\"a17784\">(312) </div><div class=\"po0 fs39 cl2 l2733 t4218\" id=\"a17786\">13.654 </div><div class=\"po0 fs38 cl2 l2729 t4219\" id=\"a17788\">Otros </div><div class=\"po0 fs38 cl2 l2734 t4219\" id=\"a17790\">(2.440) </div><div class=\"po0 fs38 cl2 l2735 t4219\" id=\"a17792\">4.332 </div><div class=\"po0 fs38 cl2 l356 t4219\" id=\"a17794\">(36.688) </div><div class=\"po0 fs38 cl2 l2736 t4219\" id=\"a17796\">0 </div><div class=\"po0 fs39 cl2 l2737 t4220\" id=\"a17798\">(34.796) </div><div class=\"po0 fs39 cl2 l2729 t4221\" id=\"a17800\">Total </div><div class=\"po0 fs39 cl2 l1770 t4221\" id=\"a17802\">127.406 </div><div class=\"po0 fs39 cl2 l2730 t4221\" id=\"a17804\">(24.715) </div><div class=\"po0 fs39 cl2 l2738 t4221\" id=\"a17806\">(115.032) </div><div class=\"po0 fs39 cl2 l2259 t4221\" id=\"a17808\">(8.261) </div><div class=\"po0 fs39 cl2 l2737 t4221\" id=\"a17810\">(20.602) </div><div class=\"po0 fs14 cl2 l362 t4222\" id=\"a17814\">El<div class=\"d0 w278\">\u00a0</div>siguiente<div class=\"d0 w841\">\u00a0</div>cuadro<div class=\"d0 w336\">\u00a0</div>muestra<div class=\"d0 w648\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>detalle<div class=\"d0 w449\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>estado<div class=\"d0 w492\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>flujos<div class=\"d0 w440\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>efectivo<div class=\"d0 w633\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>actividades </div><div class=\"po0 fs14 cl2 l362 t4223\" id=\"a17815\">continuadas por segmentos generados durante el ejercicio<div class=\"d0 w85\">\u00a0</div>2023 (en miles de euros): </div><div class=\"po0 fs39 cl2 l2721 t4224\" id=\"a17819\">Flujo de efectivo </div><div class=\"po0 fs39 cl2 l2722 t4225\" id=\"a17820\">procedente de las </div><div class=\"po0 fs39 cl2 l2723 t4226\" id=\"a17821\">actividades</div><div class=\"po0 fs39 cl2 l2724 t4227\" id=\"a17823\">de explotaci\u00f3n</div><div class=\"po0 fs39 cl2 l2725 t4224\" id=\"a17825\">Flujo de efectivo </div><div class=\"po0 fs39 cl2 l596 t4225\" id=\"a17826\">procedente de las </div><div class=\"po0 fs39 cl2 l1963 t4226\" id=\"a17827\">actividades</div><div class=\"po0 fs39 cl2 l1099 t4227\" id=\"a17829\">de inversi\u00f3n</div><div class=\"po0 fs39 cl2 l2062 t4224\" id=\"a17831\">Flujo de efectivo </div><div class=\"po0 fs39 cl2 l1994 t4225\" id=\"a17832\">procedente de las </div><div class=\"po0 fs39 cl2 l2726 t4226\" id=\"a17833\">actividades</div><div class=\"po0 fs39 cl2 l2727 t4227\" id=\"a17835\">de financiaci\u00f3n</div><div class=\"po0 fs39 cl2 l860 t4228\" id=\"a17837\">Efecto de las </div><div class=\"po0 fs39 cl2 l857 t4229\" id=\"a17838\">variaciones de los </div><div class=\"po0 fs39 cl2 l652 t4230\" id=\"a17839\">tipos de cambio </div><div class=\"po0 fs39 cl2 l2428 t4228\" id=\"a17841\">Variaci\u00f3n de los </div><div class=\"po0 fs39 cl2 l2728 t4229\" id=\"a17842\">flujos de tesorer\u00eda </div><div class=\"po0 fs39 cl2 l685 t4230\" id=\"a17843\">en el ejercicio </div><div class=\"po0 fs38 cl2 l2729 t4231\" id=\"a17845\">Educaci\u00f3n </div><div class=\"po0 fs38 cl2 l2035 t4231\" id=\"a17847\">92.542 </div><div class=\"po0 fs38 cl2 l2730 t4231\" id=\"a17849\">(29.020) </div><div class=\"po0 fs38 cl2 l356 t4231\" id=\"a17851\">(16.716) </div><div class=\"po0 fs38 cl2 l2739 t4231\" id=\"a17853\">2.226 </div><div class=\"po0 fs39 cl2 l2733 t4232\" id=\"a17855\">49.032 </div><div class=\"po0 fs38 cl2 l2729 t4233\" id=\"a17857\">Media </div><div class=\"po0 fs38 cl2 l2035 t4233\" id=\"a17859\">33.648 </div><div class=\"po0 fs38 cl2 l2001 t4233\" id=\"a17861\">(2.451) </div><div class=\"po0 fs38 cl2 l356 t4233\" id=\"a17863\">(41.136) </div><div class=\"po0 fs38 cl2 l2732 t4233\" id=\"a17865\">(194) </div><div class=\"po0 fs39 cl2 l2737 t4234\" id=\"a17867\">(10.133) </div><div class=\"po0 fs38 cl2 l2729 t4235\" id=\"a17869\">Otros </div><div class=\"po0 fs38 cl2 l2740 t4235\" id=\"a17871\">197 </div><div class=\"po0 fs38 cl2 l2735 t4235\" id=\"a17873\">1.389 </div><div class=\"po0 fs38 cl2 l356 t4235\" id=\"a17875\">(53.371) </div><div class=\"po0 fs38 cl2 l2736 t4235\" id=\"a17877\">0 </div><div class=\"po0 fs39 cl2 l2737 t4236\" id=\"a17879\">(51.785) </div><div class=\"po0 fs39 cl2 l2729 t4237\" id=\"a17881\">Total </div><div class=\"po0 fs39 cl2 l1770 t4237\" id=\"a17883\">126.387 </div><div class=\"po0 fs39 cl2 l2730 t4237\" id=\"a17885\">(30.082) </div><div class=\"po0 fs39 cl2 l2738 t4237\" id=\"a17887\">(111.223) </div><div class=\"po0 fs39 cl2 l2739 t4237\" id=\"a17889\">2.032 </div><div class=\"po0 fs39 cl2 l2737 t4237\" id=\"a17891\">(12.886) </div><div class=\"po0 fs14 cl2 l362 t4238\" id=\"a17895\">El<div class=\"d0 w441\">\u00a0</div>siguiente<div class=\"d0 w565\">\u00a0</div>cuadro<div class=\"d0 w467\">\u00a0</div>muestra<div class=\"d0 w513\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>detalle<div class=\"d0 w510\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>las<div class=\"d0 w431\">\u00a0</div>inversiones<div class=\"d0 w240\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>las<div class=\"d0 w431\">\u00a0</div>actividades<div class=\"d0 w552\">\u00a0</div>continuadas </div><div class=\"po0 fs14 cl2 l362 t4239\" id=\"a17896\">realizadas durante los ejercicios<div class=\"d0 w33\">\u00a0</div>2024 y 2023 en<div class=\"d0 w361\">\u00a0</div>inmovilizado material y en activos<div class=\"d0 w395\">\u00a0</div>intangibles </div><div class=\"po0 fs14 cl2 l362 t4240\" id=\"a17897\">(en miles de euros): </div><div class=\"po0 fs38 cl2 l2741 t4241\" id=\"a17901\">2024 </div><div class=\"po0 fs38 cl2 l2217 t4241\" id=\"a17903\">2023 </div><div class=\"po0 fs39 cl2 l2742 t4242\" id=\"a17906\">Inmovilizado </div><div class=\"po0 fs39 cl2 l2743 t4243\" id=\"a17907\">material </div><div class=\"po0 fs39 cl2 l675 t4242\" id=\"a17909\">Activos </div><div class=\"po0 fs39 cl2 l2744 t4243\" id=\"a17910\">intangibles </div><div class=\"po0 fs39 cl2 l2745 t4244\" id=\"a17912\">Total </div><div class=\"po0 fs39 cl2 l1731 t4242\" id=\"a17914\">Inmovilizado </div><div class=\"po0 fs39 cl2 l754 t4243\" id=\"a17915\">material </div><div class=\"po0 fs39 cl2 l2746 t4242\" id=\"a17917\">Activos </div><div class=\"po0 fs39 cl2 l2747 t4243\" id=\"a17918\">intangibles </div><div class=\"po0 fs39 cl2 l2748 t4244\" id=\"a17920\">Total </div><div class=\"po0 fs38 cl2 l2729 t4245\" id=\"a17922\">Educaci\u00f3n </div><div class=\"po0 fs38 cl2 l2749 t4245\" id=\"a17924\">7.268 </div><div class=\"po0 fs38 cl2 l1741 t4245\" id=\"a17926\">27.645 </div><div class=\"po0 fs38 cl2 l2750 t4245\" id=\"a17928\">34.913 </div><div class=\"po0 fs38 cl2 l1926 t4245\" id=\"a17930\">7.970 </div><div class=\"po0 fs38 cl2 l1886 t4245\" id=\"a17932\">25.151 </div><div class=\"po0 fs38 cl2 l2101 t4245\" id=\"a17934\">33.121 </div><div class=\"po0 fs38 cl2 l2729 t4246\" id=\"a17936\">Media </div><div class=\"po0 fs38 cl2 l2749 t4246\" id=\"a17938\">4.487 </div><div class=\"po0 fs38 cl2 l2751 t4246\" id=\"a17940\">6.521 </div><div class=\"po0 fs38 cl2 l2750 t4246\" id=\"a17942\">11.008 </div><div class=\"po0 fs38 cl2 l1926 t4246\" id=\"a17944\">3.896 </div><div class=\"po0 fs38 cl2 l2752 t4246\" id=\"a17946\">6.404 </div><div class=\"po0 fs38 cl2 l2101 t4246\" id=\"a17948\">10.300 </div><div class=\"po0 fs38 cl2 l2729 t4247\" id=\"a17950\">Otros </div><div class=\"po0 fs38 cl2 l995 t4247\" id=\"a17952\">7 </div><div class=\"po0 fs38 cl2 l2753 t4247\" id=\"a17954\">95 </div><div class=\"po0 fs38 cl2 l839 t4247\" id=\"a17956\">102 </div><div class=\"po0 fs38 cl2 l1023 t4247\" id=\"a17958\">12 </div><div class=\"po0 fs38 cl2 l2754 t4247\" id=\"a17960\">18 </div><div class=\"po0 fs38 cl2 l2755 t4247\" id=\"a17962\">30 </div><div class=\"po0 fs39 cl2 l2729 t4248\" id=\"a17964\">Total </div><div class=\"po0 fs39 cl2 l2756 t4248\" id=\"a17966\">11.762 </div><div class=\"po0 fs39 cl2 l1741 t4248\" id=\"a17968\">34.261 </div><div class=\"po0 fs39 cl2 l2750 t4248\" id=\"a17970\">46.023 </div><div class=\"po0 fs39 cl2 l2757 t4248\" id=\"a17972\">11.878 </div><div class=\"po0 fs39 cl2 l1886 t4248\" id=\"a17974\">31.573 </div><div class=\"po0 fs39 cl2 l2101 t4248\" id=\"a17976\">43.451 </div><div class=\"po0 fs37 cl4 l2758 t4249\" id=\"a17978\">.</div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer3032\"></div></div><div class=\"po1 w198 h323 lh0\" id=\"TextBlockContainer3035\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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h141 l2778 t3099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2028 t3099 bgc0\">\u00a0</div>\n<div class=\"w1326 po0 h41 l1915 t4280 bgc3\">\u00a0</div>\n<div class=\"w1327 po0 h33 l2780 t4281 bgc3\">\u00a0</div>\n<div class=\"w917 po0 h41 l2774 t4280 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h33 l2781 t4281 bgc3\">\u00a0</div>\n<div class=\"w917 po0 h41 l2777 t4280 bgc3\">\u00a0</div>\n<div class=\"w916 po0 h33 l2782 t4281 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h41 l1530 t4280 bgc3\">\u00a0</div>\n<div class=\"w924 po0 h33 l2144 t4281 bgc3\">\u00a0</div>\n<div class=\"w917 po0 h41 l1531 t4280 bgc3\">\u00a0</div>\n<div class=\"w918 po0 h33 l2783 t4281 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t4282 bgc0\">\u00a0</div>\n<div class=\"w1326 po0 h12 l1915 t4282 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2773 t4282 bgc0\">\u00a0</div>\n<div class=\"w917 po0 h12 l2774 t4282 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2776 t4282 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2777 t4282 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2135 t4282 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2775 t4282 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2778 t4282 bgc0\">\u00a0</div>\n<div class=\"w917 po0 h12 l2779 t4282 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2028 t4282 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1914 t4280 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t4283 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t4283 bgc0\">\u00a0</div>\n<div class=\"w1326 po0 h12 l1915 t4283 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2773 t4280 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2773 t4283 bgc0\">\u00a0</div>\n<div class=\"w917 po0 h12 l2774 t4283 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2776 t4280 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2776 t4283 bgc0\">\u00a0</div>\n<div class=\"w912 po0 h12 l2777 t4283 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2135 t4280 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2135 t4283 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2775 t4283 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2778 t4280 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2778 t4283 bgc0\">\u00a0</div>\n<div class=\"w917 po0 h12 l2779 t4283 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2028 t4280 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2028 t4283 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2028 t4283 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer3035\"><div class=\"po0 fs14 cl2 l540 t816\" id=\"a17990\">Las actividades del<div class=\"d0 w446\">\u00a0</div>Grupo se<div class=\"d0 w515\">\u00a0</div>ubican en Europa<div class=\"d0 w696\">\u00a0</div>y Am\u00e9rica. La<div class=\"d0 w324\">\u00a0</div>actividad en<div class=\"d0 w402\">\u00a0</div>Europa se<div class=\"d0 w515\">\u00a0</div>desarrolla </div><div class=\"po0 fs14 cl2 l540 t902\" id=\"a17992\">fundamentalmente<div class=\"d0 w404\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>Espa\u00f1a.<div class=\"d0 w175\">\u00a0</div>La<div class=\"d0 w485\">\u00a0</div>actividad<div class=\"d0 w174\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>Am\u00e9rica<div class=\"d0 w235\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>desarrolla<div class=\"d0 w224\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>m\u00e1s<div class=\"d0 w335\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>20<div class=\"d0 w293\">\u00a0</div>pa\u00edses, </div><div class=\"po0 fs14 cl2 l540 t817\" id=\"a17993\">fundamentalmente en Brasil, M\u00e9xico, Chile, Colombia y Argentina. </div><div class=\"po0 fs14 cl2 l540 t819\" id=\"a18001\">El cuadro<div class=\"d0 w129\">\u00a0</div>siguiente muestra<div class=\"d0 w63\">\u00a0</div>el desglose<div class=\"d0 w38\">\u00a0</div>de los<div class=\"d0 w395\">\u00a0</div>ingresos y<div class=\"d0 w246\">\u00a0</div>el resultado<div class=\"d0 w24\">\u00a0</div>antes de<div class=\"d0 w17\">\u00a0</div>minoritarios e </div><div class=\"po0 fs14 cl2 l540 t820\" id=\"a18002\">impuestos<div class=\"d0 w467\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>Grupo<div class=\"d0 w435\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>acuerdo<div class=\"d0 w545\">\u00a0</div>con<div class=\"d0 w496\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>distribuci\u00f3n<div class=\"d0 w378\">\u00a0</div>geogr\u00e1fica<div class=\"d0 w277\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>las<div class=\"d0 w504\">\u00a0</div>entidades<div class=\"d0 w491\">\u00a0</div>que<div class=\"d0 w467\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l540 t821\" id=\"a18003\">originan: </div><div class=\"po0 fs38 cl2 l2784 t4284\" id=\"a18007\">Miles de euros </div><div class=\"po0 fs39 cl2 l2722 t4285\" id=\"a18010\">Importe neto de la cifra de </div><div class=\"po0 fs39 cl2 l420 t4286\" id=\"a18011\">negocios </div><div class=\"po0 fs39 cl2 l1095 t4287\" id=\"a18013\">Otros ingresos </div><div class=\"po0 fs39 cl2 l2785 t4288\" id=\"a18015\">Resultado antes de impuestos </div><div class=\"po0 fs39 cl2 l1020 t4287\" id=\"a18016\">de </div><div class=\"po0 fs39 cl2 l2215 t4289\" id=\"a18018\">actividades continuadas </div><div class=\"po0 fs39 cl2 l2786 t4290\" id=\"a18021\">2024 </div><div class=\"po0 fs39 cl2 l2787 t4290\" id=\"a18023\">2023 </div><div class=\"po0 fs39 cl2 l2788 t4290\" id=\"a18025\">2024 </div><div class=\"po0 fs39 cl2 l651 t4290\" id=\"a18027\">2023 </div><div class=\"po0 fs39 cl2 l2789 t4290\" id=\"a18029\">2024 </div><div class=\"po0 fs39 cl2 l2790 t4290\" id=\"a18031\">2023 </div><div class=\"po0 fs39 cl2 l1734 t4291\" id=\"a18033\">Europa </div><div class=\"po0 fs39 cl2 l2791 t4291\" id=\"a18035\">344.020 </div><div class=\"po0 fs39 cl2 l2792 t4291\" id=\"a18037\">335.287 </div><div class=\"po0 fs39 cl2 l1730 t4291\" id=\"a18039\">28.058 </div><div class=\"po0 fs39 cl2 l1537 t4291\" id=\"a18041\">14.206 </div><div class=\"po0 fs39 cl2 l2793 t4291\" id=\"a18043\">(67.606) </div><div class=\"po0 fs39 cl2 l2794 t4291\" id=\"a18045\">(94.951) </div><div class=\"po0 fs38 cl2 l1734 t4292\" id=\"a18047\">Espa\u00f1a </div><div class=\"po0 fs38 cl2 l2791 t4292\" id=\"a18049\">344.020 </div><div class=\"po0 fs38 cl2 l2792 t4292\" id=\"a18051\">335.213 </div><div class=\"po0 fs38 cl2 l1730 t4292\" id=\"a18053\">28.058 </div><div class=\"po0 fs38 cl2 l1537 t4292\" id=\"a18055\">14.197 </div><div class=\"po0 fs38 cl2 l2793 t4292\" id=\"a18057\">(67.655) </div><div class=\"po0 fs38 cl2 l2794 t4292\" id=\"a18059\">(94.612) </div><div class=\"po0 fs38 cl2 l1734 t4293\" id=\"a18061\">Resto de Europa </div><div class=\"po0 fs38 cl2 l573 t4293\" id=\"a18063\">- </div><div class=\"po0 fs38 cl2 l2795 t4293\" id=\"a18065\">74 </div><div class=\"po0 fs38 cl2 l2796 t4293\" id=\"a18067\">- </div><div class=\"po0 fs38 cl2 l907 t4293\" id=\"a18069\">9 </div><div class=\"po0 fs38 cl2 ls9 l756 t4293\" id=\"a18071\">49<div class=\"d0 w1189\">\u00a0</div></div><div class=\"po0 fs38 cl2 l2797 t4293\" id=\"a18073\">(339) </div><div class=\"po0 fs39 cl2 l1734 t2364\" id=\"a18075\">Am\u00e9rica </div><div class=\"po0 fs39 cl2 l2791 t2364\" id=\"a18077\">536.591 </div><div class=\"po0 fs39 cl2 l2792 t2364\" id=\"a18079\">594.153 </div><div class=\"po0 fs39 cl2 l1730 t2364\" id=\"a18081\">10.873 </div><div class=\"po0 fs39 cl2 l1540 t2364\" id=\"a18083\">3.764 </div><div class=\"po0 fs39 cl2 l2798 t2364\" id=\"a18085\">86.866<div class=\"d0 w1328\">\u00a0</div></div><div class=\"po0 fs39 cl2 l2799 t2364\" id=\"a18087\">99.139<div class=\"d0 w1328\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1734 t4294\" id=\"a18089\">Colombia </div><div class=\"po0 fs38 cl2 l2800 t4294\" id=\"a18091\">87.882 </div><div class=\"po0 fs38 cl2 l941 t4294\" id=\"a18093\">82.124 </div><div class=\"po0 fs38 cl2 l2801 t4294\" id=\"a18095\">1.973 </div><div class=\"po0 fs38 cl2 l1497 t4294\" id=\"a18097\">776 </div><div class=\"po0 fs38 cl2 l2802 t4294\" id=\"a18099\">7.623<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l2803 t4294\" id=\"a18101\">7.023<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1734 t4295\" id=\"a18103\">Brasil </div><div class=\"po0 fs38 cl2 l2791 t4295\" id=\"a18105\">176.483 </div><div class=\"po0 fs38 cl2 l2792 t4295\" id=\"a18107\">218.414 </div><div class=\"po0 fs38 cl2 l2801 t4295\" id=\"a18109\">2.864 </div><div class=\"po0 fs38 cl2 l1540 t4295\" id=\"a18111\">1.053 </div><div class=\"po0 fs38 cl2 l2798 t4295\" id=\"a18113\">24.670<div class=\"d0 w1328\">\u00a0</div></div><div class=\"po0 fs38 cl2 l2799 t4295\" id=\"a18115\">28.015<div class=\"d0 w1328\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1734 t4296\" id=\"a18117\">M\u00e9xico </div><div class=\"po0 fs38 cl2 l2791 t4296\" id=\"a18119\">101.073 </div><div class=\"po0 fs38 cl2 l2792 t4296\" id=\"a18121\">103.214 </div><div class=\"po0 fs38 cl2 l2801 t4296\" id=\"a18123\">4.257 </div><div class=\"po0 fs38 cl2 l1497 t4296\" id=\"a18125\">741 </div><div class=\"po0 fs38 cl2 l2798 t4296\" id=\"a18127\">19.963<div class=\"d0 w1328\">\u00a0</div></div><div class=\"po0 fs38 cl2 l2799 t4296\" id=\"a18129\">20.689<div class=\"d0 w1328\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1734 t4297\" id=\"a18131\">Chile </div><div class=\"po0 fs38 cl2 l2800 t4297\" id=\"a18133\">37.788 </div><div class=\"po0 fs38 cl2 l941 t4297\" id=\"a18135\">40.893 </div><div class=\"po0 fs38 cl2 l2801 t4297\" id=\"a18137\">1.218 </div><div class=\"po0 fs38 cl2 l1497 t4297\" id=\"a18139\">425 </div><div class=\"po0 fs38 cl2 l2802 t4297\" id=\"a18141\">9.682<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l2803 t4297\" id=\"a18143\">7.917<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1734 t4298\" id=\"a18145\">Argentina </div><div class=\"po0 fs38 cl2 l2800 t4298\" id=\"a18147\">21.150 </div><div class=\"po0 fs38 cl2 l941 t4298\" id=\"a18149\">38.534 </div><div class=\"po0 fs38 cl2 l2796 t4298\" id=\"a18151\">- </div><div class=\"po0 fs38 cl2 l907 t4298\" id=\"a18153\">9 </div><div class=\"po0 fs38 cl2 l2804 t4298\" id=\"a18155\">(3.895) </div><div class=\"po0 fs38 cl2 l2803 t4298\" id=\"a18157\">6.394<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs38 cl2 l1734 t4299\" id=\"a18159\">Resto de Am\u00e9rica </div><div class=\"po0 fs38 cl2 l2791 t4299\" id=\"a18161\">112.215 </div><div class=\"po0 fs38 cl2 l2792 t4299\" id=\"a18163\">110.974 </div><div class=\"po0 fs38 cl2 l2805 t4299\" id=\"a18165\">561 </div><div class=\"po0 fs38 cl2 l1497 t4299\" id=\"a18167\">760 </div><div class=\"po0 fs38 cl2 l2798 t4299\" id=\"a18169\">28.823<div class=\"d0 w1328\">\u00a0</div></div><div class=\"po0 fs38 cl2 l2799 t4299\" id=\"a18171\">29.101<div class=\"d0 w1328\">\u00a0</div></div><div class=\"po0 fs39 cl2 l1734 t4300\" id=\"a18173\">Total </div><div class=\"po0 fs39 cl2 l2791 t4300\" id=\"a18175\">880.611 </div><div class=\"po0 fs39 cl2 l2792 t4300\" id=\"a18177\">929.440 </div><div class=\"po0 fs39 cl2 l1730 t4300\" id=\"a18179\">38.931 </div><div class=\"po0 fs39 cl2 l1537 t4300\" id=\"a18181\">17.970 </div><div class=\"po0 fs39 cl2 l2798 t4300\" id=\"a18183\">19.260<div class=\"d0 w1328\">\u00a0</div></div><div class=\"po0 fs39 cl2 l2803 t4300\" id=\"a18185\">4.188<div class=\"d0 w829\">\u00a0</div></div><div class=\"po0 fs14 cl2 l540 t4301\" id=\"a18189\">El cuadro<div class=\"d0 w175\">\u00a0</div>siguiente muestra<div class=\"d0 w293\">\u00a0</div>el desglose<div class=\"d0 w176\">\u00a0</div>de activos<div class=\"d0 w250\">\u00a0</div>del Grupo<div class=\"d0 w290\">\u00a0</div>de acuerdo<div class=\"d0 w486\">\u00a0</div>con la<div class=\"d0 w404\">\u00a0</div>distribuci\u00f3n </div><div class=\"po0 fs14 cl2 l540 t4302\" id=\"a18190\">geogr\u00e1fica de las entidades que los originan: </div><div class=\"po0 fs38 cl2 l2806 t4303\" id=\"a18195\">Miles de euros </div><div class=\"po0 fs39 cl2 l1727 t4304\" id=\"a18197\">Activos no corrientes </div><div class=\"po0 fs38 cl2 l1726 t4305\" id=\"a18198\">(*) </div><div class=\"po0 fs39 cl2 l2807 t4304\" id=\"a18200\">Activos totales </div><div class=\"po0 fs39 cl2 l1344 t4306\" id=\"a18202\">31.12.2024 </div><div class=\"po0 fs39 cl2 l2808 t4306\" id=\"a18204\">31.12.2023 </div><div class=\"po0 fs39 cl2 l2809 t4306\" id=\"a18206\">31.12.2024 </div><div class=\"po0 fs39 cl2 l2789 t4306\" id=\"a18208\">31.12.2023 </div><div class=\"po0 fs39 cl2 l2810 t4307\" id=\"a18210\">Europa </div><div class=\"po0 fs39 cl2 l2811 t4307\" id=\"a18212\">128.296 </div><div class=\"po0 fs39 cl2 l2784 t4307\" id=\"a18214\">136.391 </div><div class=\"po0 fs39 cl2 l1533 t4307\" id=\"a18216\">316.524 </div><div class=\"po0 fs39 cl2 l2396 t4307\" id=\"a18218\">333.684 </div><div class=\"po0 fs38 cl2 l2810 t4308\" id=\"a18220\">Espa\u00f1a </div><div class=\"po0 fs38 cl2 l2811 t4308\" id=\"a18222\">128.296 </div><div class=\"po0 fs38 cl2 l2784 t4308\" id=\"a18224\">136.391 </div><div class=\"po0 fs38 cl2 l1533 t4308\" id=\"a18226\">316.524 </div><div class=\"po0 fs38 cl2 l2396 t4308\" id=\"a18228\">333.355 </div><div class=\"po0 fs38 cl2 l2810 t4309\" id=\"a18230\">Resto de Europa </div><div class=\"po0 fs38 cl2 l2812 t4309\" id=\"a18232\">- </div><div class=\"po0 fs38 cl2 l586 t4309\" id=\"a18234\">- </div><div class=\"po0 fs38 cl2 l853 t4309\" id=\"a18236\">- </div><div class=\"po0 fs38 cl2 l2813 t4309\" id=\"a18238\">329 </div><div class=\"po0 fs39 cl2 l2810 t4310\" id=\"a18240\">Am\u00e9rica </div><div class=\"po0 fs39 cl2 l2811 t4310\" id=\"a18242\">199.051 </div><div class=\"po0 fs39 cl2 l2784 t4310\" id=\"a18244\">224.822 </div><div class=\"po0 fs39 cl2 l1533 t4310\" id=\"a18246\">563.543 </div><div class=\"po0 fs39 cl2 l2396 t4310\" id=\"a18248\">641.083 </div><div class=\"po0 fs38 cl2 l2810 t4311\" id=\"a18250\">Colombia </div><div class=\"po0 fs38 cl2 l2814 t4311\" id=\"a18252\">25.659 </div><div class=\"po0 fs38 cl2 l1106 t4311\" id=\"a18254\">30.584 </div><div class=\"po0 fs38 cl2 l844 t4311\" id=\"a18256\">79.446 </div><div class=\"po0 fs38 cl2 l421 t4311\" id=\"a18258\">82.621 </div><div class=\"po0 fs38 cl2 l2810 t4312\" id=\"a18260\">Brasil </div><div class=\"po0 fs38 cl2 l2814 t4312\" id=\"a18262\">62.742 </div><div class=\"po0 fs38 cl2 l1106 t4312\" id=\"a18264\">78.987 </div><div class=\"po0 fs38 cl2 l1533 t4312\" id=\"a18266\">193.581 </div><div class=\"po0 fs38 cl2 l2396 t4312\" id=\"a18268\">244.967 </div><div class=\"po0 fs38 cl2 l2810 t4313\" id=\"a18270\">M\u00e9xico </div><div class=\"po0 fs38 cl2 l2814 t4313\" id=\"a18272\">60.492 </div><div class=\"po0 fs38 cl2 l1106 t4313\" id=\"a18274\">66.577 </div><div class=\"po0 fs38 cl2 l1533 t4313\" id=\"a18276\">110.266 </div><div class=\"po0 fs38 cl2 l2396 t4313\" id=\"a18278\">134.732 </div><div class=\"po0 fs38 cl2 l2810 t4314\" id=\"a18280\">Chile </div><div class=\"po0 fs38 cl2 l2814 t4314\" id=\"a18282\">34.593 </div><div class=\"po0 fs38 cl2 l1106 t4314\" id=\"a18284\">36.975 </div><div class=\"po0 fs38 cl2 l844 t4314\" id=\"a18286\">67.894 </div><div class=\"po0 fs38 cl2 l421 t4314\" id=\"a18288\">75.179 </div><div class=\"po0 fs38 cl2 l2810 t4315\" id=\"a18290\">Argentina </div><div class=\"po0 fs38 cl2 l2815 t4315\" id=\"a18292\">3.002 </div><div class=\"po0 fs38 cl2 l2816 t4315\" id=\"a18294\">917 </div><div class=\"po0 fs38 cl2 l844 t4315\" id=\"a18296\">15.234 </div><div class=\"po0 fs38 cl2 l421 t4315\" id=\"a18298\">10.750 </div><div class=\"po0 fs38 cl2 l2810 t4316\" id=\"a18300\">Resto de Am\u00e9rica </div><div class=\"po0 fs38 cl2 l2814 t4316\" id=\"a18302\">12.563 </div><div class=\"po0 fs38 cl2 l1106 t4316\" id=\"a18304\">10.782 </div><div class=\"po0 fs38 cl2 l844 t4316\" id=\"a18306\">97.122 </div><div class=\"po0 fs38 cl2 l421 t4316\" id=\"a18308\">92.834 </div><div class=\"po0 fs39 cl2 l2810 t4317\" id=\"a18310\">Total </div><div class=\"po0 fs39 cl2 l2811 t4317\" id=\"a18312\">327.347 </div><div class=\"po0 fs39 cl2 l2784 t4317\" id=\"a18314\">361.213 </div><div class=\"po0 fs39 cl2 l1533 t4317\" id=\"a18316\">880.067 </div><div class=\"po0 fs39 cl2 l2396 t4317\" id=\"a18318\">974.767 </div><div class=\"po0 fs32 cl2 l2817 t4318\" id=\"a18321\">(*) Incluye inmovilizado material, fondo<div class=\"d0 w968\">\u00a0</div>de comercio, activos intangibles, inversiones contabilizadas por<div class=\"d0 w1329\">\u00a0</div>el </div><div class=\"po0 fs32 cl2 l2818 t1173\" id=\"a18322\">m\u00e9todo de la participaci\u00f3n<div class=\"d0 w1089\">\u00a0</div>y otros activos no<div class=\"d0 w616\">\u00a0</div>corrientes.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfEntitysReportableSegmentsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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bgc0\">\u00a0</div>\n<div class=\"w1310 po0 h12 l2697 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2707 t4198 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2708 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1112 t4198 bgc0\">\u00a0</div>\n<div class=\"w939 po0 h12 l2711 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2712 t4198 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1108 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l631 t4198 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2709 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2713 t4198 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1047 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2714 t4198 bgc0\">\u00a0</div>\n<div class=\"w939 po0 h12 l2715 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2710 t4198 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2695 t4199 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2707 t4199 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l1112 t4199 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2712 t4199 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l631 t4199 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2713 t4199 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2714 t4199 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2710 t4199 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2695 t4200 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2707 t4200 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l1112 t4200 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2712 t4200 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l631 t4200 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2713 t4200 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2714 t4200 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2710 t4200 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2695 t4201 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2707 t4201 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l1112 t4201 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2712 t4201 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l631 t4201 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2713 t4201 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2714 t4201 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2710 t4201 bgc0\">\u00a0</div>\n<div class=\"w1311 po0 h41 l2696 t4202 bgc3\">\u00a0</div>\n<div class=\"w1234 po0 h33 l2698 t4203 bgc3\">\u00a0</div>\n<div class=\"w939 po0 h41 l2708 t4202 bgc3\">\u00a0</div>\n<div class=\"w1124 po0 h33 l2716 t4203 bgc3\">\u00a0</div>\n<div class=\"w1125 po0 h41 l1128 t4202 bgc3\">\u00a0</div>\n<div class=\"w932 po0 h33 l1129 t4203 bgc3\">\u00a0</div>\n<div class=\"w1125 po0 h41 l1108 t4202 bgc3\">\u00a0</div>\n<div class=\"w932 po0 h33 l2717 t4203 bgc3\">\u00a0</div>\n<div class=\"w1125 po0 h41 l2709 t4202 bgc3\">\u00a0</div>\n<div class=\"w932 po0 h33 l2718 t4203 bgc3\">\u00a0</div>\n<div class=\"w939 po0 h41 l1047 t4202 bgc3\">\u00a0</div>\n<div class=\"w1124 po0 h33 l2410 t4203 bgc3\">\u00a0</div>\n<div class=\"w1125 po0 h41 l2719 t4202 bgc3\">\u00a0</div>\n<div class=\"w932 po0 h33 l2720 t4203 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2695 t4204 bgc0\">\u00a0</div>\n<div class=\"w1311 po0 h12 l2696 t4204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2707 t4204 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2708 t4204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1112 t4204 bgc0\">\u00a0</div>\n<div class=\"w939 po0 h12 l2711 t4204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2712 t4204 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1108 t4204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l631 t4204 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2709 t4204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2713 t4204 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1047 t4204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2714 t4204 bgc0\">\u00a0</div>\n<div class=\"w939 po0 h12 l2715 t4204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2710 t4204 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2695 t4205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2695 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2695 t4206 bgc0\">\u00a0</div>\n<div class=\"w1311 po0 h12 l2696 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2707 t4205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2707 t4206 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2708 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1112 t4205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1112 t4206 bgc0\">\u00a0</div>\n<div class=\"w939 po0 h12 l2711 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2712 t4205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2712 t4206 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1108 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l631 t4205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l631 t4206 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l2709 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2713 t4205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2713 t4206 bgc0\">\u00a0</div>\n<div class=\"w1125 po0 h12 l1047 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2714 t4205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2714 t4206 bgc0\">\u00a0</div>\n<div class=\"w939 po0 h12 l2715 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2710 t4205 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2710 t4206 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2710 t4206 bgc0\">\u00a0</div>\n<div class=\"w996 po0 h12 l1126 t4207 bgc1\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer3030\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a17709\">Los<div class=\"d0 w185\">\u00a0</div>principales<div class=\"d0 w679\">\u00a0</div>ajustes<div class=\"d0 w157\">\u00a0</div>y<div class=\"d0 w644\">\u00a0</div>eliminaciones<div class=\"d0 w444\">\u00a0</div>relativos<div class=\"d0 w627\">\u00a0</div>a<div class=\"d0 w637\">\u00a0</div>la<div class=\"d0 w641\">\u00a0</div>cuenta<div class=\"d0 w599\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>resultados<div class=\"d0 w158\">\u00a0</div>consolidada </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a17710\">corresponden<div class=\"d0 w383\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>operaciones<div class=\"d0 w20\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>venta<div class=\"d0 w22\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>servicios<div class=\"d0 w111\">\u00a0</div>entre<div class=\"d0 w34\">\u00a0</div>segmentos,<div class=\"d0 w49\">\u00a0</div>as\u00ed<div class=\"d0 w369\">\u00a0</div>como<div class=\"d0 w56\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>ingresos<div class=\"d0 w26\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a17711\">gastos por intereses<div class=\"d0 w516\">\u00a0</div>asociados a financiaci\u00f3n<div class=\"d0 w725\">\u00a0</div>entre las compa\u00f1\u00edas<div class=\"d0 w148\">\u00a0</div>del Grupo. En<div class=\"d0 w532\">\u00a0</div>lo que se<div class=\"d0 w300\">\u00a0</div>refiere </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a17713\">al<div class=\"d0 w433\">\u00a0</div>balance<div class=\"d0 w648\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>situaci\u00f3n<div class=\"d0 w611\">\u00a0</div>consolidado,<div class=\"d0 w339\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>naturaleza<div class=\"d0 w718\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>ajustes<div class=\"d0 w269\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>eliminaciones<div class=\"d0 w494\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>debe </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a17714\">fundamentalmente a la eliminaci\u00f3n de<div class=\"d0 w479\">\u00a0</div>las inversiones en empresas del Grupo<div class=\"d0 w556\">\u00a0</div>a largo plazo, as\u00ed </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a17716\">como de saldos financieros y fiscales a corto plazo. </div><div class=\"po0 fs14 cl2 l362 t821\" id=\"a17720\">Los<div class=\"d0 w1312\">\u00a0</div>ingresos<div class=\"d0 w1313\">\u00a0</div>provenientes<div class=\"d0 w1314\">\u00a0</div>de<div class=\"d0 w1315\">\u00a0</div>los<div class=\"d0 w1316\">\u00a0</div>10<div class=\"d0 w1317\">\u00a0</div>principales<div class=\"d0 w1318\">\u00a0</div>clientes<div class=\"d0 w1319\">\u00a0</div>del<div class=\"d0 w1319\">\u00a0</div>Grupo<div class=\"d0 w1320\">\u00a0</div>representan, </div><div class=\"po0 fs14 cl2 l362 t822\" id=\"a17721\">aproximadamente, un 25%<div class=\"d0 w402\">\u00a0</div>del total de<div class=\"d0 w532\">\u00a0</div>los ingresos de<div class=\"d0 w342\">\u00a0</div>explotaci\u00f3n del Grupo,<div class=\"d0 w147\">\u00a0</div>correspondiendo </div><div class=\"po0 fs14 cl2 l362 t823\" id=\"a17724\">a<div class=\"d0 w210\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>segmentos<div class=\"d0 w716\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>Educaci\u00f3n<div class=\"d0 w432\">\u00a0</div>(campa\u00f1as<div class=\"d0 w493\">\u00a0</div>institucionales<div class=\"d0 w25\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>Brasil)<div class=\"d0 w545\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>Media<div class=\"d0 w491\">\u00a0</div>(agencias<div class=\"d0 w275\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l362 t824\" id=\"a17729\">publicidad principalmente).<div class=\"d0 w1321\">\u00a0</div></div><div class=\"po0 fs14 cl2 l362 t826\" id=\"a17732\">El<div class=\"d0 w278\">\u00a0</div>siguiente<div class=\"d0 w841\">\u00a0</div>cuadro<div class=\"d0 w336\">\u00a0</div>muestra<div class=\"d0 w648\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>detalle<div class=\"d0 w449\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>estado<div class=\"d0 w492\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>flujos<div class=\"d0 w440\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>efectivo<div class=\"d0 w633\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>actividades </div><div class=\"po0 fs14 cl2 l362 t903\" id=\"a17733\">continuadas por segmentos generados durante el ejercicio<div class=\"d0 w85\">\u00a0</div>2024 (en miles de euros): </div><div class=\"po0 fs39 cl2 l2721 t4208\" id=\"a17737\">Flujo de efectivo </div><div class=\"po0 fs39 cl2 l2722 t4209\" id=\"a17738\">procedente de las </div><div class=\"po0 fs39 cl2 l2723 t4210\" id=\"a17739\">actividades</div><div class=\"po0 fs39 cl2 l2724 t4211\" id=\"a17741\">de explotaci\u00f3n</div><div class=\"po0 fs39 cl2 l2725 t4208\" id=\"a17744\">Flujo de efectivo </div><div class=\"po0 fs39 cl2 l596 t4209\" id=\"a17745\">procedente de las </div><div class=\"po0 fs39 cl2 l1963 t4210\" id=\"a17746\">actividades</div><div class=\"po0 fs39 cl2 l1099 t4211\" id=\"a17748\">de inversi\u00f3n</div><div class=\"po0 fs39 cl2 l2062 t4208\" id=\"a17750\">Flujo de efectivo </div><div class=\"po0 fs39 cl2 l1994 t4209\" id=\"a17751\">procedente de las </div><div class=\"po0 fs39 cl2 l2726 t4210\" id=\"a17752\">actividades</div><div class=\"po0 fs39 cl2 l2727 t4211\" id=\"a17754\">de financiaci\u00f3n</div><div class=\"po0 fs39 cl2 l860 t4212\" id=\"a17756\">Efecto de las </div><div class=\"po0 fs39 cl2 l857 t4213\" id=\"a17757\">variaciones de los </div><div class=\"po0 fs39 cl2 l652 t4214\" id=\"a17758\">tipos de cambio </div><div class=\"po0 fs39 cl2 l2428 t4212\" id=\"a17760\">Variaci\u00f3n de los </div><div class=\"po0 fs39 cl2 l2728 t4213\" id=\"a17761\">flujos de tesorer\u00eda </div><div class=\"po0 fs39 cl2 l685 t4214\" id=\"a17762\">en el ejercicio </div><div class=\"po0 fs38 cl2 l2729 t4215\" id=\"a17764\">Educaci\u00f3n </div><div class=\"po0 fs38 cl2 l2035 t4215\" id=\"a17766\">85.708 </div><div class=\"po0 fs38 cl2 l2730 t4215\" id=\"a17768\">(24.921) </div><div class=\"po0 fs38 cl2 l356 t4215\" id=\"a17770\">(52.298) </div><div class=\"po0 fs38 cl2 l2259 t4215\" id=\"a17772\">(7.949) </div><div class=\"po0 fs39 cl2 l2731 t4216\" id=\"a17774\">540 </div><div class=\"po0 fs38 cl2 l2729 t4217\" id=\"a17776\">Media </div><div class=\"po0 fs38 cl2 l2035 t4217\" id=\"a17778\">44.138 </div><div class=\"po0 fs38 cl2 l2001 t4217\" id=\"a17780\">(4.126) </div><div class=\"po0 fs38 cl2 l356 t4217\" id=\"a17782\">(26.046) </div><div class=\"po0 fs38 cl2 l2732 t4217\" id=\"a17784\">(312) </div><div class=\"po0 fs39 cl2 l2733 t4218\" id=\"a17786\">13.654 </div><div class=\"po0 fs38 cl2 l2729 t4219\" id=\"a17788\">Otros </div><div class=\"po0 fs38 cl2 l2734 t4219\" id=\"a17790\">(2.440) </div><div class=\"po0 fs38 cl2 l2735 t4219\" id=\"a17792\">4.332 </div><div class=\"po0 fs38 cl2 l356 t4219\" id=\"a17794\">(36.688) </div><div class=\"po0 fs38 cl2 l2736 t4219\" id=\"a17796\">0 </div><div class=\"po0 fs39 cl2 l2737 t4220\" id=\"a17798\">(34.796) </div><div class=\"po0 fs39 cl2 l2729 t4221\" id=\"a17800\">Total </div><div class=\"po0 fs39 cl2 l1770 t4221\" id=\"a17802\">127.406 </div><div class=\"po0 fs39 cl2 l2730 t4221\" id=\"a17804\">(24.715) </div><div class=\"po0 fs39 cl2 l2738 t4221\" id=\"a17806\">(115.032) </div><div class=\"po0 fs39 cl2 l2259 t4221\" id=\"a17808\">(8.261) </div><div class=\"po0 fs39 cl2 l2737 t4221\" id=\"a17810\">(20.602) </div><div class=\"po0 fs14 cl2 l362 t4222\" id=\"a17814\">El<div class=\"d0 w278\">\u00a0</div>siguiente<div class=\"d0 w841\">\u00a0</div>cuadro<div class=\"d0 w336\">\u00a0</div>muestra<div class=\"d0 w648\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>detalle<div class=\"d0 w449\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>estado<div class=\"d0 w492\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>flujos<div class=\"d0 w440\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>efectivo<div class=\"d0 w633\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>actividades </div><div class=\"po0 fs14 cl2 l362 t4223\" id=\"a17815\">continuadas por segmentos generados durante el ejercicio<div class=\"d0 w85\">\u00a0</div>2023 (en miles de euros): </div><div class=\"po0 fs39 cl2 l2721 t4224\" id=\"a17819\">Flujo de efectivo </div><div class=\"po0 fs39 cl2 l2722 t4225\" id=\"a17820\">procedente de las </div><div class=\"po0 fs39 cl2 l2723 t4226\" id=\"a17821\">actividades</div><div class=\"po0 fs39 cl2 l2724 t4227\" id=\"a17823\">de explotaci\u00f3n</div><div class=\"po0 fs39 cl2 l2725 t4224\" id=\"a17825\">Flujo de efectivo </div><div class=\"po0 fs39 cl2 l596 t4225\" id=\"a17826\">procedente de las </div><div class=\"po0 fs39 cl2 l1963 t4226\" id=\"a17827\">actividades</div><div class=\"po0 fs39 cl2 l1099 t4227\" id=\"a17829\">de inversi\u00f3n</div><div class=\"po0 fs39 cl2 l2062 t4224\" id=\"a17831\">Flujo de efectivo </div><div class=\"po0 fs39 cl2 l1994 t4225\" id=\"a17832\">procedente de las </div><div class=\"po0 fs39 cl2 l2726 t4226\" id=\"a17833\">actividades</div><div class=\"po0 fs39 cl2 l2727 t4227\" id=\"a17835\">de financiaci\u00f3n</div><div class=\"po0 fs39 cl2 l860 t4228\" id=\"a17837\">Efecto de las </div><div class=\"po0 fs39 cl2 l857 t4229\" id=\"a17838\">variaciones de los </div><div class=\"po0 fs39 cl2 l652 t4230\" id=\"a17839\">tipos de cambio </div><div class=\"po0 fs39 cl2 l2428 t4228\" id=\"a17841\">Variaci\u00f3n de los </div><div class=\"po0 fs39 cl2 l2728 t4229\" id=\"a17842\">flujos de tesorer\u00eda </div><div class=\"po0 fs39 cl2 l685 t4230\" id=\"a17843\">en el ejercicio </div><div class=\"po0 fs38 cl2 l2729 t4231\" id=\"a17845\">Educaci\u00f3n </div><div class=\"po0 fs38 cl2 l2035 t4231\" id=\"a17847\">92.542 </div><div class=\"po0 fs38 cl2 l2730 t4231\" id=\"a17849\">(29.020) </div><div class=\"po0 fs38 cl2 l356 t4231\" id=\"a17851\">(16.716) </div><div class=\"po0 fs38 cl2 l2739 t4231\" id=\"a17853\">2.226 </div><div class=\"po0 fs39 cl2 l2733 t4232\" id=\"a17855\">49.032 </div><div class=\"po0 fs38 cl2 l2729 t4233\" id=\"a17857\">Media </div><div class=\"po0 fs38 cl2 l2035 t4233\" id=\"a17859\">33.648 </div><div class=\"po0 fs38 cl2 l2001 t4233\" id=\"a17861\">(2.451) </div><div class=\"po0 fs38 cl2 l356 t4233\" id=\"a17863\">(41.136) </div><div class=\"po0 fs38 cl2 l2732 t4233\" id=\"a17865\">(194) </div><div class=\"po0 fs39 cl2 l2737 t4234\" id=\"a17867\">(10.133) </div><div class=\"po0 fs38 cl2 l2729 t4235\" id=\"a17869\">Otros </div><div class=\"po0 fs38 cl2 l2740 t4235\" id=\"a17871\">197 </div><div class=\"po0 fs38 cl2 l2735 t4235\" id=\"a17873\">1.389 </div><div class=\"po0 fs38 cl2 l356 t4235\" id=\"a17875\">(53.371) </div><div class=\"po0 fs38 cl2 l2736 t4235\" id=\"a17877\">0 </div><div class=\"po0 fs39 cl2 l2737 t4236\" id=\"a17879\">(51.785) </div><div class=\"po0 fs39 cl2 l2729 t4237\" id=\"a17881\">Total </div><div class=\"po0 fs39 cl2 l1770 t4237\" id=\"a17883\">126.387 </div><div class=\"po0 fs39 cl2 l2730 t4237\" id=\"a17885\">(30.082) </div><div class=\"po0 fs39 cl2 l2738 t4237\" id=\"a17887\">(111.223) </div><div class=\"po0 fs39 cl2 l2739 t4237\" id=\"a17889\">2.032 </div><div class=\"po0 fs39 cl2 l2737 t4237\" id=\"a17891\">(12.886) </div><div class=\"po0 fs14 cl2 l362 t4238\" id=\"a17895\">El<div class=\"d0 w441\">\u00a0</div>siguiente<div class=\"d0 w565\">\u00a0</div>cuadro<div class=\"d0 w467\">\u00a0</div>muestra<div class=\"d0 w513\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>detalle<div class=\"d0 w510\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>las<div class=\"d0 w431\">\u00a0</div>inversiones<div class=\"d0 w240\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>las<div class=\"d0 w431\">\u00a0</div>actividades<div class=\"d0 w552\">\u00a0</div>continuadas </div><div class=\"po0 fs14 cl2 l362 t4239\" id=\"a17896\">realizadas durante los ejercicios<div class=\"d0 w33\">\u00a0</div>2024 y 2023 en<div class=\"d0 w361\">\u00a0</div>inmovilizado material y en activos<div class=\"d0 w395\">\u00a0</div>intangibles </div><div class=\"po0 fs14 cl2 l362 t4240\" id=\"a17897\">(en miles de euros): </div><div class=\"po0 fs38 cl2 l2741 t4241\" id=\"a17901\">2024 </div><div class=\"po0 fs38 cl2 l2217 t4241\" id=\"a17903\">2023 </div><div class=\"po0 fs39 cl2 l2742 t4242\" id=\"a17906\">Inmovilizado </div><div class=\"po0 fs39 cl2 l2743 t4243\" id=\"a17907\">material </div><div class=\"po0 fs39 cl2 l675 t4242\" id=\"a17909\">Activos </div><div class=\"po0 fs39 cl2 l2744 t4243\" id=\"a17910\">intangibles </div><div class=\"po0 fs39 cl2 l2745 t4244\" id=\"a17912\">Total </div><div class=\"po0 fs39 cl2 l1731 t4242\" id=\"a17914\">Inmovilizado </div><div class=\"po0 fs39 cl2 l754 t4243\" id=\"a17915\">material </div><div class=\"po0 fs39 cl2 l2746 t4242\" id=\"a17917\">Activos </div><div class=\"po0 fs39 cl2 l2747 t4243\" id=\"a17918\">intangibles </div><div class=\"po0 fs39 cl2 l2748 t4244\" id=\"a17920\">Total </div><div class=\"po0 fs38 cl2 l2729 t4245\" id=\"a17922\">Educaci\u00f3n </div><div class=\"po0 fs38 cl2 l2749 t4245\" id=\"a17924\">7.268 </div><div class=\"po0 fs38 cl2 l1741 t4245\" id=\"a17926\">27.645 </div><div class=\"po0 fs38 cl2 l2750 t4245\" id=\"a17928\">34.913 </div><div class=\"po0 fs38 cl2 l1926 t4245\" id=\"a17930\">7.970 </div><div class=\"po0 fs38 cl2 l1886 t4245\" id=\"a17932\">25.151 </div><div class=\"po0 fs38 cl2 l2101 t4245\" id=\"a17934\">33.121 </div><div class=\"po0 fs38 cl2 l2729 t4246\" id=\"a17936\">Media </div><div class=\"po0 fs38 cl2 l2749 t4246\" id=\"a17938\">4.487 </div><div class=\"po0 fs38 cl2 l2751 t4246\" id=\"a17940\">6.521 </div><div class=\"po0 fs38 cl2 l2750 t4246\" id=\"a17942\">11.008 </div><div class=\"po0 fs38 cl2 l1926 t4246\" id=\"a17944\">3.896 </div><div class=\"po0 fs38 cl2 l2752 t4246\" id=\"a17946\">6.404 </div><div class=\"po0 fs38 cl2 l2101 t4246\" id=\"a17948\">10.300 </div><div class=\"po0 fs38 cl2 l2729 t4247\" id=\"a17950\">Otros </div><div class=\"po0 fs38 cl2 l995 t4247\" id=\"a17952\">7 </div><div class=\"po0 fs38 cl2 l2753 t4247\" id=\"a17954\">95 </div><div class=\"po0 fs38 cl2 l839 t4247\" id=\"a17956\">102 </div><div class=\"po0 fs38 cl2 l1023 t4247\" id=\"a17958\">12 </div><div class=\"po0 fs38 cl2 l2754 t4247\" id=\"a17960\">18 </div><div class=\"po0 fs38 cl2 l2755 t4247\" id=\"a17962\">30 </div><div class=\"po0 fs39 cl2 l2729 t4248\" id=\"a17964\">Total </div><div class=\"po0 fs39 cl2 l2756 t4248\" id=\"a17966\">11.762 </div><div class=\"po0 fs39 cl2 l1741 t4248\" id=\"a17968\">34.261 </div><div class=\"po0 fs39 cl2 l2750 t4248\" id=\"a17970\">46.023 </div><div class=\"po0 fs39 cl2 l2757 t4248\" id=\"a17972\">11.878 </div><div class=\"po0 fs39 cl2 l1886 t4248\" id=\"a17974\">31.573 </div><div class=\"po0 fs39 cl2 l2101 t4248\" id=\"a17976\">43.451 </div><div class=\"po0 fs37 cl4 l2758 t4249\" id=\"a17978\">.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCashFlowStatementExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "ID_374": {
   "value": "<div class=\"po1 w681 h324 lh0\" id=\"TextBlockContainer3038\"><div class=\"po1 w681 z0\" id=\"TextContainer3038\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a18334\">(17)<div class=\"d0 w391\">\u00a0</div>SITUACI\u00d3N FISCAL </div><div class=\"po0 fs14 cl2 l451 t1658\" id=\"a18338\">En<div class=\"d0 w388\">\u00a0</div>Espa\u00f1a,<div class=\"d0 w175\">\u00a0</div>Promotora<div class=\"d0 w474\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>Informaciones,<div class=\"d0 w404\">\u00a0</div>S.A.<div class=\"d0 w345\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>encuentra<div class=\"d0 w284\">\u00a0</div>acogida<div class=\"d0 w233\">\u00a0</div>al<div class=\"d0 w162\">\u00a0</div>r\u00e9gimen<div class=\"d0 w233\">\u00a0</div>especial<div class=\"d0 w235\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t1659\" id=\"a18339\">consolidaci\u00f3n fiscal,<div class=\"d0 w172\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>acuerdo con<div class=\"d0 w162\">\u00a0</div>la Ley<div class=\"d0 w288\">\u00a0</div>del Impuesto<div class=\"d0 w176\">\u00a0</div>sobre<div class=\"d0 w50\">\u00a0</div>Sociedades, resultando<div class=\"d0 w391\">\u00a0</div>ser la </div><div class=\"po0 fs14 cl2 l451 t4319\" id=\"a18340\">entidad dominante del Grupo<div class=\"d0 w479\">\u00a0</div>identificado con el<div class=\"d0 w375\">\u00a0</div>n\u00famero 2/91 y compuesto<div class=\"d0 w300\">\u00a0</div>por todas aquellas </div><div class=\"po0 fs14 cl2 l451 t4042\" id=\"a18343\">sociedades dependientes<div class=\"d0 w33\">\u00a0</div>(v\u00e9ase Anexo<div class=\"d0 w22\">\u00a0</div>I) que<div class=\"d0 w383\">\u00a0</div>cumplen los<div class=\"d0 w33\">\u00a0</div>requisitos exigidos<div class=\"d0 w17\">\u00a0</div>al efecto<div class=\"d0 w22\">\u00a0</div>por la </div><div class=\"po0 fs14 cl2 l451 t2301\" id=\"a18344\">normativa<div class=\"d0 w205\">\u00a0</div>reguladora<div class=\"d0 w397\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>tributaci\u00f3n<div class=\"d0 w841\">\u00a0</div>sobre<div class=\"d0 w212\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>beneficio<div class=\"d0 w439\">\u00a0</div>consolidado<div class=\"d0 w210\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>Grupos<div class=\"d0 w204\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t4320\" id=\"a18345\">Sociedades. </div><div class=\"po0 fs14 cl2 l451 t4321\" id=\"a18348\">El resto de entidades dependientes del Grupo presentan individualmente<div class=\"d0 w557\">\u00a0</div>sus declaraciones de </div><div class=\"po0 fs14 cl2 l451 t3352\" id=\"a18349\">impuestos, de acuerdo con las normas fiscales aplicables en cada pa\u00eds. </div><div class=\"po0 fs14 cl2 l451 t4322\" id=\"a18352\">Tanto<div class=\"d0 w437\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>ejercicio<div class=\"d0 w282\">\u00a0</div>2024<div class=\"d0 w276\">\u00a0</div>como<div class=\"d0 w274\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>ejercicios<div class=\"d0 w2\">\u00a0</div>anteriores,<div class=\"d0 w163\">\u00a0</div>algunas<div class=\"d0 w285\">\u00a0</div>entidades<div class=\"d0 w292\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>Grupo<div class=\"d0 w280\">\u00a0</div>han </div><div class=\"po0 fs14 cl2 l451 t1619\" id=\"a18353\">realizado<div class=\"d0 w404\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>participado<div class=\"d0 w237\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>operaciones<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>reestructuraci\u00f3n<div class=\"d0 w200\">\u00a0</div>societaria<div class=\"d0 w119\">\u00a0</div>sometidas<div class=\"d0 w334\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>r\u00e9gimen </div><div class=\"po0 fs14 cl2 l451 t4323\" id=\"a18354\">especial de<div class=\"d0 w392\">\u00a0</div>neutralidad fiscal.<div class=\"d0 w423\">\u00a0</div>Los requisitos<div class=\"d0 w354\">\u00a0</div>de informaci\u00f3n<div class=\"d0 w423\">\u00a0</div>establecidos por<div class=\"d0 w265\">\u00a0</div>la normativa<div class=\"d0 w446\">\u00a0</div>fiscal </div><div class=\"po0 fs14 cl2 l451 t4324\" id=\"a18356\">que resulta<div class=\"d0 w361\">\u00a0</div>de aplicaci\u00f3n a<div class=\"d0 w200\">\u00a0</div>las citadas<div class=\"d0 w57\">\u00a0</div>operaciones figuran en<div class=\"d0 w230\">\u00a0</div>las memorias que<div class=\"d0 w383\">\u00a0</div>forman parte </div><div class=\"po0 fs14 cl2 l451 t4325\" id=\"a18357\">de las cuentas anuales<div class=\"d0 w231\">\u00a0</div>de las entidades del Grupo<div class=\"d0 w50\">\u00a0</div>implicadas, correspondientes al ejercicio en </div><div class=\"po0 fs14 cl2 l451 t4326\" id=\"a18358\">el que se han realizado dichas operaciones. </div><div class=\"po0 fs14 cl2 l451 t4327\" id=\"a18361\">Asimismo,<div class=\"d0 w433\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>ejercicios<div class=\"d0 w294\">\u00a0</div>anteriores,<div class=\"d0 w900\">\u00a0</div>varias<div class=\"d0 w503\">\u00a0</div>sociedades<div class=\"d0 w531\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>Grupo<div class=\"d0 w494\">\u00a0</div>fiscal<div class=\"d0 w275\">\u00a0</div>acogieron<div class=\"d0 w277\">\u00a0</div>rentas<div class=\"d0 w506\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l451 t4328\" id=\"a18362\">r\u00e9gimen<div class=\"d0 w196\">\u00a0</div>transitorio<div class=\"d0 w428\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>reinversi\u00f3n<div class=\"d0 w554\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>beneficios<div class=\"d0 w509\">\u00a0</div>extraordinarios<div class=\"d0 w417\">\u00a0</div>del<div class=\"d0 w415\">\u00a0</div>art\u00edculo<div class=\"d0 w511\">\u00a0</div>21<div class=\"d0 w194\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l451 t4329\" id=\"a18363\">derogada<div class=\"d0 w678\">\u00a0</div>Ley<div class=\"d0 w307\">\u00a0</div>43/1995,<div class=\"d0 w180\">\u00a0</div>del<div class=\"d0 w158\">\u00a0</div>Impuesto<div class=\"d0 w570\">\u00a0</div>sobre<div class=\"d0 w577\">\u00a0</div>Sociedades.<div class=\"d0 w676\">\u00a0</div>Las<div class=\"d0 w363\">\u00a0</div>exigencias<div class=\"d0 w1266\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>informaci\u00f3n </div><div class=\"po0 fs14 cl2 l451 t4330\" id=\"a18365\">preceptuadas por<div class=\"d0 w140\">\u00a0</div>dicha normativa<div class=\"d0 w472\">\u00a0</div>se cumplen en<div class=\"d0 w626\">\u00a0</div>las memorias<div class=\"d0 w515\">\u00a0</div>que forman<div class=\"d0 w387\">\u00a0</div>parte de las<div class=\"d0 w620\">\u00a0</div>cuentas </div><div class=\"po0 fs14 cl2 l475 t711\" id=\"a18366\">anuales de las sociedades afectadas.</div></div></div><div class=\"po1 w374 h326 lh0\" id=\"TextBlockContainer3041\"><div class=\"w89 po0 h12 l2819 t4331 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2819 t4331 bgc0\">\u00a0</div>\n<div class=\"w1283 po0 h12 l2820 t4331 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l539 t4331 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l539 t4331 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2819 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l539 t3186 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2819 t4332 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2820 t4332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2821 t4332 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l104 t4332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l539 t4332 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2819 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2821 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l539 t3187 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2822 t4333 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2822 t4333 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2823 t4333 bgc0\">\u00a0</div>\n<div class=\"w1330 po0 h12 l2824 t4333 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2819 t4333 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2820 t4333 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2821 t4333 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l104 t4333 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l539 t4333 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h67 l2822 t4334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h67 l2819 t4334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h67 l2821 t4334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h67 l539 t4334 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2822 t4335 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2819 t4335 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2821 t4335 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l539 t4335 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2822 t4336 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2819 t4336 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2821 t4336 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l539 t4336 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2822 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2819 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l2821 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h144 l539 t1823 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2822 t4337 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2819 t4337 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2821 t4337 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l539 t4337 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2822 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2819 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2821 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l539 t3209 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2822 t4338 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2819 t4338 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2821 t4338 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l539 t4338 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2822 t4339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2819 t4339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2821 t4339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l539 t4339 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2822 t4340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2819 t4340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2821 t4340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l539 t4340 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2822 t4341 bgc0\">\u00a0</div>\n<div class=\"w902 po0 h12 l2823 t4341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2819 t4341 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2820 t4341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2821 t4341 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l104 t4341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l539 t4341 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2822 t4342 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2819 t4342 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2821 t4342 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l539 t4342 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l2822 t4343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l2819 t4343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l2821 t4343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h245 l539 t4343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2822 t4344 bgc0\">\u00a0</div>\n<div class=\"w902 po0 h12 l2823 t4344 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2819 t4344 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2820 t4344 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2821 t4344 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l104 t4344 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l539 t4344 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2822 t2739 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2819 t2739 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2821 t2739 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l539 t2739 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2822 t2485 bgc0\">\u00a0</div>\n<div class=\"w902 po0 h12 l2823 t2485 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2819 t2485 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2820 t2485 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2821 t2485 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l104 t2485 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l539 t2485 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2822 t4345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2819 t4345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2821 t4345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l539 t4345 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2822 t4346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2819 t4346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2821 t4346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l539 t4346 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h325 l2822 t1684 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h325 l2819 t1684 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h325 l2821 t1684 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h325 l539 t1684 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2822 t2116 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2819 t2116 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2821 t2116 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l539 t2116 bgc0\">\u00a0</div>\n<div class=\"w902 po0 h143 l2823 t643 bgc3\">\u00a0</div>\n<div class=\"w1331 po0 h37 l2825 t4347 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h143 l2820 t643 bgc3\">\u00a0</div>\n<div class=\"w1332 po0 h37 l2826 t4347 bgc3\">\u00a0</div>\n<div class=\"w911 po0 h143 l104 t643 bgc3\">\u00a0</div>\n<div class=\"w1332 po0 h37 l2827 t4347 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2822 t3876 bgc0\">\u00a0</div>\n<div class=\"w902 po0 h12 l2823 t3876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2819 t3876 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2820 t3876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2821 t3876 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l104 t3876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l539 t3876 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2822 t643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2822 t4348 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2822 t4348 bgc0\">\u00a0</div>\n<div class=\"w902 po0 h12 l2823 t4348 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2819 t643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2819 t4348 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l2820 t4348 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2821 t643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2821 t4348 bgc0\">\u00a0</div>\n<div class=\"w911 po0 h12 l104 t4348 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l539 t643 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l539 t4348 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l539 t4348 bgc0\">\u00a0</div>\n<div class=\"po1 w374 z0\" id=\"TextContainer3041\"><div class=\"po0 fs25 cl2 l434 t756\" id=\"a18380\">Conciliaci\u00f3n de los resultados contable y fiscal </div><div class=\"po0 fs14 cl2 l345 t768\" id=\"a18382\">El siguiente<div class=\"d0 w396\">\u00a0</div>cuadro muestra, en<div class=\"d0 w21\">\u00a0</div>miles de euros,<div class=\"d0 w164\">\u00a0</div>la conciliaci\u00f3n entre<div class=\"d0 w24\">\u00a0</div>el resultado<div class=\"d0 w24\">\u00a0</div>de aplicar el </div><div class=\"po0 fs14 cl2 l345 t769\" id=\"a18383\">tipo impositivo<div class=\"d0 w631\">\u00a0</div>general vigente<div class=\"d0 w143\">\u00a0</div>en Espa\u00f1a<div class=\"d0 w403\">\u00a0</div>al resultado<div class=\"d0 w626\">\u00a0</div>contable consolidado<div class=\"d0 w585\">\u00a0</div>antes de<div class=\"d0 w341\">\u00a0</div>impuestos </div><div class=\"po0 fs14 cl2 l345 t770\" id=\"a18384\">de<div class=\"d0 w246\">\u00a0</div>actividades continuadas,<div class=\"d0 w245\">\u00a0</div>determinado bajo<div class=\"d0 w167\">\u00a0</div>las NIIF-UE<div class=\"d0 w476\">\u00a0</div>y el<div class=\"d0 w226\">\u00a0</div>gasto por<div class=\"d0 w391\">\u00a0</div>Impuesto sobre<div class=\"d0 w476\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l345 t771\" id=\"a18389\">Ganancias registrado en los<div class=\"d0 w264\">\u00a0</div>ejercicios 2024 y 2023,<div class=\"d0 w57\">\u00a0</div>correspondiente al Grupo de<div class=\"d0 w26\">\u00a0</div>consolidaci\u00f3n </div><div class=\"po0 fs14 cl2 l345 t1017\" id=\"a18390\">contable. </div><div class=\"po0 fs15 cl2 l2828 t4349\" id=\"a18394\">Cuenta de Resultados<div class=\"d0 w631\">\u00a0</div>(*) </div><div class=\"po0 fs15 cl2 l2829 t4350\" id=\"a18396\">2024 </div><div class=\"po0 fs15 cl2 l2830 t4350\" id=\"a18398\">2023 </div><div class=\"po0 fs15 cl2 l2831 t4351\" id=\"a18400\">RESULTADO CONSOLIDADO<div class=\"d0 w1333\">\u00a0</div>NIIF-UE ANTES<div class=\"d0 w384\">\u00a0</div>DE </div><div class=\"po0 fs15 cl2 l2831 t4352\" id=\"a18404\">IMPUESTOS DE ACTIVIDADES<div class=\"d0 w1334\">\u00a0</div>CONTINUADAS </div><div class=\"po0 fs15 cl2 l2832 t4353\" id=\"a18406\">19.260 </div><div class=\"po0 fs15 cl2 l2833 t4353\" id=\"a18408\">4.188 </div><div class=\"po0 fs32 cl2 l2831 t4354\" id=\"a18410\">Cuota al 25% </div><div class=\"po0 fs32 cl2 l2834 t4354\" id=\"a18412\">4.815 </div><div class=\"po0 fs32 cl2 l2835 t4354\" id=\"a18414\">1.047 </div><div class=\"po0 fs32 cl2 l2831 t4355\" id=\"a18416\">Ajustes de Consolidaci\u00f3n </div><div class=\"po0 fs32 cl2 l2834 t4355\" id=\"a18418\">1.137 </div><div class=\"po0 fs32 cl2 l2833 t4355\" id=\"a18420\">(3.537) </div><div class=\"po0 fs32 cl2 l2831 t1452\" id=\"a18422\">Diferencias Temporales </div><div class=\"po0 fs32 cl2 l1623 t1452\" id=\"a18424\">(665) </div><div class=\"po0 fs32 cl2 l1484 t1452\" id=\"a18426\">(828) </div><div class=\"po0 fs32 cl2 l2831 t4356\" id=\"a18428\">Diferencias Permanentes<div class=\"d0 w1335\">\u00a0</div>(1) </div><div class=\"po0 fs32 cl2 l2836 t4356\" id=\"a18430\">(121.984) </div><div class=\"po0 fs32 cl2 l2835 t4356\" id=\"a18432\">9.212 </div><div class=\"po0 fs32 cl2 l2831 t4357\" id=\"a18434\">Compensaci\u00f3n de bases<div class=\"d0 w616\">\u00a0</div>imponibles negativas </div><div class=\"po0 fs32 cl2 l1623 t4357\" id=\"a18436\">(708) </div><div class=\"po0 fs32 cl2 l1484 t4357\" id=\"a18438\">(569) </div><div class=\"po0 fs32 cl2 l2831 t4358\" id=\"a18440\">Deducciones y Bonificaciones </div><div class=\"po0 fs32 cl2 l1623 t4358\" id=\"a18442\">(444) </div><div class=\"po0 fs32 cl2 l391 t4358\" id=\"a18444\">59 </div><div class=\"po0 fs32 cl2 l2831 t4359\" id=\"a18446\">Efecto no activaci\u00f3n ingreso<div class=\"d0 w635\">\u00a0</div>por impuesto (2) </div><div class=\"po0 fs32 cl2 l2837 t4359\" id=\"a18448\">137.733 </div><div class=\"po0 fs32 cl2 l2838 t4359\" id=\"a18450\">14.295 </div><div class=\"po0 fs32 cl2 l2831 t4360\" id=\"a18452\">Efecto de la aplicaci\u00f3n de<div class=\"d0 w51\">\u00a0</div>diferentes tipos impositivos<div class=\"d0 w1336\">\u00a0</div>(3) </div><div class=\"po0 fs32 cl2 l2834 t4360\" id=\"a18454\">1.648 </div><div class=\"po0 fs32 cl2 l2835 t4360\" id=\"a18456\">4.900 </div><div class=\"po0 fs15 cl2 l2831 t4361\" id=\"a18458\">Gasto por impuesto Corriente </div><div class=\"po0 fs15 cl2 l2832 t4361\" id=\"a18461\">21.532 </div><div class=\"po0 fs15 cl2 l2839 t4361\" id=\"a18463\">24.579 </div><div class=\"po0 fs15 cl2 l2831 t4362\" id=\"a18465\">Gasto por impuesto<div class=\"d0 w384\">\u00a0</div>Diferido por diferencias<div class=\"d0 w962\">\u00a0</div>temporarias </div><div class=\"po0 fs15 cl2 l1623 t4362\" id=\"a18467\">665 </div><div class=\"po0 fs15 cl2 l1484 t4362\" id=\"a18469\">828 </div><div class=\"po0 fs15 cl2 l2831 t4363\" id=\"a18471\">Impuesto previo sobre<div class=\"d0 w51\">\u00a0</div>las ganancias </div><div class=\"po0 fs15 cl2 l2832 t4363\" id=\"a18473\">22.197 </div><div class=\"po0 fs15 cl2 l2839 t4363\" id=\"a18475\">25.407 </div><div class=\"po0 fs32 cl2 l2831 t4364\" id=\"a18477\">Regularizaci\u00f3n impuesto<div class=\"d0 w723\">\u00a0</div>otros ejercicios (4) </div><div class=\"po0 fs32 cl2 l2840 t4364\" id=\"a18479\">769 </div><div class=\"po0 fs32 cl2 l2835 t4364\" id=\"a18481\">3.457 </div><div class=\"po0 fs32 cl2 l2831 t4365\" id=\"a18483\">Gasto por impuestos<div class=\"d0 w425\">\u00a0</div>extranjeros (5) </div><div class=\"po0 fs32 cl2 l2834 t4365\" id=\"a18485\">3.736 </div><div class=\"po0 fs32 cl2 l2835 t4365\" id=\"a18487\">2.947 </div><div class=\"po0 fs32 cl2 l2831 t4366\" id=\"a18489\">Participaci\u00f3n de los trabajadores<div class=\"d0 w1337\">\u00a0</div>en las utilidades y otros</div><div class=\"po0 fs32 cl2 l2831 t4367\" id=\"a18491\">conceptos de gasto<div class=\"d0 w386\">\u00a0</div>(6)</div><div class=\"po0 fs32 cl2 l2834 t4368\" id=\"a18493\">2.784 </div><div class=\"po0 fs32 cl2 l2835 t4368\" id=\"a18495\">2.949 </div><div class=\"po0 fs32 cl2 l2831 t4369\" id=\"a18497\">Ajuste impuesto consolidado </div><div class=\"po0 fs32 cl2 l2840 t4369\" id=\"a18499\">686 </div><div class=\"po0 fs32 cl2 l2841 t4369\" id=\"a18501\">661 </div><div class=\"po0 fs15 cl2 l2831 t4370\" id=\"a18503\">IMPUESTO SOBRE LAS<div class=\"d0 w723\">\u00a0</div>GANANCIAS TOTAL </div><div class=\"po0 fs15 cl2 l2832 t4370\" id=\"a18505\">30.172 </div><div class=\"po0 fs15 cl2 l2839 t4370\" id=\"a18507\">35.421 </div><div class=\"po0 fs14 cl2 l345 t2708\" id=\"a18510\"><div class=\"d0 w981\">\u00a0</div></div><div class=\"po0 fs38 cl2 l2842 t4371\" id=\"a18512\">(*) Los par\u00e9ntesis significan ingreso<div class=\"d0 w942\">\u00a0</div>para los diferentes componentes<div class=\"d0 w974\">\u00a0</div>del c\u00e1lculo del resultado fiscal </div><div class=\"po0 fs32 cl2 l1353 t4372\" id=\"a18515\">(1)<div class=\"d0 w61\">\u00a0</div>Las diferencias permanentes proceden,<div class=\"d0 w1338\">\u00a0</div>principalmente, (i) del diferente<div class=\"d0 w560\">\u00a0</div>criterio de registro contable </div><div class=\"po0 fs32 cl2 l1353 t4373\" id=\"a18518\">y<div class=\"d0 w1339\">\u00a0</div>fiscal<div class=\"d0 w1340\">\u00a0</div>del<div class=\"d0 w972\">\u00a0</div>gasto derivado<div class=\"d0 w171\">\u00a0</div>de<div class=\"d0 w1341\">\u00a0</div>determinadas provisiones,<div class=\"d0 w1342\">\u00a0</div>(ii)<div class=\"d0 w1343\">\u00a0</div>de<div class=\"d0 w1073\">\u00a0</div>gastos no<div class=\"d0 w247\">\u00a0</div>deducibles, e<div class=\"d0 w238\">\u00a0</div>ingresos no </div><div class=\"po0 fs32 cl2 l1353 t4374\" id=\"a18520\">computables<div class=\"d0 w543\">\u00a0</div>fiscalmente,<div class=\"d0 w369\">\u00a0</div>(iii)<div class=\"d0 w482\">\u00a0</div>del<div class=\"d0 w172\">\u00a0</div>ajuste<div class=\"d0 w98\">\u00a0</div>negativo<div class=\"d0 w167\">\u00a0</div>extracontable<div class=\"d0 w395\">\u00a0</div>por<div class=\"d0 w288\">\u00a0</div>la<div class=\"d0 w474\">\u00a0</div>diferencia<div class=\"d0 w419\">\u00a0</div>fiscal<div class=\"d0 w225\">\u00a0</div>de<div class=\"d0 w235\">\u00a0</div>fusi\u00f3n, </div><div class=\"po0 fs32 cl2 l1353 t4375\" id=\"a18521\">imputable<div class=\"d0 w468\">\u00a0</div>al<div class=\"d0 w648\">\u00a0</div>ejercicio<div class=\"d0 w476\">\u00a0</div>2018,<div class=\"d0 w339\">\u00a0</div>surgida<div class=\"d0 w372\">\u00a0</div>en<div class=\"d0 w501\">\u00a0</div>la<div class=\"d0 w437\">\u00a0</div>operaci\u00f3n<div class=\"d0 w288\">\u00a0</div>de<div class=\"d0 w378\">\u00a0</div>fusi\u00f3n<div class=\"d0 w277\">\u00a0</div>de<div class=\"d0 w378\">\u00a0</div>las<div class=\"d0 w617\">\u00a0</div>sociedades<div class=\"d0 w282\">\u00a0</div>Promotora<div class=\"d0 w372\">\u00a0</div>de </div><div class=\"po0 fs32 cl2 l1353 t4376\" id=\"a18523\">Informaciones, S.A.<div class=\"d0 w1344\">\u00a0</div>y Prisa<div class=\"d0 w425\">\u00a0</div>Televisi\u00f3n,<div class=\"d0 w385\">\u00a0</div>S.A.U, (fusi\u00f3n<div class=\"d0 w1345\">\u00a0</div>por absorci\u00f3n<div class=\"d0 w425\">\u00a0</div>descrita en<div class=\"d0 w585\">\u00a0</div>la Nota<div class=\"d0 w489\">\u00a0</div>17 de la<div class=\"d0 w966\">\u00a0</div>Memoria </div><div class=\"po0 fs32 cl2 l1353 t4377\" id=\"a18524\">de Promotora de<div class=\"d0 w975\">\u00a0</div>Informaciones, S.A. correspondiente al ejercicio<div class=\"d0 w1340\">\u00a0</div>2013), y aplicando<div class=\"d0 w1346\">\u00a0</div>los requisitos del </div><div class=\"po0 fs32 cl2 l1353 t4378\" id=\"a18525\">entonces vigente art\u00edculo 89.3 de la<div class=\"d0 w1076\">\u00a0</div>Ley del Impuesto para otorgarle efecto fiscal (iv),<div class=\"d0 w42\">\u00a0</div>de la tributaci\u00f3n </div><div class=\"po0 fs32 cl2 l1353 t4379\" id=\"a18527\">del 5%<div class=\"d0 w1120\">\u00a0</div>de los<div class=\"d0 w974\">\u00a0</div>dividendos , (v)<div class=\"d0 w1347\">\u00a0</div>un ajuste<div class=\"d0 w951\">\u00a0</div>negativo derivado de la<div class=\"d0 w63\">\u00a0</div>recuperaci\u00f3n a efectos<div class=\"d0 w112\">\u00a0</div>fiscales, de la </div><div class=\"po0 fs32 cl2 l1353 t4380\" id=\"a18528\">d\u00e9cima<div class=\"d0 w52\">\u00a0</div>parte del<div class=\"d0 w235\">\u00a0</div>importe ajustado<div class=\"d0 w48\">\u00a0</div>en<div class=\"d0 w61\">\u00a0</div>ejercicios anteriores<div class=\"d0 w95\">\u00a0</div>como<div class=\"d0 w1348\">\u00a0</div>consecuencia de<div class=\"d0 w228\">\u00a0</div>la<div class=\"d0 w972\">\u00a0</div>limitaci\u00f3n de<div class=\"d0 w229\">\u00a0</div>la </div><div class=\"po0 fs32 cl2 l1353 t4381\" id=\"a18530\">deducibilidad<div class=\"d0 w757\">\u00a0</div>del gasto<div class=\"d0 w13\">\u00a0</div>por amortizaciones,<div class=\"d0 w1349\">\u00a0</div>(vi) de<div class=\"d0 w490\">\u00a0</div>la limitaci\u00f3n<div class=\"d0 w1350\">\u00a0</div>en la<div class=\"d0 w89\">\u00a0</div>deducibilidad<div class=\"d0 w960\">\u00a0</div>de gastos<div class=\"d0 w1351\">\u00a0</div>financieros </div><div class=\"po0 fs32 cl2 l1353 t4382\" id=\"a18531\">prevista en el art\u00edculo 16 de la Ley del Impuesto<div class=\"d0 w757\">\u00a0</div>sobre Sociedades Espa\u00f1ol<div class=\"d0 w747\">\u00a0</div>(vii) de ajustes derivados de </div><div class=\"po0 fs32 cl2 l1353 t4383\" id=\"a18532\">la correcci\u00f3n monetaria en<div class=\"d0 w560\">\u00a0</div>el capital propio tributario<div class=\"d0 w723\">\u00a0</div>y en las sociedades<div class=\"d0 w385\">\u00a0</div>de radio en Chile y<div class=\"d0 w489\">\u00a0</div>(viii) de la </div><div class=\"po0 fs32 cl2 l1353 t4384\" id=\"a18535\">p\u00e9rdida fiscal generada<div class=\"d0 w555\">\u00a0</div>por la liquidaci\u00f3n de<div class=\"d0 w626\">\u00a0</div>la entidad portuguesa<div class=\"d0 w698\">\u00a0</div>Vertix. </div><div class=\"po0 fs32 cl2 l1353 t4385\" id=\"a18538\">(2)<div class=\"d0 w61\">\u00a0</div>Se corresponde con el<div class=\"d0 w386\">\u00a0</div>efecto de aquellas sociedades<div class=\"d0 w1345\">\u00a0</div>que, habiendo obtenido<div class=\"d0 w426\">\u00a0</div>p\u00e9rdidas en el ejercicio, </div><div class=\"po0 fs32 cl2 l1353 t4386\" id=\"a18541\">no han registrado el<div class=\"d0 w614\">\u00a0</div>correspondiente activo<div class=\"d0 w426\">\u00a0</div>por impuesto diferido. </div><div class=\"po0 fs32 cl2 l1353 t4387\" id=\"a18544\">(3)<div class=\"d0 w61\">\u00a0</div>Corresponde<div class=\"d0 w246\">\u00a0</div>al<div class=\"d0 w238\">\u00a0</div>efecto<div class=\"d0 w26\">\u00a0</div>derivado<div class=\"d0 w21\">\u00a0</div>de<div class=\"d0 w223\">\u00a0</div>la<div class=\"d0 w60\">\u00a0</div>tributaci\u00f3n<div class=\"d0 w969\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>tipos<div class=\"d0 w58\">\u00a0</div>impositivos<div class=\"d0 w1339\">\u00a0</div>distintos<div class=\"d0 w420\">\u00a0</div>del<div class=\"d0 w55\">\u00a0</div>25%,<div class=\"d0 w7\">\u00a0</div>de<div class=\"d0 w223\">\u00a0</div>los </div><div class=\"po0 fs32 cl2 l1353 t4388\" id=\"a18550\">beneficios procedentes de<div class=\"d0 w696\">\u00a0</div>las filiales americanas. </div></div></div><div class=\"po1 w1357 h327 lh0\" id=\"TextBlockContainer3044\"><img alt=\"doc2p9i1\" class=\"po0 l2843 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZkvN8bvxFt5K/5AdCk+g4TnQ5z8ALYEBqL9c+AHM3jgBG4mdpBR/LBb+VtqSwcwUzmCTHMXjQlEXNecYRFgXnPd4JR/nCIhB7+KODG1yRKTF1oH8UDLqLze9nz3ACbCDV1cZBkgEnAJjDo71Db2fYlpCwxZYXe9rZ8YoH8+BBwH16wNCMBMqL5LDWlDF8mqz4loMUPO6i3/d5RBn1JeZj+sV7+QFp234FNPADznTe48Dw7lgFTfby4glgEy06xpIiBcNzB3Vr1viJ/+obrGSPEOeiDAHbEEwA2qwQRnHFvuEfcobhPP1lwQ2hrflurWoyXEo6mAexxfkmABtgyr89rdi7Tui1Qn49qvn8g03sk5scL8gI169UrRTR1Q/lowAncALspYLcq6mgBe7lxWxzAXhKwGyX5mRIgeZnc/AQvgzY6n1v11RvxXQhw659rUjROvI0FcPPi/dDeDIgAtga/a+0tDbaIegM4OF6YmB7U4LU++KMB7Pl6Am4ECUBzzY3PLU3omlv10J9rboCN9kZTAWw0EtoZjR1g5W2mAewjgQxTFDMUIeFuhAQEC1lYHUcVGMxoYZ96E3MNPngE1JgKE9Bce0fgLxaHNF0z+1tPHz1wgPMeNV6SCLhPjrK3sxKNRnvzZlOlABvLAM3uwFZKPdHaVCYvMBMAXFtfV5nr3hZM51m8Q8BGaxN4Y9YBYN+4IfPe30gTC2mwnELIXtP9WfdVdAQSaTugxprh+Xmm0egzZhgANfeSp8i4T2Fx1eIe+S2K+xT37L3T1fvc34QIfqO5hW1/e0lFg5Tf3brZrNrHKw37aGXFPlKnf7R20262btlK5ZaVcrdsNLltneFdO+zfs93OPXvVvmsv4M4d2+3dtePRPetOP5Cz8aHVK/dtvfGRrdQ+EKBvCdDX5O+vubYfSJAwZw7zxBmr21ge8hUX6QqIG+kmGqlr2WAIoI3liuC/Aih3Y53iGr9O11xo55QGv07k55SOJ1Z+RJGJBDOg3WeelRvX6QoXGkSisSQI1KH54oWGq7Icqu5zM5WEObwvoPjCDgSV/Foe0sA09SAS9fY2EmlnDlr6NPNT6WH8ViwAgn7MJxNUZOntAQFACT8CXuT9avu5vXjJDwU8tKdPH/gqNB79ZFksK9GYpmLqCz8ZwGF+I3R4xRIaG3+daDxWCMKVep6d8agskXWWm9Y8QMfTX7fv3LNb8t+db96Vf3/PZyWYsSC9dedD8Qc+a8H5mPAIJ4KRk9FEFgrvl8Nfx7LgJY8nLtSufkR9c/pewU0zZ8y4U8rYK6kWy+WC3WqU7GcrVfvl2pL9enPD/kGa5f7qLduq37J68bblpnesO7orrf6BbXc+sOfnH9jjs+CX3Q9tb/ChnU7u26TwkbTRx7be/JnAfc+a5ZtWK8j3yi17ZL47KcnEZ9FLznqqyEAV8ufFs8p5wr8roQyMgNTBiimNGxAPbTDwxg6AAFsCnFfCeyjR3PalusX+qG8ccEzPmet8vF3CFkAbazBGME9l0Wi/jHP5fTDe9a0BL83lbxmVkAXglUrdr+GnfXjnOau2wnxmDTfvMh9l7Utt1E1V33qbKDOVR5tn8/loQIFCeeJLs9ab97ZjOvP02+7eS3spLf7sxSMH9JPHn0vD8yTYA3+pooNb5/HMO+WXyiWf2mOaz380QBYKGpTyPVh23hafq1wJIrlitBWQYsEAXAe0z0SkB1gu1rrDBDt58wtWj1sgEiSlYkXtMmnxvgTHmSyDAwmmbY8PoNldoM3fxstf3it9r+BOFENQpHbmc1NWmPoL/W80ytLcVfsF4N5YF7hvCtw3Z+A2u2M9gfuwd8/B/aJ9z56cBb+UJt8H3OMPZdp/ZLXKRwL3xw7ulsBdL8j3ygvcMul7LGyZ5AXyvIO7rwqxYi70CoN9VsPvTAGwpIU16DMA0HiKcVCjSTVCpq7hdIgqzAYB6dyASFXzdG6/KKqtfQnUGfOdQ4DLwS1wpYg3AzM1l3oRWAPc+Jus9+YxzPSyAs4nTuDLWuVi7Gy/dP8azcvbUX2VmYNbnMUxkuaetVENBOiA29/JJnCjUVlgArgxnx3cRxm4twF3aG8enHkscPNwyPPnj+MlDQQnpblHE2luuS2sGPOXPar+gA/NSnm8Q67dDnAPhrEKkgdesFJYEJM0900Be7a2ILEAfxONrnNYZ4BVQ4yk0SDmUPE29ruAW4Lv8NCfrjuRsEprCy7u0uX79b7p+/e5vX3RSP5r+OkfphzBtXjJIDKH1WxMm7nZzqCT6d7A16uUrS5fpiVfb5kpHPmiy9WKbTWqtlmHa7Zeq9pqpWpNdfzpIG8H3ZxM+IkEwti222Ntj+2kN5KJP7FhNsgZ/ggZlrN7rRIwrogAFD8KgKk2e1ChEO/qYlChLYheY/JhUuK/MXCiCm+oxxv2c64vw5TZC/r9HWcaYJjMRLeJIMNoHparUiZlYYr70kv1JdcldyCCa7x9Rf2SveETM3dV5rrPr3v0O/xa5trxR1kl5qu0BCjOJU/yvs2S1Vt3XKvSNsxhgmrMHcfDHWNZB/FKZt6kin/rL0D0wFsE33hxoz/QoWMRlFuW8ElvTbnmmvf27dDAuBQt+cnMONAe6oRA4TfD/O2om/G65A8++JmvukNjU0+EW3pIhPoTFMNd4ccaCGLiUlBfUvoIv5qgGSY6727Db6dfiJvQt2xzXtyruF9XOKzeRd9vQG2+TYDagT1LabRA7lthqteK8FQglWav5m2tXsjeRFqwjUZBgFaqfde073ZLPrvMel41vFwu6jq0h0B9PrZHpwP79Ghgj5U+gU8GMu1HsgJkHmoQAuyCqlDhRYfacGDz+Y53Yf565nGZ/2QXIOAVxAxUwMbAn4F7YzMGfxaJvtxrIn2NfOFQuakY0giGoYULMQB1HgOQuWuAQODOV8BJoPBebwJAvDOMc3gxYOQv1oB0P1rAYL7bV4VRX4Fvk/edy6piXpwBTJ7UmcdBCbr5oBdQY7UW89Qr/hth/Agg1/KmE6wD3o0OYFhlxrkJFAAV4YGgI2qND+3R6/UIcrEiz1ngpN94igyz+c7dWIKLtiXyTd/Sx/Q3mpo6IVRuZK90ZnEQwoB+4HzWhlMfd5u8E6JfITaJKaTYAcD3XxNV+3wqbXVNdZFW92W5GzOQE9gLNywR4yrbfL90lT++/01JAzL+0jcRrWUrWC6hM6by2WAi7SvuT+xEzvGxbOgTcUcH0bpDmbX82L2/uFACgB8FqGiMyoW3kvhzgfqz44HSvnWlqQdyrgfKfEsC4t5y0T5YKtkdMT8qcKvJDxTwaCpCBmviu98FwAYzdcLqL0xYf9OKz98yxXPkg5BBhzbCTIx3lfNTsfH88DwhdBK5C/EaobkT+5rno307zh7iSL8mioYCQDA+Z2gffuM7prX8LihNPzMcgaL4PS6CXnRL0nLM6fqcuUDLKje/Jq3llmkKMzPg7RKTRqQ8tLC/+IBlqrOlqh1/CQUWTjDTevFWFWdpeFybiCkQAGS+nWh/3QUiQgO/27Us7scknpU/UB/4k2pyAQA57aUNMV1GVHzT84t4QQbG+duv/qDHqRPPiXMvmV5Lv01GBJ7+IE/MfYRQCKotz+9CIOv/94Bu3b+r/PH9v4O8o+iqS72nb2l/GmBmXYG3K0CSngvcZ0PzlH2jDNzk0pSqh2vSvvFzvvL1lAGg/kxM2tc17mfqmi1p/A+WS863BGz/kQGZCMsSEh7xVa5XBW6IQYmJnDiWn8ZrcvFnGRA1pqSkwVg3zRw3A3Se5oENRS9dJrRK8m0BDPmziopByZQNc8GAGJMVEKRy0hSb5+H/4znvmFaTP8kKL8AqwUTemK34s2jzldWY30XD89goZfnqMJULsDDvASDLRmkfwTkXDpWaa0JMf6wa/xFDAZkHOAB0MM9hD7z/ADfWiLsNAByrQgIl8pJ14WVEH3Lv/BoJOfqb59URVLSFttIHTC9i8rsrIPOf/LyXPfXNGcUm8YPIj+WoBAPb8uHjIZSu+/xodPJPQoaU/ObBDb1vgP9w4J6ji+F5AfWZ9hD74haBcaB0IFeyp21Z1L6fKDNghfDJYbS1nyvua+A8lgn+5KTvpjj5ctswwfmR/FutsrR1/M52aH6WxoY5T+dfxQ0IbFPPWBQSPPBB5sDRAGagoaXhmRYVs3Dk7yWA5/0nngFE5eBvukZ3X5FIcWgZygptFX52IqpNXfnxA1Iiv77eWgOaRvn56u/wNwNQDGpA6m1EkFA2gBXz2uJYiFNxEGACu6Xg9xEQBhCdVVd/ZXJKxfSfCy1x3JcATAJq6kNfD6A2cQrnpn5nfp65fh78oL2xViD7zTMJBjjyDX7brY9pvHjrigtL3Uf/wUK1O/pRrHyjf7EoYp6bNwVBaUyl9H3RjwLcbyKHNgNU2/66WPbpH5oYLAvf/j0GsV+iTk2aNmdtmd2JX50NbPtcLJVfzE/910HgNTn0m3V+mbPsvyDCPt5BXhLT8d75V3ADUv2irqFR4TRYiSL7/LCbmQGwBLZvNwAu+iTKyJ6wUsf5RwfJlwUwqRwfzH5FVl6WRD3jGvIBgKQpD07k+tD8sQw2tS2uydqr9GIqMNqZpuqinCgjsf7pT/lk6Wx/Vv+oYFwbJnrUI+XtqT46O8srBEjqC8pNnPqANKoT+b6Noi6pXcqPetInDExd6j2pjJLvHtYQ4I7rU5tT+r5I9fwxgztLRclchy62oDgvKDqVPm7L/E7gPuwM7ag7VDoyueP+65vwkhxzfo6XHwEk+OaRcrH/5rbYO/+KbkC6sUGXW/A2uqqbf7nsNzcpztG/dO43KppBTkpfRXpBF4VeasfF7vnNr1C6It3/oMtXJE0IXW7TpS/fKK/Xr/l64vqUR6TU4fW+jnwj7/lj9MlV3d+3EeC+sMN+RJSafdE1b6Kv9KTv4vySfG5Z2NaUy7pezdtNbXy4UrJ7/B4YvwUmbc1vf7WksSvS1IBawt8vljz2nN+Q+0+CGGSv84yyPvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div class=\"w134 po0 h53 l2844 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w1357 z0\" id=\"TextContainer3044\"><div class=\"po0 fs32 cl2 l1413 t756\" id=\"a18562\">(4)<div class=\"d0 w61\">\u00a0</div>Se refiere<div class=\"d0 w112\">\u00a0</div>al efecto<div class=\"d0 w1352\">\u00a0</div>producido en la<div class=\"d0 w975\">\u00a0</div>cuenta de<div class=\"d0 w1073\">\u00a0</div>resultados por la<div class=\"d0 w1353\">\u00a0</div>regularizaci\u00f3n del Impuesto sobre </div><div class=\"po0 fs32 cl2 l1413 t4389\" id=\"a18565\">Sociedades de ejercicios<div class=\"d0 w384\">\u00a0</div>anteriores. </div><div class=\"po0 fs32 cl2 l1413 t1331\" id=\"a18568\">(5)<div class=\"d0 w61\">\u00a0</div>Es el<div class=\"d0 w757\">\u00a0</div>importe del<div class=\"d0 w1354\">\u00a0</div>gasto por<div class=\"d0 w1344\">\u00a0</div>impuesto<div class=\"d0 w385\">\u00a0</div>satisfecho<div class=\"d0 w559\">\u00a0</div>en el<div class=\"d0 w757\">\u00a0</div>extranjero<div class=\"d0 w740\">\u00a0</div>y procede<div class=\"d0 w1067\">\u00a0</div>de las<div class=\"d0 w962\">\u00a0</div>retenciones<div class=\"d0 w413\">\u00a0</div>en origen </div><div class=\"po0 fs32 cl2 l1413 t4390\" id=\"a18571\">realizadas<div class=\"d0 w470\">\u00a0</div>sobre<div class=\"d0 w586\">\u00a0</div>los<div class=\"d0 w439\">\u00a0</div>ingresos<div class=\"d0 w482\">\u00a0</div>derivados<div class=\"d0 w291\">\u00a0</div>de<div class=\"d0 w25\">\u00a0</div>dividendos,<div class=\"d0 w237\">\u00a0</div>as\u00ed<div class=\"d0 w463\">\u00a0</div>como<div class=\"d0 w381\">\u00a0</div>los<div class=\"d0 w439\">\u00a0</div>derivados<div class=\"d0 w291\">\u00a0</div>de<div class=\"d0 w25\">\u00a0</div>las<div class=\"d0 w617\">\u00a0</div>distintas </div><div class=\"po0 fs32 cl2 l1413 t4391\" id=\"a18572\">exportaciones de servicios<div class=\"d0 w1242\">\u00a0</div>realizadas por las sociedades<div class=\"d0 w1355\">\u00a0</div>espa\u00f1olas del Grupo. </div><div class=\"po0 fs32 cl2 l1413 t4392\" id=\"a18576\">(6) La P.T.U.<div class=\"d0 w385\">\u00a0</div>es un componente<div class=\"d0 w1356\">\u00a0</div>m\u00e1s del gasto por<div class=\"d0 w1240\">\u00a0</div>Impuesto sobre<div class=\"d0 w616\">\u00a0</div>las Ganancias<div class=\"d0 w1242\">\u00a0</div>en algunos<div class=\"d0 w697\">\u00a0</div>pa\u00edses como </div><div class=\"po0 fs32 cl2 l2845 t464\" id=\"a18579\">M\u00e9xico, Ecuador y Per\u00fa.</div></div></div><div class=\"po1 w562 h330 lh0\" id=\"TextBlockContainer3048\"><div class=\"w89 po0 h12 l1384 t2239 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t2239 bgc0\">\u00a0</div>\n<div class=\"w1358 po0 h12 l1556 t2239 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2847 t2239 bgc0\">\u00a0</div>\n<div class=\"w1359 po0 h12 l2848 t2239 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l331 t2239 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2849 t2239 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2850 t2239 bgc0\">\u00a0</div>\n<div 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bgc3\">\u00a0</div>\n<div class=\"w887 po0 h37 l2856 t4398 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h143 l2849 t4397 bgc3\">\u00a0</div>\n<div class=\"w1361 po0 h37 l2857 t4398 bgc3\">\u00a0</div>\n<div class=\"w1275 po0 h143 l715 t4397 bgc3\">\u00a0</div>\n<div class=\"w792 po0 h37 l2858 t4398 bgc3\">\u00a0</div>\n<div class=\"w813 po0 h143 l2851 t4397 bgc3\">\u00a0</div>\n<div class=\"w787 po0 h37 l1055 t4398 bgc3\">\u00a0</div>\n<div class=\"w1274 po0 h143 l2853 t4397 bgc3\">\u00a0</div>\n<div class=\"w1003 po0 h37 l2378 t4398 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t4399 bgc0\">\u00a0</div>\n<div class=\"w1358 po0 h12 l1556 t4399 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2847 t4399 bgc0\">\u00a0</div>\n<div class=\"w1359 po0 h12 l2848 t4399 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l331 t4399 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2849 t4399 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2850 t4399 bgc0\">\u00a0</div>\n<div class=\"w1275 po0 h12 l715 t4399 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t4399 bgc0\">\u00a0</div>\n<div class=\"w813 po0 h12 l2851 t4399 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2852 t4399 bgc0\">\u00a0</div>\n<div class=\"w1274 po0 h12 l2853 t4399 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2854 t4399 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1384 t4397 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t4258 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t4258 bgc0\">\u00a0</div>\n<div class=\"w1358 po0 h12 l1556 t4258 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2847 t4397 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2847 t4258 bgc0\">\u00a0</div>\n<div class=\"w1359 po0 h12 l2848 t4258 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l331 t4397 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l331 t4258 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2849 t4258 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2850 t4397 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2850 t4258 bgc0\">\u00a0</div>\n<div class=\"w1275 po0 h12 l715 t4258 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1046 t4397 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t4258 bgc0\">\u00a0</div>\n<div class=\"w813 po0 h12 l2851 t4258 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2852 t4397 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2852 t4258 bgc0\">\u00a0</div>\n<div class=\"w1274 po0 h12 l2853 t4258 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2854 t4397 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2854 t4258 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2854 t4258 bgc0\">\u00a0</div>\n<div class=\"po1 w562 z0\" id=\"TextContainer3048\"><div class=\"po0 fs25 cl2 l510 t756\" id=\"a18584\">Activos y pasivos por Impuestos Diferidos </div><div class=\"po0 fs26 cl2 l454 t4400\" id=\"a18587\">Activos por impuestos diferidos </div><div class=\"po0 fs25 cl2 l367 t3601\" id=\"a18590\">2024- </div><div class=\"po0 fs14 cl2 l367 t4401\" id=\"a18594\">El siguiente cuadro muestra la procedencia y el importe de los activos por impuestos diferidos </div><div class=\"po0 fs14 cl2 l367 t4402\" id=\"a18595\">que se encuentran registrados al cierre del ejercicio 2024, en miles de euros: </div><div class=\"po0 fs15 cl2 l2859 t1183\" id=\"a18599\">ACTIVOS POR IMPUESTOS </div><div class=\"po0 fs15 cl2 l2859 t4403\" id=\"a18600\">DIFERIDOS CON<div class=\"d0 w631\">\u00a0</div>ORIGEN EN: </div><div class=\"po0 fs15 cl2 l2860 t4404\" id=\"a18602\">31.12.2023 </div><div class=\"po0 fs15 cl2 l2861 t4405\" id=\"a18604\">Ajustes por </div><div class=\"po0 fs15 cl2 l2862 t1183\" id=\"a18605\">conversi\u00f3n/</div><div class=\"po0 fs15 cl2 l2863 t4403\" id=\"a18606\">Correcci\u00f3n </div><div class=\"po0 fs15 cl2 l2864 t4406\" id=\"a18607\">monetaria </div><div class=\"po0 fs15 cl2 l2865 t4404\" id=\"a18609\">Adiciones </div><div class=\"po0 fs15 cl2 l2866 t4404\" id=\"a18611\">Retiros </div><div class=\"po0 fs15 cl2 l2867 t4404\" id=\"a18613\">31.12.2024 </div><div class=\"po0 fs32 cl2 l2859 t4407\" id=\"a18615\">Bases imponibles negativas<div class=\"d0 w426\">\u00a0</div>pendientes </div><div class=\"po0 fs32 cl2 l2868 t4407\" id=\"a18617\">13.727 </div><div class=\"po0 fs32 cl2 l2869 t4407\" id=\"a18619\">(1.557) </div><div class=\"po0 fs32 cl2 l2870 t4407\" id=\"a18621\">4.544 </div><div class=\"po0 fs32 cl2 l2871 t4407\" id=\"a18623\">(3.293) </div><div class=\"po0 fs32 cl2 l2872 t4407\" id=\"a18625\">13.421 </div><div class=\"po0 fs32 cl2 l2859 t4408\" id=\"a18627\">Provisiones, deterioros<div class=\"d0 w555\">\u00a0</div>y </div><div class=\"po0 fs32 cl2 l2859 t4409\" id=\"a18629\">depreciaciones no deducibles </div><div class=\"po0 fs32 cl2 l2868 t4410\" id=\"a18632\">34.642 </div><div class=\"po0 fs32 cl2 l2869 t4410\" id=\"a18634\">(3.551) </div><div class=\"po0 fs32 cl2 l2870 t4410\" id=\"a18637\">2.685 </div><div class=\"po0 fs32 cl2 l2871 t4410\" id=\"a18640\">(2.432) </div><div class=\"po0 fs32 cl2 l2872 t4410\" id=\"a18644\">31.344 </div><div class=\"po0 fs32 cl2 l2859 t4411\" id=\"a18646\">Otras diferencias temporarias </div><div class=\"po0 fs32 cl2 l2873 t4411\" id=\"a18648\">9.951 </div><div class=\"po0 fs32 cl2 l2874 t4411\" id=\"a18650\">(736) </div><div class=\"po0 fs32 cl2 l2870 t4411\" id=\"a18652\">2.373 </div><div class=\"po0 fs32 cl2 l2871 t4411\" id=\"a18654\">(1.136) </div><div class=\"po0 fs32 cl2 l2872 t4411\" id=\"a18658\">10.452 </div><div class=\"po0 fs15 cl2 l2859 t4412\" id=\"a18660\">Total </div><div class=\"po0 fs15 cl2 l1227 t4412\" id=\"a18662\">58.320 </div><div class=\"po0 fs15 cl2 l1490 t4412\" id=\"a18664\">(5.844) </div><div class=\"po0 fs15 cl2 l2875 t4412\" id=\"a18666\">9.602 </div><div class=\"po0 fs15 cl2 l2876 t4412\" id=\"a18668\">(6.861) </div><div class=\"po0 fs15 cl2 l2877 t4412\" id=\"a18672\">55.217 </div><div class=\"po0 fs14 cl2 l367 t4413\" id=\"a18676\">En<div class=\"d0 w376\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>ejercicio<div class=\"d0 w282\">\u00a0</div>2024,<div class=\"d0 w278\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>disminuci\u00f3n<div class=\"d0 w160\">\u00a0</div>neta<div class=\"d0 w448\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l2878 t4414\" id=\"a18677\">\u201cActivos<div class=\"d0 w379\">\u00a0</div>por<div class=\"d0 w501\">\u00a0</div>Impuestos<div class=\"d0 w170\">\u00a0</div>Diferidos\u201d </div><div class=\"po0 fs14 cl2 l2879 t4413\" id=\"a18678\">por </div><div class=\"po0 fs14 cl2 l367 t4415\" id=\"a18679\">importe de<div class=\"d0 w9\">\u00a0</div>3.103 miles<div class=\"d0 w21\">\u00a0</div>de euros<div class=\"d0 w234\">\u00a0</div>recoge, principalmente, el<div class=\"d0 w295\">\u00a0</div>efecto de<div class=\"d0 w48\">\u00a0</div>la utilizaci\u00f3n de<div class=\"d0 w167\">\u00a0</div>cr\u00e9ditos </div><div class=\"po0 fs14 cl2 l367 t4416\" id=\"a18680\">fiscales activados en ejercicios anteriores y de las variaciones del<div class=\"d0 w395\">\u00a0</div>tipo de cambio, parcialmente </div><div class=\"po0 fs14 cl2 l367 t4417\" id=\"a18681\">compensado<div class=\"d0 w531\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>el<div class=\"d0 w373\">\u00a0</div>incremento<div class=\"d0 w477\">\u00a0</div>derivado<div class=\"d0 w388\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>diferencias<div class=\"d0 w170\">\u00a0</div>temporales<div class=\"d0 w339\">\u00a0</div>registradas<div class=\"d0 w469\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l367 t4418\" id=\"a18685\">activaci\u00f3n de cr\u00e9ditos fiscales<div class=\"d0 w567\">\u00a0</div>consecuencia de las<div class=\"d0 w556\">\u00a0</div>p\u00e9rdidas generadas en<div class=\"d0 w341\">\u00a0</div>el ejercicio en algunas </div><div class=\"po0 fs14 cl2 l367 t4419\" id=\"a18686\">sociedades del negocio de Santillana y Radio en Latinoam\u00e9rica.<div class=\"d0 w402\">\u00a0</div></div><div class=\"po0 fs14 cl2 l367 t4420\" id=\"a18689\">Los<div class=\"d0 w610\">\u00a0</div>importes<div class=\"d0 w216\">\u00a0</div>activados<div class=\"d0 w748\">\u00a0</div>m\u00e1s<div class=\"d0 w592\">\u00a0</div>significativos<div class=\"d0 w307\">\u00a0</div>han<div class=\"d0 w301\">\u00a0</div>sido<div class=\"d0 w592\">\u00a0</div>generados<div class=\"d0 w568\">\u00a0</div>principalmente<div class=\"d0 w594\">\u00a0</div>por<div class=\"d0 w660\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l367 t4421\" id=\"a18694\">sociedades de Latam. </div></div></div><div class=\"po1 w1171 h138 lh0\" id=\"TextBlockContainer3056\"><div class=\"po0 l342 t756 f0\" id=\"div_3053_XBRL_TS_b2006752e6434fa488acfe3df42ecdc8_1\"><div class=\"po1 w1171 h138 lh0\" id=\"TextBlockContainer3054\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2687 bgc0\">\u00a0</div>\n<div class=\"w1027 po0 h12 l1124 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1204 t2687 bgc0\">\u00a0</div>\n<div class=\"w1362 po0 h12 l2880 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2881 t2687 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1704 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2882 t2687 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2883 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2884 t2687 bgc0\">\u00a0</div>\n<div class=\"w1363 po0 h12 l2885 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2886 t2687 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l816 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h331 l1361 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h331 l1204 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h331 l2881 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h331 l2882 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h331 l2884 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h331 l2886 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h331 l2887 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3500 bgc0\">\u00a0</div>\n<div class=\"w1027 po0 h12 l1124 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1204 t3500 bgc0\">\u00a0</div>\n<div class=\"w1362 po0 h12 l2880 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2881 t3500 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1704 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2882 t3500 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2883 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2884 t3500 bgc0\">\u00a0</div>\n<div class=\"w1363 po0 h12 l2885 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2886 t3500 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l816 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1361 t494 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1204 t494 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2881 t494 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2882 t494 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2884 t494 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2886 t494 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2887 t494 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l1361 t4422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l1204 t4422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2881 t4422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2882 t4422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2884 t4422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2886 t4422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2887 t4422 bgc0\">\u00a0</div>\n<div class=\"w1364 po0 h224 l530 t2756 bgc3\">\u00a0</div>\n<div class=\"w1365 po0 h251 l2888 t4423 bgc3\">\u00a0</div>\n<div class=\"w1362 po0 h224 l2880 t2756 bgc3\">\u00a0</div>\n<div class=\"w1160 po0 h251 l2889 t4423 bgc3\">\u00a0</div>\n<div class=\"w989 po0 h224 l1704 t2756 bgc3\">\u00a0</div>\n<div class=\"w1359 po0 h251 l2890 t4423 bgc3\">\u00a0</div>\n<div class=\"w1366 po0 h224 l2891 t2756 bgc3\">\u00a0</div>\n<div class=\"w1275 po0 h251 l620 t4423 bgc3\">\u00a0</div>\n<div class=\"w1363 po0 h224 l2892 t2756 bgc3\">\u00a0</div>\n<div class=\"w1273 po0 h251 l2893 t4423 bgc3\">\u00a0</div>\n<div class=\"w1363 po0 h224 l1880 t2756 bgc3\">\u00a0</div>\n<div class=\"w1269 po0 h251 l2894 t4423 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t4424 bgc0\">\u00a0</div>\n<div class=\"w1027 po0 h12 l1124 t4424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1204 t4424 bgc0\">\u00a0</div>\n<div class=\"w1362 po0 h12 l2880 t4424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2881 t4424 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1704 t4424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2882 t4424 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2883 t4424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2884 t4424 bgc0\">\u00a0</div>\n<div class=\"w1363 po0 h12 l2885 t4424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2886 t4424 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l816 t4424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t4424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1361 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3192 bgc0\">\u00a0</div>\n<div class=\"w1027 po0 h12 l1124 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1204 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1204 t3192 bgc0\">\u00a0</div>\n<div class=\"w1362 po0 h12 l2880 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2881 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2881 t3192 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1704 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2882 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2882 t3192 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2883 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2884 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2884 t3192 bgc0\">\u00a0</div>\n<div class=\"w1363 po0 h12 l2885 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2886 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2886 t3192 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l816 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2887 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t3192 bgc0\">\u00a0</div>\n<div class=\"po1 w1171 z0\" id=\"TextContainer3054\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a18706\">2023- </div><div class=\"po0 fs14 cl2 l540 t3915\" id=\"a18709\">El siguiente cuadro muestra la procedencia y el importe de los activos por impuestos diferidos </div><div class=\"po0 fs14 cl2 l540 t2616\" id=\"a18711\">que se encontraban registrados al cierre del ejercicio 2023, en miles<div class=\"d0 w402\">\u00a0</div>de euros: </div><div class=\"po0 fs15 cl2 l2047 t4425\" id=\"a18715\">ACTIVOS POR IMPUESTOS </div><div class=\"po0 fs15 cl2 l2047 t4426\" id=\"a18716\">DIFERIDOS CON<div class=\"d0 w631\">\u00a0</div>ORIGEN EN: </div><div class=\"po0 fs15 cl2 l2895 t4427\" id=\"a18718\">31.12.2022 </div><div class=\"po0 fs15 cl2 l699 t4428\" id=\"a18720\">Ajustes por </div><div class=\"po0 fs15 cl2 l687 t4425\" id=\"a18721\">conversi\u00f3n/</div><div class=\"po0 fs15 cl2 l2126 t4426\" id=\"a18722\">Correcci\u00f3n </div><div class=\"po0 fs15 cl2 l935 t4429\" id=\"a18723\">monetaria </div><div class=\"po0 fs15 cl2 l1745 t4427\" id=\"a18725\">Adiciones </div><div class=\"po0 fs15 cl2 l982 t4427\" id=\"a18727\">Retiros </div><div class=\"po0 fs15 cl2 l646 t4427\" id=\"a18729\">31.12.2023 </div><div class=\"po0 fs32 cl2 l2047 t2622\" id=\"a18731\">Bases imponibles negativas<div class=\"d0 w426\">\u00a0</div>pendientes </div><div class=\"po0 fs32 cl2 l2896 t2622\" id=\"a18733\">13.614 </div><div class=\"po0 fs32 cl2 l2727 t2622\" id=\"a18735\">841 </div><div class=\"po0 fs32 cl2 l651 t2622\" id=\"a18737\">2.969 </div><div class=\"po0 fs32 cl2 l2897 t2622\" id=\"a18739\">(3.697) </div><div class=\"po0 fs32 cl2 l609 t2622\" id=\"a18741\">13.727 </div><div class=\"po0 fs32 cl2 l2047 t4430\" id=\"a18743\">Otras diferencias temporarias </div><div class=\"po0 fs32 cl2 l2896 t4430\" id=\"a18746\">41.365 </div><div class=\"po0 fs32 cl2 l2727 t4430\" id=\"a18748\">935 </div><div class=\"po0 fs32 cl2 l651 t4430\" id=\"a18750\">7.760 </div><div class=\"po0 fs32 cl2 l2897 t4430\" id=\"a18752\">(5.467) </div><div class=\"po0 fs32 cl2 l609 t4430\" id=\"a18756\">44.593 </div><div class=\"po0 fs15 cl2 l2047 t4431\" id=\"a18758\">Total </div><div class=\"po0 fs15 cl2 l2898 t4431\" id=\"a18760\">54.979 </div><div class=\"po0 fs15 cl2 l548 t4431\" id=\"a18762\">1.776 </div><div class=\"po0 fs15 cl2 l1097 t4431\" id=\"a18765\">10.729 </div><div class=\"po0 fs15 cl2 l2897 t4431\" id=\"a18768\">(9.164) </div><div class=\"po0 fs15 cl2 l2899 t4431\" id=\"a18770\">58.320 </div><div class=\"po0 fs14 cl2 l540 t4432\" id=\"a18773\">En el ejercicio<div class=\"d0 w621\">\u00a0</div>2023, el incremento<div class=\"d0 w559\">\u00a0</div>neto del<div class=\"d0 w341\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l2900 t4433\" id=\"a18774\">\u201cActivos por<div class=\"d0 w342\">\u00a0</div>Impuestos Diferidos\u201d</div><div class=\"po0 fs14 cl2 l569 t4432\" id=\"a18775\"><div class=\"d0 w907\">\u00a0</div>por importe </div><div class=\"po0 fs14 cl2 l540 t4181\" id=\"a18777\">de<div class=\"d0 w271\">\u00a0</div>3.341<div class=\"d0 w226\">\u00a0</div>miles<div class=\"d0 w382\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>fue<div class=\"d0 w335\">\u00a0</div>consecuencia<div class=\"d0 w288\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>registro<div class=\"d0 w285\">\u00a0</div>contable<div class=\"d0 w404\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>cr\u00e9ditos<div class=\"d0 w282\">\u00a0</div>fiscales<div class=\"d0 w3\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l540 t4434\" id=\"a18781\">p\u00e9rdidas generadas<div class=\"d0 w395\">\u00a0</div>en algunas<div class=\"d0 w18\">\u00a0</div>sociedades del<div class=\"d0 w20\">\u00a0</div>negocio de<div class=\"d0 w60\">\u00a0</div>Santillana en<div class=\"d0 w38\">\u00a0</div>Latinoam\u00e9rica, de las </div><div class=\"po0 fs14 cl2 l540 t4435\" id=\"a18782\">diferencias temporales registradas y de las variaciones de tipo<div class=\"d0 w402\">\u00a0</div>de cambio. </div><div class=\"po0 fs26 cl2 l540 t4436\" id=\"a18785\">An\u00e1lisis de recuperaci\u00f3n de cr\u00e9ditos fiscales </div><div class=\"po0 fs14 cl2 l540 t4437\" id=\"a18788\">Una vez realizado<div class=\"d0 w236\">\u00a0</div>el an\u00e1lisis de recuperaci\u00f3n<div class=\"d0 w361\">\u00a0</div>de cr\u00e9ditos fiscales en<div class=\"d0 w19\">\u00a0</div>diciembre de 2024, seg\u00fan </div><div class=\"po0 fs14 cl2 l540 t4438\" id=\"a18789\">el criterio<div class=\"d0 w9\">\u00a0</div>establecido por<div class=\"d0 w383\">\u00a0</div>la normativa<div class=\"d0 w345\">\u00a0</div>contable, no<div class=\"d0 w60\">\u00a0</div>se encuentran<div class=\"d0 w480\">\u00a0</div>activados en<div class=\"d0 w8\">\u00a0</div>el balance<div class=\"d0 w228\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l540 t4439\" id=\"a18790\">situaci\u00f3n consolidado cr\u00e9ditos<div class=\"d0 w295\">\u00a0</div>fiscales por deducciones<div class=\"d0 w26\">\u00a0</div>fiscales ni bases<div class=\"d0 w484\">\u00a0</div>imponibles negativas </div><div class=\"po0 fs14 cl2 l540 t4440\" id=\"a18792\">asociadas al consolidado fiscal espa\u00f1ol. </div><div class=\"po0 fs14 cl2 l540 t4441\" id=\"a18795\">El<div class=\"d0 w110\">\u00a0</div>an\u00e1lisis<div class=\"d0 w17\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>recuperaci\u00f3n de<div class=\"d0 w3\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>cr\u00e9ditos fiscales<div class=\"d0 w297\">\u00a0</div>est\u00e1 basado<div class=\"d0 w160\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>planes<div class=\"d0 w418\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>negocio y<div class=\"d0 w339\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l540 t4442\" id=\"a18796\">tratamiento<div class=\"d0 w335\">\u00a0</div>fiscal<div class=\"d0 w119\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>operaciones.<div class=\"d0 w517\">\u00a0</div>Los<div class=\"d0 w282\">\u00a0</div>planes<div class=\"d0 w483\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>negocio<div class=\"d0 w222\">\u00a0</div>tienen<div class=\"d0 w119\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>cuenta<div class=\"d0 w227\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>evoluci\u00f3n </div><div class=\"po0 fs14 cl2 l540 t4443\" id=\"a18797\">operativa de las sociedades, el desarrollo<div class=\"d0 w561\">\u00a0</div>de la estrategia del Grupo a medio<div class=\"d0 w532\">\u00a0</div>y largo plazo y las </div><div class=\"po0 fs14 cl2 l540 t4444\" id=\"a18799\">previsiones macroecon\u00f3micas y<div class=\"d0 w57\">\u00a0</div>sectoriales que afectan<div class=\"d0 w286\">\u00a0</div>a los<div class=\"d0 w110\">\u00a0</div>distintos negocios del<div class=\"d0 w234\">\u00a0</div>Grupo. En </div><div class=\"po0 fs14 cl2 l540 t3751\" id=\"a18800\">la<div class=\"d0 w189\">\u00a0</div>elaboraci\u00f3n<div class=\"d0 w745\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>los<div class=\"d0 w210\">\u00a0</div>planes<div class=\"d0 w941\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>negocio<div class=\"d0 w407\">\u00a0</div>se<div class=\"d0 w415\">\u00a0</div>han<div class=\"d0 w242\">\u00a0</div>tenido<div class=\"d0 w407\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>cuenta<div class=\"d0 w442\">\u00a0</div>previsiones<div class=\"d0 w242\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>estudios </div><div class=\"po0 fs14 cl2 l540 t4445\" id=\"a18801\">realizados por terceros.<div class=\"d0 w1367\">\u00a0</div></div><div class=\"po0 fs14 cl2 l540 t4446\" id=\"a18804\">En<div class=\"d0 w361\">\u00a0</div>relaci\u00f3n con<div class=\"d0 w485\">\u00a0</div>las perspectivas<div class=\"d0 w282\">\u00a0</div>macroecon\u00f3micas, el<div class=\"d0 w485\">\u00a0</div>entorno general<div class=\"d0 w482\">\u00a0</div>en el<div class=\"d0 w168\">\u00a0</div>ejercicio 2024<div class=\"d0 w338\">\u00a0</div>ha </div><div class=\"po0 fs14 cl2 l540 t4447\" id=\"a18805\">continuado<div class=\"d0 w231\">\u00a0</div>siendo<div class=\"d0 w539\">\u00a0</div>vol\u00e1til,<div class=\"d0 w480\">\u00a0</div>incierto,<div class=\"d0 w57\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>complejo<div class=\"d0 w60\">\u00a0</div>durante<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>a\u00f1o,<div class=\"d0 w419\">\u00a0</div>impactado<div class=\"d0 w18\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>elementos<div class=\"d0 w55\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l540 t4448\" id=\"a18806\">incertidumbre e<div class=\"d0 w281\">\u00a0</div>indeterminaci\u00f3n como<div class=\"d0 w282\">\u00a0</div>consecuencia, entre<div class=\"d0 w391\">\u00a0</div>otras cuestiones,<div class=\"d0 w288\">\u00a0</div>de las<div class=\"d0 w226\">\u00a0</div>tensiones </div><div class=\"po0 fs14 cl2 l540 t4449\" id=\"a18808\">por los conflictos<div class=\"d0 w619\">\u00a0</div>b\u00e9licos entre<div class=\"d0 w515\">\u00a0</div>Rusia y Ucrania<div class=\"d0 w966\">\u00a0</div>y en Oriente<div class=\"d0 w329\">\u00a0</div>Pr\u00f3ximo, as\u00ed como<div class=\"d0 w758\">\u00a0</div>por las tensiones </div><div class=\"po0 fs14 cl2 l540 t4450\" id=\"a18809\">geopol\u00edticas. Las perspectivas<div class=\"d0 w515\">\u00a0</div>seg\u00fan los informes<div class=\"d0 w558\">\u00a0</div>m\u00e1s recientes del Banco<div class=\"d0 w620\">\u00a0</div>Mundial indican que </div><div class=\"po0 fs14 cl2 l540 t4451\" id=\"a18810\">la econom\u00eda mundial se est\u00e1 asentando en tasas bajas de<div class=\"d0 w49\">\u00a0</div>crecimiento. Durante el ejercicio 2024 </div><div class=\"po0 fs14 cl2 l540 t4452\" id=\"a18813\">las tasas de<div class=\"d0 w31\">\u00a0</div>inflaci\u00f3n se han<div class=\"d0 w395\">\u00a0</div>moderado y los<div class=\"d0 w22\">\u00a0</div>tipos de inter\u00e9s han<div class=\"d0 w369\">\u00a0</div>bajado. En la<div class=\"d0 w234\">\u00a0</div>elaboraci\u00f3n los </div><div class=\"po0 fs14 cl2 l540 t4453\" id=\"a18815\">planes de negocio se han tenido en cuenta las previsiones<div class=\"d0 w516\">\u00a0</div>macroecon\u00f3micas de PIB e inflaci\u00f3n.<div class=\"d0 w1368\">\u00a0</div></div><div class=\"po0 fs14 cl2 l540 t2540\" id=\"a18818\">Para las previsiones de ingresos publicitarios de los<div class=\"d0 w375\">\u00a0</div>negocios del Grupo (Media), se han tenido </div><div class=\"po0 fs14 cl2 l540 t4454\" id=\"a18819\">en cuenta<div class=\"d0 w18\">\u00a0</div>las proyecciones de<div class=\"d0 w234\">\u00a0</div>los \u00faltimos informes<div class=\"d0 w395\">\u00a0</div>publicados del sector,<div class=\"d0 w63\">\u00a0</div>como el Informe<div class=\"d0 w234\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l540 t4455\" id=\"a18820\">PwC Media Outlook 2023-2027 o el informe de publicidad<div class=\"d0 w265\">\u00a0</div>de i2P. </div><div class=\"po0 fs14 cl2 l540 t4456\" id=\"a18829\">En<div class=\"d0 w237\">\u00a0</div>su<div class=\"d0 w166\">\u00a0</div>conjunto,<div class=\"d0 w234\">\u00a0</div>Radio<div class=\"d0 w389\">\u00a0</div>prev\u00e9<div class=\"d0 w237\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>sus<div class=\"d0 w245\">\u00a0</div>proyecciones<div class=\"d0 w404\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>crecimiento<div class=\"d0 w418\">\u00a0</div>publicitario<div class=\"d0 w333\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>base<div class=\"d0 w227\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l540 t4457\" id=\"a18830\">previsiones sectoriales y mejora<div class=\"d0 w39\">\u00a0</div>de la cuota de mercado basada<div class=\"d0 w21\">\u00a0</div>en la posici\u00f3n de<div class=\"d0 w38\">\u00a0</div>liderazgo de </div></div></div></div></div><div class=\"po1 w1373 h289 lh0\" id=\"TextBlockContainer3062\"><div class=\"po0 l342 t756 f0\" id=\"div_3059_XBRL_TS_b2006752e6434fa488acfe3df42ecdc8_2\"><div class=\"po1 w1373 h289 lh0\" id=\"TextBlockContainer3060\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2914 t4461 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2901 t4460 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2901 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2901 t4462 bgc0\">\u00a0</div>\n<div class=\"w1369 po0 h12 l2902 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2903 t4460 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2903 t4462 bgc0\">\u00a0</div>\n<div class=\"w1274 po0 h12 l2904 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2762 t4460 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2762 t4462 bgc0\">\u00a0</div>\n<div class=\"w1363 po0 h12 l2905 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2906 t4460 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2906 t4462 bgc0\">\u00a0</div>\n<div class=\"w1274 po0 h12 l2907 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2908 t4460 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2908 t4462 bgc0\">\u00a0</div>\n<div class=\"w1274 po0 h12 l2909 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2910 t4460 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2910 t4462 bgc0\">\u00a0</div>\n<div class=\"w1363 po0 h12 l2911 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2912 t4460 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2912 t4462 bgc0\">\u00a0</div>\n<div class=\"w1274 po0 h12 l2913 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2914 t4460 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2914 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2914 t4462 bgc0\">\u00a0</div>\n<div class=\"po1 w1373 z0\" id=\"TextContainer3060\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a18840\">las marcas. Adem\u00e1s, las proyecciones<div class=\"d0 w326\">\u00a0</div>prev\u00e9n crecimiento asociado al impulso<div class=\"d0 w498\">\u00a0</div>del audio digital </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a18841\">a trav\u00e9s del desarrollo del podcast y asociado al crecimiento<div class=\"d0 w561\">\u00a0</div>en la realizaci\u00f3n de eventos.<div class=\"d0 w754\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a18844\">Adicionalmente,<div class=\"d0 w18\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>Noticias las<div class=\"d0 w235\">\u00a0</div>proyecciones<div class=\"d0 w20\">\u00a0</div>consideran un<div class=\"d0 w232\">\u00a0</div>modelo de<div class=\"d0 w285\">\u00a0</div>negocio m\u00e1s<div class=\"d0 w468\">\u00a0</div>digital, </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a18845\">potenciando el<div class=\"d0 w7\">\u00a0</div>crecimiento de<div class=\"d0 w24\">\u00a0</div>las suscripciones<div class=\"d0 w24\">\u00a0</div>digitales y<div class=\"d0 w55\">\u00a0</div>el desarrollo<div class=\"d0 w32\">\u00a0</div>de negocios<div class=\"d0 w129\">\u00a0</div>digitales </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a18846\">especialmente relacionados con la Inteligencia Artificial.<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a18849\">Adem\u00e1s, se prev\u00e9 que los costes se mantengan estables en<div class=\"d0 w47\">\u00a0</div>el medio y largo plazo a pesar de la </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a18850\">inflaci\u00f3n.<div class=\"d0 w1370\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a18853\">En Santillana Latinoam\u00e9rica se<div class=\"d0 w480\">\u00a0</div>prev\u00e9 que contin\u00fae la<div class=\"d0 w368\">\u00a0</div>expansi\u00f3n de los sistemas<div class=\"d0 w30\">\u00a0</div>de ense\u00f1anza </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a18854\">incrementando el n\u00famero de suscripciones progresivamente e incrementando precios en l\u00ednea </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a18855\">con<div class=\"d0 w47\">\u00a0</div>el crecimiento<div class=\"d0 w343\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la inflaci\u00f3n.<div class=\"d0 w345\">\u00a0</div>En cuanto<div class=\"d0 w223\">\u00a0</div>a la<div class=\"d0 w475\">\u00a0</div>venta<div class=\"d0 w22\">\u00a0</div>did\u00e1ctica, se<div class=\"d0 w165\">\u00a0</div>espera que<div class=\"d0 w245\">\u00a0</div>se mantenga </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a18857\">estable en los<div class=\"d0 w201\">\u00a0</div>pr\u00f3ximos a\u00f1os con<div class=\"d0 w24\">\u00a0</div>un ligero crecimiento.<div class=\"d0 w295\">\u00a0</div>En relaci\u00f3n con<div class=\"d0 w55\">\u00a0</div>la venta institucional, </div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a18858\">las proyecciones se basan<div class=\"d0 w515\">\u00a0</div>en la evoluci\u00f3n hist\u00f3rica<div class=\"d0 w567\">\u00a0</div>de la venta institucional<div class=\"d0 w402\">\u00a0</div>de cada pa\u00eds y<div class=\"d0 w268\">\u00a0</div>se ha </div><div class=\"po0 fs14 cl2 l340 t1057\" id=\"a18859\">considerado<div class=\"d0 w543\">\u00a0</div>una<div class=\"d0 w98\">\u00a0</div>evoluci\u00f3n<div class=\"d0 w17\">\u00a0</div>continuista<div class=\"d0 w164\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>futuro,<div class=\"d0 w234\">\u00a0</div>considerando<div class=\"d0 w169\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>ven<div class=\"d0 w290\">\u00a0</div>afectados<div class=\"d0 w55\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t1059\" id=\"a18861\">ciclos educativos de ense\u00f1anza, especialmente en Brasil, d\u00f3nde el negocio<div class=\"d0 w532\">\u00a0</div>es m\u00e1s c\u00edclico. </div><div class=\"po0 fs14 cl2 l340 t1124\" id=\"a18864\">La evoluci\u00f3n de<div class=\"d0 w331\">\u00a0</div>los negocios<div class=\"d0 w332\">\u00a0</div>de Media<div class=\"d0 w326\">\u00a0</div>y Santillana<div class=\"d0 w341\">\u00a0</div>en Latinoam\u00e9rica<div class=\"d0 w325\">\u00a0</div>impacta en<div class=\"d0 w498\">\u00a0</div>los dividendos </div><div class=\"po0 fs14 cl2 l340 t1062\" id=\"a18865\">que dichas filiales pueden<div class=\"d0 w366\">\u00a0</div>repartir al Grupo en<div class=\"d0 w26\">\u00a0</div>Espa\u00f1a, afectado a su<div class=\"d0 w50\">\u00a0</div>vez por sus necesidades </div><div class=\"po0 fs14 cl2 l340 t1063\" id=\"a18866\">de caja. </div><div class=\"po0 fs14 cl2 l340 t1064\" id=\"a18869\">Finalmente,<div class=\"d0 w586\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>servicios<div class=\"d0 w339\">\u00a0</div>corporativos<div class=\"d0 w249\">\u00a0</div>continuar\u00e1n<div class=\"d0 w289\">\u00a0</div>reduciendo<div class=\"d0 w237\">\u00a0</div>sus<div class=\"d0 w612\">\u00a0</div>costes<div class=\"d0 w377\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>periodo<div class=\"d0 w377\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1065\" id=\"a18870\">proyecci\u00f3n. </div><div class=\"po0 fs26 cl2 l340 t1066\" id=\"a18873\">Pasivos por impuestos diferidos </div><div class=\"po0 fs25 cl2 l340 t1748\" id=\"a18876\">2024- </div><div class=\"po0 fs14 cl2 l340 t4463\" id=\"a18880\">El siguiente cuadro muestra la<div class=\"d0 w147\">\u00a0</div>procedencia y el importe de<div class=\"d0 w342\">\u00a0</div>los pasivos por impuestos<div class=\"d0 w268\">\u00a0</div>diferidos </div><div class=\"po0 fs14 cl2 l340 t4464\" id=\"a18881\">que se encuentran registrados al cierre del ejercicio 2024, en miles de<div class=\"d0 w392\">\u00a0</div>euros: </div><div class=\"po0 fs15 cl2 l1911 t4465\" id=\"a18884\">PASIVOS POR IMPUESTOS </div><div class=\"po0 fs15 cl2 l1911 t1358\" id=\"a18885\">DIFERIDOS CON<div class=\"d0 w631\">\u00a0</div>ORIGEN EN: </div><div class=\"po0 fs15 cl2 l1695 t4466\" id=\"a18887\">31.12.2023 </div><div class=\"po0 fs15 cl2 l1696 t4467\" id=\"a18889\">Ajustes por </div><div class=\"po0 fs15 cl2 l669 t4465\" id=\"a18890\">conversi\u00f3n/</div><div class=\"po0 fs15 cl2 l2920 t1358\" id=\"a18891\">Correcci\u00f3n </div><div class=\"po0 fs15 cl2 l2921 t4468\" id=\"a18892\">monetaria </div><div class=\"po0 fs15 cl2 l1024 t4466\" id=\"a18894\">Adiciones </div><div class=\"po0 fs15 cl2 l1902 t4466\" id=\"a18896\">Retiros </div><div class=\"po0 fs15 cl2 l689 t4466\" id=\"a18898\">Traspasos </div><div class=\"po0 fs15 cl2 l2922 t4466\" id=\"a18900\">31.12.2024 </div><div class=\"po0 fs32 cl2 l1911 t4469\" id=\"a18902\">Diferimiento por reinversi\u00f3n<div class=\"d0 w1371\">\u00a0</div>de </div><div class=\"po0 fs32 cl2 l1911 t4470\" id=\"a18903\">beneficios extraordinarios </div><div class=\"po0 fs32 cl2 l2923 t4471\" id=\"a18905\">930 </div><div class=\"po0 fs32 cl2 l1067 t4471\" id=\"a18907\">- </div><div class=\"po0 fs32 cl2 l2044 t4471\" id=\"a18909\">- </div><div class=\"po0 fs32 cl2 l2386 t4471\" id=\"a18911\">(38) </div><div class=\"po0 fs32 cl2 l666 t4471\" id=\"a18913\">- </div><div class=\"po0 fs32 cl2 l2924 t4471\" id=\"a18915\">892 </div><div class=\"po0 fs32 cl2 l1911 t2201\" id=\"a18917\">Diferente criterio </div><div class=\"po0 fs32 cl2 l1911 t4472\" id=\"a18918\">amortizaci\u00f3n/depreciaci\u00f3n<div class=\"d0 w490\">\u00a0</div>contable y </div><div class=\"po0 fs32 cl2 l1911 t4473\" id=\"a18919\">fiscal </div><div class=\"po0 fs32 cl2 l596 t4472\" id=\"a18921\">3.215 </div><div class=\"po0 fs32 cl2 l2925 t4472\" id=\"a18923\">(254) </div><div class=\"po0 fs32 cl2 l778 t4472\" id=\"a18925\">822 </div><div class=\"po0 fs32 cl2 l432 t4472\" id=\"a18927\">(290) </div><div class=\"po0 fs32 cl2 l926 t4472\" id=\"a18929\">5.886 </div><div class=\"po0 fs32 cl2 l710 t4472\" id=\"a18931\">9.379 </div><div class=\"po0 fs32 cl2 l1911 t4474\" id=\"a18933\">Diferente imputaci\u00f3n contable<div class=\"d0 w1372\">\u00a0</div>y fiscal </div><div class=\"po0 fs32 cl2 l1911 t4279\" id=\"a18934\">de ingresos y gastos </div><div class=\"po0 fs32 cl2 l596 t4475\" id=\"a18936\">8.598 </div><div class=\"po0 fs32 cl2 l2925 t4475\" id=\"a18938\">(449) </div><div class=\"po0 fs32 cl2 l778 t4475\" id=\"a18940\">277 </div><div class=\"po0 fs32 cl2 l2926 t4475\" id=\"a18942\">- </div><div class=\"po0 fs32 cl2 l1866 t4475\" id=\"a18944\">(5.886) </div><div class=\"po0 fs32 cl2 l710 t4475\" id=\"a18946\">2.540 </div><div class=\"po0 fs32 cl2 l1911 t4476\" id=\"a18948\">Otros </div><div class=\"po0 fs32 cl2 l596 t4476\" id=\"a18950\">9.394 </div><div class=\"po0 fs32 cl2 l2198 t4476\" id=\"a18952\">(64) </div><div class=\"po0 fs32 cl2 l2927 t4476\" id=\"a18954\">1.212 </div><div class=\"po0 fs32 cl2 l432 t4476\" id=\"a18956\">(633) </div><div class=\"po0 fs32 cl2 l666 t4476\" id=\"a18958\">- </div><div class=\"po0 fs32 cl2 l710 t4476\" id=\"a18960\">9.909 </div><div class=\"po0 fs15 cl2 l1911 t4477\" id=\"a18962\">Total </div><div class=\"po0 fs15 cl2 l977 t4477\" id=\"a18964\">22.137 </div><div class=\"po0 fs15 cl2 l923 t4477\" id=\"a18966\">(767) </div><div class=\"po0 fs15 cl2 l824 t4477\" id=\"a18968\">2.311 </div><div class=\"po0 fs15 cl2 l2054 t4477\" id=\"a18970\">(961) </div><div class=\"po0 fs15 cl2 l666 t4477\" id=\"a18972\">- </div><div class=\"po0 fs15 cl2 l2733 t4477\" id=\"a18974\">22.720 </div><div class=\"po0 fs14 cl2 l340 t4478\" id=\"a18977\">En el ejercicio<div class=\"d0 w621\">\u00a0</div>2024, el incremento<div class=\"d0 w559\">\u00a0</div>neto del<div class=\"d0 w341\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l2900 t4479\" id=\"a18978\">\u201cPasivos por Impuestos<div class=\"d0 w427\">\u00a0</div>Diferidos\u201d</div><div class=\"po0 fs14 cl2 l569 t4478\" id=\"a18979\"><div class=\"d0 w708\">\u00a0</div>por importe </div><div class=\"po0 fs14 cl2 l340 t4480\" id=\"a18981\">de 583 miles<div class=\"d0 w421\">\u00a0</div>de euros recoge, principalmente,<div class=\"d0 w8\">\u00a0</div>el diferente criterio de<div class=\"d0 w420\">\u00a0</div>registro contable y<div class=\"d0 w369\">\u00a0</div>fiscal </div></div></div></div></div><div class=\"po1 w198 h337 lh0\" id=\"TextBlockContainer3068\"><div class=\"po0 l342 t756 f0\" id=\"div_3065_XBRL_TS_b2006752e6434fa488acfe3df42ecdc8_3\"><div class=\"po1 w198 h337 lh0\" id=\"TextBlockContainer3066\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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l737 t3539 bgc0\">\u00a0</div>\n<div class=\"w904 po0 h12 l1334 t3539 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2886 t3539 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l816 t3539 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t3539 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l529 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t4486 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t4486 bgc0\">\u00a0</div>\n<div class=\"w1374 po0 h12 l530 t4486 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2928 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2928 t4486 bgc0\">\u00a0</div>\n<div class=\"w1056 po0 h12 l533 t4486 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2929 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2929 t4486 bgc0\">\u00a0</div>\n<div class=\"w1269 po0 h12 l2930 t4486 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2882 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2882 t4486 bgc0\">\u00a0</div>\n<div class=\"w1192 po0 h12 l2883 t4486 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l737 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l737 t4486 bgc0\">\u00a0</div>\n<div class=\"w904 po0 h12 l1334 t4486 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2886 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2886 t4486 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l816 t4486 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2887 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t4486 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t4486 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer3066\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a18991\">de determinadas provisiones,<div class=\"d0 w422\">\u00a0</div>gastos de amortizaci\u00f3n<div class=\"d0 w406\">\u00a0</div>por intangibles<div class=\"d0 w402\">\u00a0</div>y de determinadas ventas </div><div class=\"po0 fs14 cl2 l540 t816\" id=\"a18994\">institucionales en Brasil.<div class=\"d0 w437\">\u00a0</div></div><div class=\"po0 fs25 cl2 l540 t4487\" id=\"a18997\">2023- </div><div class=\"po0 fs14 cl2 l540 t1913\" id=\"a19000\">El siguiente cuadro<div class=\"d0 w146\">\u00a0</div>muestra la procedencia<div class=\"d0 w411\">\u00a0</div>y el importe<div class=\"d0 w479\">\u00a0</div>de los pasivos<div class=\"d0 w559\">\u00a0</div>por impuestos diferidos, </div><div class=\"po0 fs14 cl2 l540 t4488\" id=\"a19001\">que se encontraban registrados al cierre del ejercicio 2023, en<div class=\"d0 w406\">\u00a0</div>miles de euros: </div><div class=\"po0 fs15 cl2 l2047 t4489\" id=\"a19004\">PASIVOS POR IMPUESTOS </div><div class=\"po0 fs15 cl2 l2047 t4490\" id=\"a19005\">DIFERIDOS CON<div class=\"d0 w631\">\u00a0</div>ORIGEN EN: </div><div class=\"po0 fs15 cl2 l675 t4491\" id=\"a19007\">31.12.2022 </div><div class=\"po0 fs15 cl2 l687 t4492\" id=\"a19009\">Ajustes por </div><div class=\"po0 fs15 cl2 l868 t4489\" id=\"a19010\">conversi\u00f3n/</div><div class=\"po0 fs15 cl2 l2126 t4490\" id=\"a19011\">Correcci\u00f3n </div><div class=\"po0 fs15 cl2 l987 t4493\" id=\"a19012\">monetaria </div><div class=\"po0 fs15 cl2 l848 t4491\" id=\"a19014\">Adiciones </div><div class=\"po0 fs15 cl2 l2932 t4491\" id=\"a19016\">Retiros </div><div class=\"po0 fs15 cl2 l646 t4491\" id=\"a19018\">31.12.2023 </div><div class=\"po0 fs32 cl2 l2047 t4494\" id=\"a19020\">Diferimiento por reinversi\u00f3n<div class=\"d0 w1371\">\u00a0</div>de </div><div class=\"po0 fs32 cl2 l2047 t2625\" id=\"a19021\">beneficios extraordinarios </div><div class=\"po0 fs32 cl2 l2933 t4495\" id=\"a19023\">968 </div><div class=\"po0 fs32 cl2 l2934 t4495\" id=\"a19025\">- </div><div class=\"po0 fs32 cl2 l2427 t4495\" id=\"a19027\">- </div><div class=\"po0 fs32 cl2 l1448 t4495\" id=\"a19029\">(38) </div><div class=\"po0 fs32 cl2 l2935 t4495\" id=\"a19031\">930 </div><div class=\"po0 fs32 cl2 l2047 t4496\" id=\"a19033\">Amortizaci\u00f3n acelerada </div><div class=\"po0 fs32 cl2 l2936 t4496\" id=\"a19035\">2.422 </div><div class=\"po0 fs32 cl2 l2937 t4496\" id=\"a19037\">543 </div><div class=\"po0 fs32 cl2 l2938 t4496\" id=\"a19039\">338 </div><div class=\"po0 fs32 cl2 l1448 t4496\" id=\"a19041\">(88) </div><div class=\"po0 fs32 cl2 l2939 t4496\" id=\"a19043\">3.215 </div><div class=\"po0 fs32 cl2 l2047 t4497\" id=\"a19045\">Diferente imputaci\u00f3n contable<div class=\"d0 w1372\">\u00a0</div>y fiscal </div><div class=\"po0 fs32 cl2 l2047 t1765\" id=\"a19046\">de ingresos y gastos </div><div class=\"po0 fs32 cl2 l2936 t4498\" id=\"a19048\">5.511 </div><div class=\"po0 fs32 cl2 l856 t4498\" id=\"a19050\">21 </div><div class=\"po0 fs32 cl2 l354 t4498\" id=\"a19052\">3.066 </div><div class=\"po0 fs32 cl2 l2940 t4498\" id=\"a19054\">- </div><div class=\"po0 fs32 cl2 l2939 t4498\" id=\"a19056\">8.598 </div><div class=\"po0 fs32 cl2 l2047 t4499\" id=\"a19058\">Otros </div><div class=\"po0 fs32 cl2 l1963 t4499\" id=\"a19060\">10.993 </div><div class=\"po0 fs32 cl2 l2941 t4499\" id=\"a19062\">(1.333) </div><div class=\"po0 fs32 cl2 l2938 t4499\" id=\"a19064\">270 </div><div class=\"po0 fs32 cl2 l2217 t4499\" id=\"a19066\">(536) </div><div class=\"po0 fs32 cl2 l2939 t4499\" id=\"a19068\">9.394 </div><div class=\"po0 fs15 cl2 l2047 t4500\" id=\"a19070\">Total </div><div class=\"po0 fs15 cl2 l1742 t4500\" id=\"a19072\">19.894 </div><div class=\"po0 fs15 cl2 l2806 t4500\" id=\"a19074\">(769) </div><div class=\"po0 fs15 cl2 l2942 t4500\" id=\"a19076\">3.674 </div><div class=\"po0 fs15 cl2 l2217 t4500\" id=\"a19078\">(662) </div><div class=\"po0 fs15 cl2 l2109 t4500\" id=\"a19080\">22.137 </div><div class=\"po0 fs14 cl2 l540 t4501\" id=\"a19084\">En el ejercicio<div class=\"d0 w621\">\u00a0</div>2023, el incremento<div class=\"d0 w559\">\u00a0</div>neto del<div class=\"d0 w341\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l2943 t4502\" id=\"a19085\">\u201cPasivos por Impuestos<div class=\"d0 w427\">\u00a0</div>Diferidos\u201d</div><div class=\"po0 fs14 cl2 l2944 t4501\" id=\"a19086\"><div class=\"d0 w708\">\u00a0</div>por importe </div><div class=\"po0 fs14 cl2 l540 t4503\" id=\"a19088\">de 2.243 miles<div class=\"d0 w129\">\u00a0</div>de euros recog\u00eda, principalmente, el<div class=\"d0 w21\">\u00a0</div>diferente criterio de imputaci\u00f3n<div class=\"d0 w50\">\u00a0</div>contable y </div><div class=\"po0 fs14 cl2 l540 t4504\" id=\"a19089\">fiscal<div class=\"d0 w210\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>determinados<div class=\"d0 w448\">\u00a0</div>gastos<div class=\"d0 w505\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>amortizaci\u00f3n<div class=\"d0 w273\">\u00a0</div>por<div class=\"d0 w262\">\u00a0</div>intangibles<div class=\"d0 w699\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>determinadas<div class=\"d0 w432\">\u00a0</div>ventas </div><div class=\"po0 fs14 cl2 l540 t4505\" id=\"a19090\">institucionales en Brasil.<div class=\"d0 w437\">\u00a0</div></div><div class=\"po0 fs26 cl2 l540 t4506\" id=\"a19093\">Otros aspectos </div><div class=\"po0 fs14 cl2 l540 t4507\" id=\"a19096\">En el<div class=\"d0 w57\">\u00a0</div>ejercicio 2024 el<div class=\"d0 w366\">\u00a0</div>Grupo no registr\u00f3 ning\u00fan<div class=\"d0 w58\">\u00a0</div>pasivo por impuesto<div class=\"d0 w9\">\u00a0</div>diferido en relaci\u00f3n<div class=\"d0 w19\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l540 t4508\" id=\"a19099\">la<div class=\"d0 w59\">\u00a0</div>tributaci\u00f3n del<div class=\"d0 w482\">\u00a0</div>5%<div class=\"d0 w395\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los dividendos<div class=\"d0 w227\">\u00a0</div>que se<div class=\"d0 w377\">\u00a0</div>recibir\u00edan a<div class=\"d0 w226\">\u00a0</div>partir de<div class=\"d0 w291\">\u00a0</div>2024 por<div class=\"d0 w469\">\u00a0</div>las sociedades </div><div class=\"po0 fs14 cl2 l540 t4509\" id=\"a19100\">espa\u00f1olas en<div class=\"d0 w334\">\u00a0</div>la medida<div class=\"d0 w287\">\u00a0</div>en que<div class=\"d0 w247\">\u00a0</div>no se<div class=\"d0 w539\">\u00a0</div>estimaba que<div class=\"d0 w293\">\u00a0</div>se fuera<div class=\"d0 w232\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>derivar obligaci\u00f3n<div class=\"d0 w366\">\u00a0</div>tributaria al </div><div class=\"po0 fs14 cl2 l540 t4510\" id=\"a19103\">respecto conforme a la mejor estimaci\u00f3n de las bases imponibles. </div><div class=\"po0 fs14 cl2 l540 t4511\" id=\"a19106\">Los<div class=\"d0 w23\">\u00a0</div>activos y<div class=\"d0 w98\">\u00a0</div>pasivos fiscales<div class=\"d0 w394\">\u00a0</div>del balance<div class=\"d0 w485\">\u00a0</div>consolidado se<div class=\"d0 w421\">\u00a0</div>encuentran registrados<div class=\"d0 w171\">\u00a0</div>al cierre<div class=\"d0 w485\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l540 t4512\" id=\"a19107\">ejercicio 2024 a su valor estimado de recuperaci\u00f3n o cancelaci\u00f3n. </div><div class=\"po0 fs14 cl2 l540 t1407\" id=\"a19110\">No existen<div class=\"d0 w264\">\u00a0</div>importes significativos derivados de<div class=\"d0 w486\">\u00a0</div>diferencias temporales<div class=\"d0 w246\">\u00a0</div>asociadas a beneficios </div><div class=\"po0 fs14 cl2 l540 t4513\" id=\"a19111\">no distribuidos procedentes de<div class=\"d0 w532\">\u00a0</div>sociedades dependientes en jurisdicciones<div class=\"d0 w300\">\u00a0</div>en los que se aplican </div><div class=\"po0 fs14 cl2 l540 t4514\" id=\"a19112\">tipos<div class=\"d0 w417\">\u00a0</div>impositivos<div class=\"d0 w202\">\u00a0</div>diferentes,<div class=\"d0 w745\">\u00a0</div>por<div class=\"d0 w262\">\u00a0</div>las<div class=\"d0 w431\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>no<div class=\"d0 w431\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>hayan<div class=\"d0 w209\">\u00a0</div>reconocido<div class=\"d0 w202\">\u00a0</div>pasivos<div class=\"d0 w565\">\u00a0</div>por<div class=\"d0 w510\">\u00a0</div>impuestos </div><div class=\"po0 fs14 cl2 l341 t4515\" id=\"a19114\">diferidos.</div></div></div></div></div><div class=\"po1 w198 h339 lh0\" id=\"TextBlockContainer3071\"><div class=\"w89 po0 h12 l2946 t2831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2946 t2831 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h12 l2947 t2831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2948 t2831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2948 t2831 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2946 t2829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2948 t2829 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2949 t4516 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2949 t4516 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l711 t4516 bgc0\">\u00a0</div>\n<div class=\"w1381 po0 h12 l2950 t4516 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2946 t4516 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h12 l2947 t4516 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2948 t4516 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l2949 t13 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l2946 t13 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l2948 t13 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h83 l1713 t4517 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4518 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l2949 t4519 bgc0\">\u00a0</div>\n<div class=\"w1383 po0 h12 l711 t4519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2946 t4519 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h12 l2947 t4519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2948 t4519 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2949 t4517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2946 t4517 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2948 t4517 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t3078 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4520 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t3078 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t3078 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t3078 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4521 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4251 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4521 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4521 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4521 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4522 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4253 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4522 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4522 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4522 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4523 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4524 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4523 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4523 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4523 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4525 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4526 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4525 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4525 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4525 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4527 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4528 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4527 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4527 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4527 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4529 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t989 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4529 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4529 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4529 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t3208 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4530 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t3208 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t3208 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4531 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4532 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4531 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4531 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4531 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4533 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4534 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4533 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4533 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4533 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4535 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4536 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4535 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4535 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4535 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4537 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4538 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4537 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4537 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4537 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4539 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4540 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4539 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4539 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4539 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t2111 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4343 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t2111 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t2111 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t2111 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4541 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t1830 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4541 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4541 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4541 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4542 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t3284 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4542 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4542 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4542 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t2947 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t3579 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t2947 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t2947 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4543 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4544 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4543 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4543 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4543 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4545 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4546 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4545 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4545 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4545 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4547 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4548 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4547 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4547 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4547 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4549 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t460 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4549 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4549 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4549 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t2497 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t3584 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t2497 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t2497 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t2497 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t2498 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h294 l1714 t2499 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t2498 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t2498 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t2498 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4550 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4551 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4550 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4550 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4465 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4552 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4465 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4465 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4465 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4553 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t2466 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4553 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4553 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4553 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h41 l1713 t4554 bgc1\">\u00a0</div>\n<div class=\"w1382 po0 h251 l1714 t4555 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h41 l2949 t4554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2946 t4554 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2948 t4554 bgc0\">\u00a0</div>\n<div class=\"w1384 po0 h83 l711 t4556 bgc7\">\u00a0</div>\n<div class=\"w1385 po0 h37 l2951 t4557 bgc7\">\u00a0</div>\n<div class=\"w1380 po0 h83 l1713 t4556 bgc7\">\u00a0</div>\n<div class=\"w1382 po0 h37 l1714 t4557 bgc7\">\u00a0</div>\n<div class=\"w89 po0 h12 l2949 t4558 bgc0\">\u00a0</div>\n<div class=\"w1383 po0 h12 l711 t4558 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2946 t4558 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h12 l2947 t4558 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2948 t4558 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2949 t4556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2949 t4559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2949 t4559 bgc0\">\u00a0</div>\n<div class=\"w1383 po0 h12 l711 t4559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2946 t4556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2946 t4559 bgc0\">\u00a0</div>\n<div class=\"w1380 po0 h12 l2947 t4559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2948 t4556 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2948 t4559 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2948 t4559 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer3071\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a19126\">Se muestra,<div class=\"d0 w27\">\u00a0</div>a continuaci\u00f3n, en<div class=\"d0 w234\">\u00a0</div>miles de euros,<div class=\"d0 w164\">\u00a0</div>el detalle de<div class=\"d0 w110\">\u00a0</div>las bases<div class=\"d0 w39\">\u00a0</div>imponibles negativas de </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a19127\">ejercicios<div class=\"d0 w27\">\u00a0</div>anteriores<div class=\"d0 w234\">\u00a0</div>susceptibles<div class=\"d0 w9\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>compensaci\u00f3n con<div class=\"d0 w4\">\u00a0</div>beneficios futuros<div class=\"d0 w339\">\u00a0</div>procedentes<div class=\"d0 w22\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a19128\">sociedades espa\u00f1olas, especificando el a\u00f1o de generaci\u00f3n: </div><div class=\"po0 fs15 cl2 l1963 t4560\" id=\"a19132\">31.12.2024 </div><div class=\"po0 fs15 cl2 l2952 t4561\" id=\"a19134\">A\u00f1o </div><div class=\"po0 fs15 cl2 l2953 t4562\" id=\"a19135\">Generaci\u00f3n </div><div class=\"po0 fs15 cl2 l2954 t4561\" id=\"a19137\">Importe no </div><div class=\"po0 fs15 cl2 l2955 t4562\" id=\"a19138\">activado </div><div class=\"po0 fs32 cl2 l2265 t3422\" id=\"a19140\">1999 </div><div class=\"po0 fs32 cl2 l2956 t3422\" id=\"a19142\">84 </div><div class=\"po0 fs32 cl2 l2265 t4563\" id=\"a19144\">2000 </div><div class=\"po0 fs32 cl2 l2957 t4563\" id=\"a19146\">1.200 </div><div class=\"po0 fs32 cl2 l2265 t4564\" id=\"a19148\">2001 </div><div class=\"po0 fs32 cl2 l2958 t4564\" id=\"a19150\">744 </div><div class=\"po0 fs32 cl2 l2265 t4565\" id=\"a19152\">2002 </div><div class=\"po0 fs32 cl2 l2958 t4565\" id=\"a19154\">890 </div><div class=\"po0 fs32 cl2 l2265 t4566\" id=\"a19156\">2003 </div><div class=\"po0 fs32 cl2 l2957 t4566\" id=\"a19158\">1.435 </div><div class=\"po0 fs32 cl2 l2265 t4567\" id=\"a19160\">2004 </div><div class=\"po0 fs32 cl2 l2957 t4567\" id=\"a19162\">1.676 </div><div class=\"po0 fs32 cl2 l2265 t4568\" id=\"a19164\">2005 </div><div class=\"po0 fs32 cl2 l2958 t4568\" id=\"a19166\">752 </div><div class=\"po0 fs32 cl2 l2265 t4569\" id=\"a19168\">2006 </div><div class=\"po0 fs32 cl2 l2957 t4569\" id=\"a19170\">1.306 </div><div class=\"po0 fs32 cl2 l2265 t4570\" id=\"a19172\">2007 </div><div class=\"po0 fs32 cl2 l2956 t4570\" id=\"a19174\">71 </div><div class=\"po0 fs32 cl2 l2265 t4571\" id=\"a19176\">2008 </div><div class=\"po0 fs32 cl2 l2958 t4571\" id=\"a19178\">524 </div><div class=\"po0 fs32 cl2 l2265 t4572\" id=\"a19180\">2009 </div><div class=\"po0 fs32 cl2 l2958 t4572\" id=\"a19182\">212 </div><div class=\"po0 fs32 cl2 l2265 t4573\" id=\"a19184\">2010 </div><div class=\"po0 fs32 cl2 l2956 t4573\" id=\"a19186\">58 </div><div class=\"po0 fs32 cl2 l2265 t4574\" id=\"a19188\">2011 </div><div class=\"po0 fs32 cl2 l1094 t4574\" id=\"a19190\">137.503 </div><div class=\"po0 fs32 cl2 l2265 t4575\" id=\"a19192\">2012 </div><div class=\"po0 fs32 cl2 l1094 t4575\" id=\"a19194\">249.690 </div><div class=\"po0 fs32 cl2 l2265 t4576\" id=\"a19196\">2013 </div><div class=\"po0 fs32 cl2 l979 t4576\" id=\"a19198\">44.216 </div><div class=\"po0 fs32 cl2 l2265 t4577\" id=\"a19200\">2014 </div><div class=\"po0 fs32 cl2 l979 t4577\" id=\"a19202\">36.823 </div><div class=\"po0 fs32 cl2 l2265 t4578\" id=\"a19204\">2015 </div><div class=\"po0 fs32 cl2 l1094 t4578\" id=\"a19206\">626.769 </div><div class=\"po0 fs32 cl2 l2265 t4579\" id=\"a19208\">2016 </div><div class=\"po0 fs32 cl2 l2958 t4579\" id=\"a19210\">100 </div><div class=\"po0 fs32 cl2 l2265 t4580\" id=\"a19212\">2017 </div><div class=\"po0 fs32 cl2 l1094 t4580\" id=\"a19214\">155.874 </div><div class=\"po0 fs32 cl2 l2265 t4581\" id=\"a19216\">2018 </div><div class=\"po0 fs32 cl2 l979 t4581\" id=\"a19218\">42.957 </div><div class=\"po0 fs32 cl2 l2265 t4443\" id=\"a19220\">2019 </div><div class=\"po0 fs32 cl2 l979 t4443\" id=\"a19222\">31.965 </div><div class=\"po0 fs32 cl2 l2265 t1135\" id=\"a19224\">2020 </div><div class=\"po0 fs32 cl2 l979 t1135\" id=\"a19226\">60.293 </div><div class=\"po0 fs32 cl2 l2265 t4582\" id=\"a19228\">2021 </div><div class=\"po0 fs32 cl2 l979 t4582\" id=\"a19230\">65.584 </div><div class=\"po0 fs32 cl2 l2265 t4583\" id=\"a19232\">2022 </div><div class=\"po0 fs32 cl2 l979 t4583\" id=\"a19234\">41.670 </div><div class=\"po0 fs32 cl2 l2265 t4584\" id=\"a19236\">2023 </div><div class=\"po0 fs32 cl2 l2957 t4584\" id=\"a19238\">3.536 </div><div class=\"po0 fs32 cl2 l2265 t4585\" id=\"a19240\">2023 (DA 19LIS) </div><div class=\"po0 fs32 cl2 l979 t4585\" id=\"a19242\">43.093 </div><div class=\"po0 fs32 cl2 l2265 t4586\" id=\"a19244\">2024 </div><div class=\"po0 fs32 cl2 l1094 t4586\" id=\"a19246\">245.612 </div><div class=\"po0 fs32 cl2 l2265 t4587\" id=\"a19248\">2024 (DA 19LIS) </div><div class=\"po0 fs32 cl2 l1094 t4587\" id=\"a19250\">302.692 </div><div class=\"po0 fs15 cl2 l2265 t4588\" id=\"a19252\">Total </div><div class=\"po0 fs15 cl2 l2959 t4588\" id=\"a19254\">2.097.329 </div></div></div><div class=\"po1 w198 h340 lh0\" id=\"TextBlockContainer3074\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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h338 l1850 t4624 bgc1\">\u00a0</div>\n<div class=\"w1387 po0 h27 l1763 t4625 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t4626 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l1124 t4626 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2960 t4626 bgc0\">\u00a0</div>\n<div class=\"w855 po0 h12 l467 t4626 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2961 t4626 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l2178 t4626 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2962 t4626 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l2179 t4626 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2963 t4626 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l2180 t4626 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1173 t4626 bgc0\">\u00a0</div>\n<div class=\"w855 po0 h12 l1174 t4626 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2964 t4626 bgc0\">\u00a0</div>\n<div class=\"w876 po0 h12 l2183 t4626 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2965 t4626 bgc0\">\u00a0</div>\n<div class=\"w855 po0 h12 l2966 t4626 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1723 t4626 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l2967 t4626 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2968 t4626 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l1850 t4626 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2969 t4626 bgc0\">\u00a0</div>\n<div class=\"w998 po0 h12 l2970 t4626 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2971 t4626 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l1361 t4624 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l2960 t4624 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l2961 t4624 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l2962 t4624 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l2963 t4624 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l1173 t4624 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l2964 t4624 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l2965 t4624 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l1723 t4624 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l2968 t4624 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l2969 t4624 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h338 l2971 t4624 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h226 l2972 t4627 bgc1\">\u00a0</div>\n<div class=\"w801 po0 h51 l2973 t4628 bgc1\">\u00a0</div>\n<div class=\"w796 po0 h226 l2178 t4627 bgc1\">\u00a0</div>\n<div class=\"w801 po0 h51 l2974 t4628 bgc1\">\u00a0</div>\n<div class=\"w796 po0 h226 l2179 t4627 bgc1\">\u00a0</div>\n<div class=\"w1179 po0 h51 l2975 t4628 bgc1\">\u00a0</div>\n<div class=\"w855 po0 h226 l2180 t4627 bgc1\">\u00a0</div>\n<div class=\"w1387 po0 h51 l2976 t4628 bgc1\">\u00a0</div>\n<div class=\"w796 po0 h226 l2181 t4627 bgc1\">\u00a0</div>\n<div class=\"w1387 po0 h51 l797 t4628 bgc1\">\u00a0</div>\n<div class=\"w870 po0 h226 l2183 t4627 bgc1\">\u00a0</div>\n<div class=\"w877 po0 h51 l2977 t4628 bgc1\">\u00a0</div>\n<div class=\"w796 po0 h226 l2978 t4627 bgc1\">\u00a0</div>\n<div class=\"w801 po0 h51 l2979 t4628 bgc1\">\u00a0</div>\n<div class=\"w796 po0 h226 l2967 t4627 bgc1\">\u00a0</div>\n<div class=\"w1387 po0 h51 l2980 t4628 bgc1\">\u00a0</div>\n<div class=\"w796 po0 h226 l1850 t4627 bgc1\">\u00a0</div>\n<div class=\"w1179 po0 h51 l1763 t4628 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h226 l1361 t4627 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l2960 t4627 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l2961 t4627 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l2962 t4627 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l2963 t4627 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1173 t4627 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l2964 t4627 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l2965 t4627 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l1723 t4627 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l2968 t4627 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l2969 t4627 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h226 l2971 t4627 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h177 l2972 t1609 bgc1\">\u00a0</div>\n<div class=\"w801 po0 h51 l2973 t4629 bgc1\">\u00a0</div>\n<div class=\"w796 po0 h177 l2178 t1609 bgc1\">\u00a0</div>\n<div class=\"w801 po0 h51 l2974 t4629 bgc1\">\u00a0</div>\n<div class=\"w796 po0 h177 l2179 t1609 bgc1\">\u00a0</div>\n<div class=\"w1179 po0 h51 l2975 t4629 bgc1\">\u00a0</div>\n<div class=\"w855 po0 h177 l2180 t1609 bgc1\">\u00a0</div>\n<div class=\"w1179 po0 h51 l2976 t4629 bgc1\">\u00a0</div>\n<div class=\"w796 po0 h177 l2181 t1609 bgc1\">\u00a0</div>\n<div class=\"w801 po0 h51 l797 t4629 bgc1\">\u00a0</div>\n<div class=\"w870 po0 h177 l2183 t1609 bgc1\">\u00a0</div>\n<div class=\"w877 po0 h51 l2977 t4629 bgc1\">\u00a0</div>\n<div class=\"w796 po0 h177 l2978 t1609 bgc1\">\u00a0</div>\n<div class=\"w801 po0 h51 l2979 t4629 bgc1\">\u00a0</div>\n<div class=\"w796 po0 h177 l2967 t1609 bgc1\">\u00a0</div>\n<div class=\"w801 po0 h51 l2980 t4629 bgc1\">\u00a0</div>\n<div class=\"w796 po0 h177 l1850 t1609 bgc1\">\u00a0</div>\n<div class=\"w1179 po0 h51 l1763 t4630 bgc1\">\u00a0</div>\n<div class=\"w1179 po0 h51 l1763 t4629 bgc1\">\u00a0</div>\n<div class=\"w1179 po0 h27 l1763 t4631 bgc1\">\u00a0</div>\n<div class=\"w89 po0 h177 l1361 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t4632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t4632 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l1124 t4632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l2960 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2960 t4632 bgc0\">\u00a0</div>\n<div class=\"w855 po0 h12 l467 t4632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l2961 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2961 t4632 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l2178 t4632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l2962 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2962 t4632 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l2179 t4632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l2963 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2963 t4632 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l2180 t4632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1173 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1173 t4632 bgc0\">\u00a0</div>\n<div class=\"w855 po0 h12 l1174 t4632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l2964 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2964 t4632 bgc0\">\u00a0</div>\n<div class=\"w876 po0 h12 l2183 t4632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l2965 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2965 t4632 bgc0\">\u00a0</div>\n<div class=\"w855 po0 h12 l2966 t4632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l1723 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1723 t4632 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l2967 t4632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l2968 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2968 t4632 bgc0\">\u00a0</div>\n<div class=\"w796 po0 h12 l1850 t4632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l2969 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2969 t4632 bgc0\">\u00a0</div>\n<div class=\"w998 po0 h12 l2970 t4632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h177 l2971 t1609 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2971 t4632 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2971 t4632 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer3074\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a19267\">La Disposici\u00f3n Adicional<div class=\"d0 w559\">\u00a0</div>19\u00aa de la<div class=\"d0 w478\">\u00a0</div>Ley del<div class=\"d0 w265\">\u00a0</div>Impuesto sobre<div class=\"d0 w561\">\u00a0</div>Sociedades, en la<div class=\"d0 w266\">\u00a0</div>redacci\u00f3n dada<div class=\"d0 w329\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a19272\">la Ley<div class=\"d0 w233\">\u00a0</div>7/2024, establece que<div class=\"d0 w367\">\u00a0</div>con efectos<div class=\"d0 w201\">\u00a0</div>en los<div class=\"d0 w283\">\u00a0</div>ejercicios 2023,<div class=\"d0 w27\">\u00a0</div>2024 y<div class=\"d0 w333\">\u00a0</div>2025, la<div class=\"d0 w59\">\u00a0</div>base imponible </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a19273\">del<div class=\"d0 w368\">\u00a0</div>Grupo<div class=\"d0 w290\">\u00a0</div>fiscal<div class=\"d0 w31\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>determinar\u00e1<div class=\"d0 w18\">\u00a0</div>sumando<div class=\"d0 w229\">\u00a0</div>las<div class=\"d0 w361\">\u00a0</div>bases<div class=\"d0 w172\">\u00a0</div>imponibles<div class=\"d0 w18\">\u00a0</div>positivas<div class=\"d0 w368\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>cincuenta<div class=\"d0 w129\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a19274\">ciento<div class=\"d0 w168\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>las<div class=\"d0 w376\">\u00a0</div>bases<div class=\"d0 w482\">\u00a0</div>imponibles<div class=\"d0 w380\">\u00a0</div>negativas<div class=\"d0 w166\">\u00a0</div>individuales.<div class=\"d0 w380\">\u00a0</div>El<div class=\"d0 w339\">\u00a0</div>importe<div class=\"d0 w373\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>bases<div class=\"d0 w6\">\u00a0</div>imponibles </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a19277\">negativas<div class=\"d0 w344\">\u00a0</div>individuales<div class=\"d0 w57\">\u00a0</div>no<div class=\"d0 w475\">\u00a0</div>incluidas<div class=\"d0 w543\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>base<div class=\"d0 w228\">\u00a0</div>imponible<div class=\"d0 w57\">\u00a0</div>del<div class=\"d0 w368\">\u00a0</div>grupo<div class=\"d0 w344\">\u00a0</div>fiscal<div class=\"d0 w63\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>aplicaci\u00f3n<div class=\"d0 w129\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a19278\">dicha Disposici\u00f3n se<div class=\"d0 w34\">\u00a0</div>integrar\u00e1 en la<div class=\"d0 w47\">\u00a0</div>base imponible del Grupo por<div class=\"d0 w31\">\u00a0</div>partes iguales en cada<div class=\"d0 w22\">\u00a0</div>uno </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a19279\">de los diez primeros periodos impositivos que se inicien a partir del 1 de enero de 2024, 2025 y </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a19281\">2026 respectivamente. </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a19284\">El detalle de<div class=\"d0 w484\">\u00a0</div>las bases<div class=\"d0 w383\">\u00a0</div>imponibles negativas pendientes<div class=\"d0 w39\">\u00a0</div>de compensar, correspondientes<div class=\"d0 w49\">\u00a0</div>a las </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a19285\">sociedades extranjeras<div class=\"d0 w39\">\u00a0</div>del Grupo, se<div class=\"d0 w264\">\u00a0</div>muestra a<div class=\"d0 w48\">\u00a0</div>continuaci\u00f3n, desglosado por<div class=\"d0 w30\">\u00a0</div>pa\u00edses, en miles </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a19287\">de euros: </div><div class=\"po0 fs36 cl2 l2982 t4633\" id=\"a19290\">A\u00f1o </div><div class=\"po0 fs36 cl2 l2983 t4634\" id=\"a19291\">Generaci\u00f3</div><div class=\"po0 fs36 cl2 l1993 t4635\" id=\"a19292\">n </div><div class=\"po0 fs36 cl2 l1838 t4634\" id=\"a19294\">Argentina </div><div class=\"po0 fs36 cl2 l1034 t4634\" id=\"a19296\">Brasil </div><div class=\"po0 fs36 cl2 l1090 t4634\" id=\"a19298\">Chile </div><div class=\"po0 fs36 cl2 l2984 t4634\" id=\"a19300\">Colombia </div><div class=\"po0 fs36 cl2 l1070 t4634\" id=\"a19302\">Ecuador </div><div class=\"po0 fs36 cl2 l2985 t4634\" id=\"a19304\">Guatemala </div><div class=\"po0 fs36 cl2 l2986 t4634\" id=\"a19306\">M\u00e9xico </div><div class=\"po0 fs36 cl2 l592 t4633\" id=\"a19308\">Rep\u00fablica </div><div class=\"po0 fs36 cl2 l2987 t4634\" id=\"a19309\">Dominica</div><div class=\"po0 fs36 cl2 l2988 t4635\" id=\"a19310\">na </div><div class=\"po0 fs36 cl2 l588 t4634\" id=\"a19312\">USA </div><div class=\"po0 fs36 cl2 l926 t4634\" id=\"a19314\">TOTAL </div><div class=\"po0 fs20 cl2 l1734 t4636\" id=\"a19316\">2004 </div><div class=\"po0 fs40 cl2 l2989 t4637\" id=\"a19318\">- </div><div class=\"po0 fs40 cl2 l1343 t4637\" id=\"a19320\">- </div><div class=\"po0 fs20 cl2 l1770 t4636\" id=\"a19322\">- </div><div class=\"po0 fs20 cl2 l1066 t4636\" id=\"a19324\">- </div><div class=\"po0 fs20 cl2 l649 t4636\" id=\"a19326\">- </div><div class=\"po0 fs20 cl2 l2990 t4636\" id=\"a19328\">- </div><div class=\"po0 fs20 cl2 l2991 t4636\" id=\"a19330\">- </div><div class=\"po0 fs20 cl2 l1977 t4636\" id=\"a19332\">- </div><div class=\"po0 fs20 cl2 l2992 t4636\" id=\"a19334\">555 </div><div class=\"po0 fs48 cl2 l2109 t4638\" id=\"a19336\">555 </div><div class=\"po0 fs20 cl2 l1734 t4639\" id=\"a19338\">2005 </div><div class=\"po0 fs40 cl2 l2989 t4640\" id=\"a19340\">- </div><div class=\"po0 fs40 cl2 l1343 t4640\" id=\"a19342\">- </div><div class=\"po0 fs20 cl2 l2993 t4639\" id=\"a19344\">339 </div><div class=\"po0 fs20 cl2 l1066 t4639\" id=\"a19346\">- </div><div class=\"po0 fs20 cl2 l649 t4639\" id=\"a19348\">- </div><div class=\"po0 fs20 cl2 l2990 t4639\" id=\"a19350\">- </div><div class=\"po0 fs20 cl2 l2991 t4639\" id=\"a19352\">- </div><div class=\"po0 fs20 cl2 l1977 t4639\" id=\"a19354\">- </div><div class=\"po0 fs20 cl2 l593 t4639\" id=\"a19356\">1.740 </div><div class=\"po0 fs48 cl2 l2994 t4641\" id=\"a19358\">2.079 </div><div class=\"po0 fs20 cl2 l1734 t4642\" id=\"a19360\">2006 </div><div class=\"po0 fs40 cl2 l2989 t4643\" id=\"a19362\">- </div><div class=\"po0 fs40 cl2 l1343 t4643\" id=\"a19364\">- </div><div class=\"po0 fs20 cl2 l1001 t4642\" id=\"a19366\">1 </div><div class=\"po0 fs20 cl2 l1066 t4642\" id=\"a19368\">- </div><div class=\"po0 fs20 cl2 l649 t4642\" id=\"a19370\">- </div><div class=\"po0 fs20 cl2 l2990 t4642\" id=\"a19372\">- </div><div class=\"po0 fs20 cl2 l2991 t4642\" id=\"a19374\">- </div><div class=\"po0 fs20 cl2 l1977 t4642\" id=\"a19376\">- </div><div class=\"po0 fs20 cl2 l593 t4642\" id=\"a19378\">6.742 </div><div class=\"po0 fs48 cl2 l2994 t4644\" id=\"a19380\">6.743 </div><div class=\"po0 fs20 cl2 l1734 t4645\" id=\"a19382\">2007 </div><div class=\"po0 fs40 cl2 l2989 t4646\" id=\"a19384\">- </div><div class=\"po0 fs20 cl2 l557 t4645\" id=\"a19387\">21 </div><div class=\"po0 fs20 cl2 l1066 t4645\" id=\"a19389\">- </div><div class=\"po0 fs20 cl2 l649 t4645\" id=\"a19391\">- </div><div class=\"po0 fs20 cl2 l2990 t4645\" id=\"a19393\">- </div><div class=\"po0 fs20 cl2 l2991 t4645\" id=\"a19395\">- </div><div class=\"po0 fs20 cl2 l1977 t4645\" id=\"a19397\">- </div><div class=\"po0 fs20 cl2 l593 t4645\" id=\"a19399\">5.336 </div><div class=\"po0 fs48 cl2 l2994 t4647\" id=\"a19401\">5.357 </div><div class=\"po0 fs20 cl2 l1734 t4648\" id=\"a19403\">2008 </div><div class=\"po0 fs40 cl2 l2989 t4649\" id=\"a19405\">- </div><div class=\"po0 fs20 cl2 l557 t4648\" id=\"a19408\">28 </div><div class=\"po0 fs20 cl2 l1066 t4648\" id=\"a19410\">- </div><div class=\"po0 fs20 cl2 l649 t4648\" id=\"a19412\">- </div><div class=\"po0 fs20 cl2 l2990 t4648\" id=\"a19414\">- </div><div class=\"po0 fs20 cl2 l2991 t4648\" id=\"a19416\">- </div><div class=\"po0 fs20 cl2 l1977 t4648\" id=\"a19418\">- </div><div class=\"po0 fs20 cl2 l593 t4648\" id=\"a19420\">3.897 </div><div class=\"po0 fs48 cl2 l2994 t4650\" id=\"a19422\">3.925 </div><div class=\"po0 fs20 cl2 l1734 t4651\" id=\"a19424\">2009 </div><div class=\"po0 fs40 cl2 l2989 t4652\" id=\"a19426\">- </div><div class=\"po0 fs20 cl2 l557 t4651\" id=\"a19429\">21 </div><div class=\"po0 fs20 cl2 l1066 t4651\" id=\"a19431\">- </div><div class=\"po0 fs20 cl2 l649 t4651\" id=\"a19433\">- </div><div class=\"po0 fs20 cl2 l2990 t4651\" id=\"a19435\">- </div><div class=\"po0 fs20 cl2 l2991 t4651\" id=\"a19437\">- </div><div class=\"po0 fs20 cl2 l1977 t4651\" id=\"a19439\">- </div><div class=\"po0 fs20 cl2 l593 t4651\" id=\"a19441\">3.963 </div><div class=\"po0 fs48 cl2 l2994 t4653\" id=\"a19443\">3.984 </div><div class=\"po0 fs20 cl2 l1734 t4654\" id=\"a19445\">2010 </div><div class=\"po0 fs40 cl2 l2989 t4655\" id=\"a19447\">- </div><div class=\"po0 fs20 cl2 l2993 t4654\" id=\"a19450\">179 </div><div class=\"po0 fs20 cl2 l1066 t4654\" id=\"a19452\">- </div><div class=\"po0 fs20 cl2 l649 t4654\" id=\"a19454\">- </div><div class=\"po0 fs20 cl2 l2990 t4654\" id=\"a19456\">- </div><div class=\"po0 fs20 cl2 l2991 t4654\" id=\"a19458\">- </div><div class=\"po0 fs20 cl2 l1977 t4654\" id=\"a19460\">- </div><div class=\"po0 fs20 cl2 l593 t4654\" id=\"a19462\">2.053 </div><div class=\"po0 fs48 cl2 l2994 t4656\" id=\"a19464\">2.232 </div><div class=\"po0 fs20 cl2 l1734 t4657\" id=\"a19466\">2011 </div><div class=\"po0 fs40 cl2 l2989 t4658\" id=\"a19468\">- </div><div class=\"po0 fs20 cl2 l2993 t4657\" id=\"a19471\">775 </div><div class=\"po0 fs20 cl2 l1066 t4657\" id=\"a19473\">- </div><div class=\"po0 fs20 cl2 l649 t4657\" id=\"a19475\">- </div><div class=\"po0 fs20 cl2 l2990 t4657\" id=\"a19477\">- </div><div class=\"po0 fs20 cl2 l2991 t4657\" id=\"a19479\">- </div><div class=\"po0 fs20 cl2 l1977 t4657\" id=\"a19481\">- </div><div class=\"po0 fs20 cl2 l593 t4657\" id=\"a19483\">1.652 </div><div class=\"po0 fs48 cl2 l2994 t4659\" id=\"a19485\">2.427 </div><div class=\"po0 fs20 cl2 l1734 t4660\" id=\"a19487\">2012 </div><div class=\"po0 fs40 cl2 l2989 t4661\" id=\"a19489\">- </div><div class=\"po0 fs20 cl2 l2995 t4660\" id=\"a19491\">3 </div><div class=\"po0 fs20 cl2 l2993 t4660\" id=\"a19493\">433 </div><div class=\"po0 fs20 cl2 l1066 t4660\" id=\"a19495\">- </div><div class=\"po0 fs20 cl2 l649 t4660\" id=\"a19497\">- </div><div class=\"po0 fs20 cl2 l2990 t4660\" id=\"a19499\">- </div><div class=\"po0 fs20 cl2 l1245 t4660\" id=\"a19501\">- </div><div class=\"po0 fs20 cl2 l1977 t4660\" id=\"a19503\">- </div><div class=\"po0 fs20 cl2 l593 t4660\" id=\"a19505\">2.475 </div><div class=\"po0 fs48 cl2 l2994 t4662\" id=\"a19507\">2.911 </div><div class=\"po0 fs20 cl2 l1734 t4663\" id=\"a19509\">2013 </div><div class=\"po0 fs40 cl2 l2989 t4664\" id=\"a19511\">- </div><div class=\"po0 fs20 cl2 l2996 t4663\" id=\"a19513\">527 </div><div class=\"po0 fs20 cl2 l2993 t4663\" id=\"a19515\">445 </div><div class=\"po0 fs20 cl2 l1066 t4663\" id=\"a19517\">- </div><div class=\"po0 fs20 cl2 l649 t4663\" id=\"a19519\">- </div><div class=\"po0 fs20 cl2 l2990 t4663\" id=\"a19521\">- </div><div class=\"po0 fs20 cl2 l1245 t4663\" id=\"a19523\">- </div><div class=\"po0 fs20 cl2 l1977 t4663\" id=\"a19525\">- </div><div class=\"po0 fs20 cl2 l593 t4663\" id=\"a19527\">3.175 </div><div class=\"po0 fs48 cl2 l2994 t4665\" id=\"a19529\">4.147 </div><div class=\"po0 fs20 cl2 l1734 t4666\" id=\"a19531\">2014 </div><div class=\"po0 fs20 cl2 l1966 t4666\" id=\"a19533\">- </div><div class=\"po0 fs20 cl2 l2997 t4666\" id=\"a19535\">2.178 </div><div class=\"po0 fs20 cl2 l2993 t4666\" id=\"a19537\">610 </div><div class=\"po0 fs20 cl2 l1066 t4666\" id=\"a19539\">- </div><div class=\"po0 fs20 cl2 l649 t4666\" id=\"a19541\">- </div><div class=\"po0 fs20 cl2 l2990 t4666\" id=\"a19543\">- </div><div class=\"po0 fs20 cl2 l2991 t4666\" id=\"a19545\">- </div><div class=\"po0 fs20 cl2 l1977 t4666\" id=\"a19547\">- </div><div class=\"po0 fs20 cl2 l593 t4666\" id=\"a19549\">3.321 </div><div class=\"po0 fs48 cl2 l2994 t4667\" id=\"a19551\">6.109 </div><div class=\"po0 fs20 cl2 l1734 t4668\" id=\"a19553\">2015 </div><div class=\"po0 fs20 cl2 l1966 t4668\" id=\"a19555\">- </div><div class=\"po0 fs20 cl2 l2998 t4668\" id=\"a19557\">13 </div><div class=\"po0 fs20 cl2 l2993 t4668\" id=\"a19559\">676 </div><div class=\"po0 fs20 cl2 l1188 t4668\" id=\"a19561\">117 </div><div class=\"po0 fs20 cl2 l649 t4668\" id=\"a19563\">- </div><div class=\"po0 fs20 cl2 l2990 t4668\" id=\"a19565\">- </div><div class=\"po0 fs20 cl2 l2738 t4668\" id=\"a19567\">1.298 </div><div class=\"po0 fs20 cl2 l1977 t4668\" id=\"a19569\">- </div><div class=\"po0 fs20 cl2 l593 t4668\" id=\"a19571\">3.809 </div><div class=\"po0 fs48 cl2 l2994 t4669\" id=\"a19573\">5.913 </div><div class=\"po0 fs20 cl2 l1734 t4670\" id=\"a19575\">2016 </div><div class=\"po0 fs20 cl2 l1966 t4670\" id=\"a19577\">- </div><div class=\"po0 fs20 cl2 l2998 t4670\" id=\"a19579\">35 </div><div class=\"po0 fs20 cl2 l2993 t4670\" id=\"a19581\">495 </div><div class=\"po0 fs20 cl2 l2102 t4670\" id=\"a19583\">80 </div><div class=\"po0 fs20 cl2 l649 t4670\" id=\"a19585\">- </div><div class=\"po0 fs20 cl2 l2990 t4670\" id=\"a19587\">- </div><div class=\"po0 fs20 cl2 l2738 t4670\" id=\"a19589\">1.858 </div><div class=\"po0 fs20 cl2 l1977 t4670\" id=\"a19591\">- </div><div class=\"po0 fs20 cl2 l593 t4670\" id=\"a19593\">2.376 </div><div class=\"po0 fs48 cl2 l2994 t4671\" id=\"a19595\">4.844 </div><div class=\"po0 fs20 cl2 l1734 t4672\" id=\"a19597\">2017 </div><div class=\"po0 fs20 cl2 l2999 t4672\" id=\"a19599\">- </div><div class=\"po0 fs20 cl2 l2996 t4672\" id=\"a19601\">153 </div><div class=\"po0 fs20 cl2 l2993 t4672\" id=\"a19603\">567 </div><div class=\"po0 fs20 cl2 l1188 t4672\" id=\"a19605\">416 </div><div class=\"po0 fs20 cl2 l649 t4672\" id=\"a19607\">- </div><div class=\"po0 fs20 cl2 l2990 t4672\" id=\"a19609\">- </div><div class=\"po0 fs20 cl2 l2738 t4672\" id=\"a19611\">2.211 </div><div class=\"po0 fs20 cl2 l1977 t4672\" id=\"a19613\">- </div><div class=\"po0 fs20 cl2 l593 t4672\" id=\"a19615\">2.073 </div><div class=\"po0 fs48 cl2 l2994 t4673\" id=\"a19617\">5.420 </div><div class=\"po0 fs20 cl2 l1734 t4674\" id=\"a19619\">2018 </div><div class=\"po0 fs20 cl2 l2999 t4674\" id=\"a19621\">- </div><div class=\"po0 fs20 cl2 l2998 t4674\" id=\"a19623\">77 </div><div class=\"po0 fs20 cl2 l3000 t4674\" id=\"a19625\">1.211 </div><div class=\"po0 fs20 cl2 l1188 t4674\" id=\"a19627\">545 </div><div class=\"po0 fs20 cl2 l649 t4674\" id=\"a19629\">- </div><div class=\"po0 fs20 cl2 l2990 t4674\" id=\"a19631\">- </div><div class=\"po0 fs20 cl2 l2738 t4674\" id=\"a19633\">2.968 </div><div class=\"po0 fs20 cl2 l1977 t4674\" id=\"a19635\">- </div><div class=\"po0 fs20 cl2 l593 t4674\" id=\"a19637\">4.984 </div><div class=\"po0 fs48 cl2 l2994 t4675\" id=\"a19639\">9.785 </div><div class=\"po0 fs20 cl2 l1734 t4676\" id=\"a19641\">2019 </div><div class=\"po0 fs20 cl2 l3001 t4676\" id=\"a19643\">8 </div><div class=\"po0 fs20 cl2 l3002 t4676\" id=\"a19645\">- </div><div class=\"po0 fs20 cl2 l2993 t4676\" id=\"a19647\">435 </div><div class=\"po0 fs20 cl2 l1188 t4676\" id=\"a19649\">211 </div><div class=\"po0 fs20 cl2 l649 t4676\" id=\"a19651\">- </div><div class=\"po0 fs20 cl2 l2990 t4676\" id=\"a19653\">- </div><div class=\"po0 fs20 cl2 l2738 t4676\" id=\"a19655\">6.009 </div><div class=\"po0 fs20 cl2 l1977 t4676\" id=\"a19657\">- </div><div class=\"po0 fs20 cl2 l593 t4676\" id=\"a19659\">1.968 </div><div class=\"po0 fs48 cl2 l2994 t4677\" id=\"a19661\">8.631 </div><div class=\"po0 fs20 cl2 l1734 t4678\" id=\"a19663\">2020 </div><div class=\"po0 fs20 cl2 l3003 t4678\" id=\"a19665\">16 </div><div class=\"po0 fs20 cl2 l2996 t4678\" id=\"a19667\">204 </div><div class=\"po0 fs20 cl2 l3000 t4678\" id=\"a19669\">2.494 </div><div class=\"po0 fs20 cl2 l3004 t4678\" id=\"a19671\">5.159 </div><div class=\"po0 fs20 cl2 l1846 t4678\" id=\"a19673\">1.364 </div><div class=\"po0 fs20 cl2 l2990 t4678\" id=\"a19675\">- </div><div class=\"po0 fs20 cl2 l2738 t4678\" id=\"a19677\">7.017 </div><div class=\"po0 fs20 cl2 l836 t4678\" id=\"a19679\">36 </div><div class=\"po0 fs20 cl2 l593 t4678\" id=\"a19681\">1.334 </div><div class=\"po0 fs48 cl2 l666 t4679\" id=\"a19683\">17.624 </div><div class=\"po0 fs20 cl2 l1734 t4680\" id=\"a19685\">2021 </div><div class=\"po0 fs20 cl2 l3003 t4680\" id=\"a19687\">28 </div><div class=\"po0 fs20 cl2 l3002 t4680\" id=\"a19689\">- </div><div class=\"po0 fs20 cl2 l3000 t4680\" id=\"a19691\">1.426 </div><div class=\"po0 fs20 cl2 l2102 t4680\" id=\"a19693\">86 </div><div class=\"po0 fs20 cl2 l649 t4680\" id=\"a19695\">- </div><div class=\"po0 fs20 cl2 l2990 t4680\" id=\"a19697\">- </div><div class=\"po0 fs20 cl2 l1340 t4680\" id=\"a19699\">221 </div><div class=\"po0 fs20 cl2 l1977 t4680\" id=\"a19701\">- </div><div class=\"po0 fs20 cl2 l2992 t4680\" id=\"a19703\">664 </div><div class=\"po0 fs48 cl2 l2994 t4681\" id=\"a19705\">2.425 </div><div class=\"po0 fs20 cl2 l1734 t4682\" id=\"a19707\">2022 </div><div class=\"po0 fs20 cl2 l3003 t4682\" id=\"a19709\">13 </div><div class=\"po0 fs20 cl2 l2997 t4682\" id=\"a19711\">2.352 </div><div class=\"po0 fs20 cl2 l3000 t4682\" id=\"a19713\">2.482 </div><div class=\"po0 fs20 cl2 l1188 t4682\" id=\"a19715\">113 </div><div class=\"po0 fs20 cl2 l2921 t4682\" id=\"a19717\">- </div><div class=\"po0 fs20 cl2 l859 t4682\" id=\"a19719\">- </div><div class=\"po0 fs20 cl2 l754 t4682\" id=\"a19721\">24 </div><div class=\"po0 fs20 cl2 l1272 t4682\" id=\"a19723\">- </div><div class=\"po0 fs20 cl2 l3005 t4682\" id=\"a19725\">- </div><div class=\"po0 fs48 cl2 l2994 t4683\" id=\"a19727\">4.984 </div><div class=\"po0 fs20 cl2 l1734 t4684\" id=\"a19729\">2023 </div><div class=\"po0 fs20 cl2 l2999 t4684\" id=\"a19731\">- </div><div class=\"po0 fs20 cl2 l3006 t4684\" id=\"a19733\">10.776 </div><div class=\"po0 fs20 cl2 l3000 t4684\" id=\"a19735\">1.679 </div><div class=\"po0 fs20 cl2 l1188 t4684\" id=\"a19737\">384 </div><div class=\"po0 fs20 cl2 l2921 t4684\" id=\"a19739\">- </div><div class=\"po0 fs20 cl2 l859 t4684\" id=\"a19741\">- </div><div class=\"po0 fs20 cl2 l1340 t4684\" id=\"a19743\">295 </div><div class=\"po0 fs20 cl2 l1977 t4684\" id=\"a19745\">- </div><div class=\"po0 fs20 cl2 l3005 t4684\" id=\"a19747\">- </div><div class=\"po0 fs48 cl2 l666 t4685\" id=\"a19749\">13.134 </div><div class=\"po0 fs20 cl2 l1734 t4686\" id=\"a19751\">2024 </div><div class=\"po0 fs20 cl2 l3007 t4686\" id=\"a19753\">2.236 </div><div class=\"po0 fs20 cl2 l2997 t4686\" id=\"a19755\">4.876 </div><div class=\"po0 fs20 cl2 l2993 t4686\" id=\"a19757\">523 </div><div class=\"po0 fs20 cl2 l3004 t4686\" id=\"a19759\">3.239 </div><div class=\"po0 fs20 cl2 l2921 t4686\" id=\"a19761\">- </div><div class=\"po0 fs20 cl2 l1684 t4686\" id=\"a19763\">78 </div><div class=\"po0 fs20 cl2 l1245 t4686\" id=\"a19765\">- </div><div class=\"po0 fs20 cl2 l2992 t4686\" id=\"a19768\">181 </div><div class=\"po0 fs48 cl2 l666 t4687\" id=\"a19770\">11.133 </div><div class=\"po0 fs48 cl2 l1734 t4688\" id=\"a19772\">Total </div><div class=\"po0 fs48 cl2 l3008 t4688\" id=\"a19774\">2.301 </div><div class=\"po0 fs48 cl2 l3009 t4688\" id=\"a19776\">21.194 </div><div class=\"po0 fs48 cl2 l2800 t4688\" id=\"a19778\">14.840 </div><div class=\"po0 fs48 cl2 l3010 t4688\" id=\"a19780\">10.350 </div><div class=\"po0 fs48 cl2 l3011 t4688\" id=\"a19782\">1.364 </div><div class=\"po0 fs48 cl2 l856 t4688\" id=\"a19784\">78 </div><div class=\"po0 fs48 cl2 l3012 t4688\" id=\"a19786\">21.901 </div><div class=\"po0 fs48 cl2 l3013 t4688\" id=\"a19788\">36 </div><div class=\"po0 fs48 cl2 l2005 t4688\" id=\"a19790\">52.298 </div><div class=\"po0 fs48 cl2 l3014 t4688\" id=\"a19792\">124.362 </div><div class=\"po0 fs20 cl2 l1734 t4689\" id=\"a19794\">Activadas </div><div class=\"po0 fs20 cl2 l3007 t4689\" id=\"a19796\">1.518 </div><div class=\"po0 fs20 cl2 l3009 t4689\" id=\"a19798\">15.540 </div><div class=\"po0 fs20 cl2 l3015 t4689\" id=\"a19800\">8.922 </div><div class=\"po0 fs20 cl2 l3016 t4689\" id=\"a19802\">8.627 </div><div class=\"po0 fs20 cl2 l3011 t4689\" id=\"a19804\">1.364 </div><div class=\"po0 fs20 cl2 l2990 t4689\" id=\"a19806\">- </div><div class=\"po0 fs20 cl2 l2092 t4689\" id=\"a19808\">6.153 </div><div class=\"po0 fs20 cl2 l3013 t4689\" id=\"a19810\">36 </div><div class=\"po0 fs20 cl2 l3005 t4689\" id=\"a19812\">- </div><div class=\"po0 fs48 cl2 l666 t4690\" id=\"a19814\">42.160 </div><div class=\"po0 fs20 cl2 l3017 t4691\" id=\"a19816\">No </div><div class=\"po0 fs20 cl2 l2729 t4692\" id=\"a19817\">activadas </div><div class=\"po0 fs20 cl2 l3018 t4693\" id=\"a19819\">783 </div><div class=\"po0 fs20 cl2 l3019 t4693\" id=\"a19821\">5.654 </div><div class=\"po0 fs20 cl2 l3015 t4693\" id=\"a19823\">5.918 </div><div class=\"po0 fs20 cl2 l3004 t4693\" id=\"a19825\">1.723 </div><div class=\"po0 fs20 cl2 l649 t4693\" id=\"a19827\">- </div><div class=\"po0 fs20 cl2 l856 t4693\" id=\"a19829\">78 </div><div class=\"po0 fs20 cl2 l3012 t4693\" id=\"a19831\">15.748 </div><div class=\"po0 fs20 cl2 l1977 t4693\" id=\"a19833\">- </div><div class=\"po0 fs20 cl2 l2005 t4693\" id=\"a19835\">52.298 </div><div class=\"po0 fs48 cl2 l666 t4694\" id=\"a19837\">82.202 </div><div class=\"po0 fs35 cl2 l3020 t4695\" id=\"a19840\">Plazo de </div><div class=\"po0 fs35 cl2 l2729 t4696\" id=\"a19841\">compensa</div><div class=\"po0 fs35 cl2 l3021 t4697\" id=\"a19842\">ci\u00f3n </div><div class=\"po0 fs20 cl2 l3022 t4698\" id=\"a19844\">5 a\u00f1os </div><div class=\"po0 fs20 cl2 l3023 t4698\" id=\"a19846\">sin l\u00edmite </div><div class=\"po0 fs20 cl2 l1959 t4698\" id=\"a19848\">sin l\u00edmite </div><div class=\"po0 fs20 cl2 l429 t4698\" id=\"a19850\">12 a\u00f1os </div><div class=\"po0 fs20 cl2 l2214 t4698\" id=\"a19852\">5 a\u00f1os </div><div class=\"po0 fs20 cl2 l1781 t4698\" id=\"a19854\">5 a\u00f1os </div><div class=\"po0 fs20 cl2 l586 t4698\" id=\"a19856\">10 a\u00f1os </div><div class=\"po0 fs20 cl2 l3024 t4698\" id=\"a19858\">5 a\u00f1os </div><div class=\"po0 fs20 cl2 ls9 l2005 t4699\" id=\"a19861\">20 </div><div class=\"po0 fs20 cl2 l1098 t4698\" id=\"a19862\">a\u00f1os/sin </div><div class=\"po0 fs20 cl2 l3025 t3782\" id=\"a19863\">l\u00edmite</div></div></div><div class=\"po1 w1389 h343 lh0\" id=\"TextBlockContainer3078\"><div class=\"w89 po0 h12 l3026 t4701 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3026 t4701 bgc0\">\u00a0</div>\n<div class=\"w1263 po0 h12 l3027 t4701 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3028 t4701 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3028 t4701 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3026 t3718 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3028 t3718 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3026 t3440 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l3027 t3440 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3029 t3440 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l3030 t3440 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3028 t3440 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h341 l3026 t4702 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h341 l3029 t4702 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h341 l3028 t4702 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2339 t4703 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2339 t4703 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3031 t4703 bgc0\">\u00a0</div>\n<div class=\"w1388 po0 h12 l2429 t4703 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3026 t4703 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l3027 t4703 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3029 t4703 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l3030 t4703 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3028 t4703 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l2339 t4704 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l3026 t4704 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l3029 t4704 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l3028 t4704 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2339 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3026 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3029 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3028 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h342 l2339 t2546 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h342 l3026 t2546 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h342 l3029 t2546 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h342 l3028 t2546 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2339 t4705 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l3026 t4705 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l3029 t4705 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l3028 t4705 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2339 t4706 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3026 t4706 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3029 t4706 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3028 t4706 bgc0\">\u00a0</div>\n<div class=\"w1041 po0 h302 l3031 t4707 bgc3\">\u00a0</div>\n<div class=\"w1042 po0 h175 l431 t1519 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h302 l3032 t4707 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h175 l3033 t1519 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h302 l3034 t4707 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h175 l3035 t1519 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2339 t4708 bgc0\">\u00a0</div>\n<div class=\"w1044 po0 h12 l3031 t4708 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3026 t4708 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l3027 t4708 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3029 t4708 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l3030 t4708 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3028 t4708 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2339 t4707 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2339 t4395 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2339 t4395 bgc0\">\u00a0</div>\n<div class=\"w1044 po0 h12 l3031 t4395 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l3026 t4707 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3026 t4395 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l3027 t4395 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l3029 t4707 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3029 t4395 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l3030 t4395 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l3028 t4707 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3028 t4395 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3028 t4395 bgc0\">\u00a0</div>\n<div class=\"po1 w1389 z0\" id=\"TextContainer3078\"><div class=\"po0 fs25 cl2 l3036 t756\" id=\"a19881\">Administraciones p\u00fablicas corrientes </div><div class=\"po0 fs14 cl2 l3036 t768\" id=\"a19883\">Los saldos corrientes mantenidos<div class=\"d0 w19\">\u00a0</div>por el Grupo<div class=\"d0 w246\">\u00a0</div>con las Administraciones P\u00fablicas al<div class=\"d0 w58\">\u00a0</div>31 de </div><div class=\"po0 fs14 cl2 l3036 t769\" id=\"a19884\">diciembre de 2024 son los siguientes: </div><div class=\"po0 fs38 cl2 l3037 t4709\" id=\"a19887\">Miles de euros </div><div class=\"po0 fs39 cl2 l3038 t4710\" id=\"a19889\">Hacienda p\u00fablica </div><div class=\"po0 fs39 cl2 l3039 t4711\" id=\"a19890\">deudora </div><div class=\"po0 fs39 cl2 l3040 t4710\" id=\"a19892\">Hacienda p\u00fablica </div><div class=\"po0 fs39 cl2 l3041 t4711\" id=\"a19894\">acreedora </div><div class=\"po0 fs38 cl2 l3042 t4712\" id=\"a19896\">Por impuestos al consumo </div><div class=\"po0 fs38 cl2 l3043 t4713\" id=\"a19898\">13.553 </div><div class=\"po0 fs38 cl2 l3044 t4713\" id=\"a19900\">10.726 </div><div class=\"po0 fs38 cl2 l3042 t4714\" id=\"a19902\">Por impuesto sobre sociedades </div><div class=\"po0 fs38 cl2 l3045 t4714\" id=\"a19904\">7.571 </div><div class=\"po0 fs38 cl2 l3044 t4714\" id=\"a19906\">14.942 </div><div class=\"po0 fs38 cl2 l3042 t4715\" id=\"a19908\">Por organismos de la seguridad social </div><div class=\"po0 fs38 cl2 l3046 t4715\" id=\"a19910\">- </div><div class=\"po0 fs38 cl2 l3047 t4715\" id=\"a19912\">3.710 </div><div class=\"po0 fs38 cl2 l3042 t4716\" id=\"a19914\">Por retenciones sobre la renta del trabajador<div class=\"d0 w1347\">\u00a0</div></div><div class=\"po0 fs38 cl2 l3048 t4716\" id=\"a19916\">125 </div><div class=\"po0 fs38 cl2 l3047 t4716\" id=\"a19918\">4.507 </div><div class=\"po0 fs38 cl2 l3042 t2459\" id=\"a19920\">Otros conceptos </div><div class=\"po0 fs38 cl2 l3045 t2459\" id=\"a19922\">7.680 </div><div class=\"po0 fs38 cl2 l3047 t2459\" id=\"a19924\">5.871 </div><div class=\"po0 fs39 cl2 l3042 t4717\" id=\"a19926\">Total </div><div class=\"po0 fs39 cl2 l3049 t4717\" id=\"a19928\">28.929 </div><div class=\"po0 fs39 cl2 l3044 t4717\" id=\"a19930\">39.756 </div><div class=\"po0 fs25 cl4 l3050 t4718\" id=\"a19932\">.</div></div></div><div class=\"po1 w681 h78 lh0\" id=\"TextBlockContainer3092\"><div class=\"po0 l342 t756 f0\" id=\"div_3083_XBRL_TS_fcd918cf88e9463185d05cead29e3f62\"><div class=\"po1 w681 h78 lh0\" id=\"TextBlockContainer3090\"><div class=\"po0 l342 t756 f0\" id=\"div_3084_XBRL_TS_ccc5bb6934b8467b9c900df4a7da7ec2\"><div class=\"po1 w681 h78 lh0\" id=\"TextBlockContainer3088\"><div class=\"po0 l342 t756 f0\" id=\"div_3085_XBRL_TS_84c5ebd97ca74582aa3e2c57c0257ed8\"><div class=\"po1 w681 h78 lh0\" id=\"TextBlockContainer3086\"><div class=\"po1 w681 z0\" id=\"TextContainer3086\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a19939\">Los<div class=\"d0 w23\">\u00a0</div>ejercicios abiertos<div class=\"d0 w174\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>inspecci\u00f3n en<div class=\"d0 w225\">\u00a0</div>relaci\u00f3n con<div class=\"d0 w485\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>principales impuestos<div class=\"d0 w174\">\u00a0</div>var\u00edan para<div class=\"d0 w482\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l451 t757\" id=\"a19940\">diferentes<div class=\"d0 w466\">\u00a0</div>sociedades<div class=\"d0 w507\">\u00a0</div>consolidadas,<div class=\"d0 w388\">\u00a0</div>si<div class=\"d0 w431\">\u00a0</div>bien,<div class=\"d0 w617\">\u00a0</div>generalmente,<div class=\"d0 w491\">\u00a0</div>comprenden<div class=\"d0 w370\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>cuatro<div class=\"d0 w720\">\u00a0</div>\u00faltimos </div><div class=\"po0 fs14 cl2 l451 t902\" id=\"a19941\">ejercicios.<div class=\"d0 w737\">\u00a0</div></div><div class=\"po0 fs14 cl2 l451 t818\" id=\"a19944\">En<div class=\"d0 w588\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>ejercicio<div class=\"d0 w243\">\u00a0</div>2019<div class=\"d0 w156\">\u00a0</div>concluyeron<div class=\"d0 w197\">\u00a0</div>las<div class=\"d0 w588\">\u00a0</div>actuaciones<div class=\"d0 w189\">\u00a0</div>inspectoras<div class=\"d0 w197\">\u00a0</div>relativas<div class=\"d0 w602\">\u00a0</div>al<div class=\"d0 w430\">\u00a0</div>Impuesto<div class=\"d0 w564\">\u00a0</div>sobre </div><div class=\"po0 fs14 cl2 l451 t819\" id=\"a19945\">Sociedades correspondiente a los ejercicios 2012 y 2013<div class=\"d0 w59\">\u00a0</div>del Grupo 194/09 del que Prisa Radio, </div><div class=\"po0 fs14 cl2 l451 t820\" id=\"a19946\">S.A era<div class=\"d0 w167\">\u00a0</div>sociedad dominante, y<div class=\"d0 w226\">\u00a0</div>al Impuesto<div class=\"d0 w34\">\u00a0</div>sobre Sociedades<div class=\"d0 w9\">\u00a0</div>de los<div class=\"d0 w286\">\u00a0</div>ejercicios 2012<div class=\"d0 w295\">\u00a0</div>a 2015<div class=\"d0 w111\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l451 t821\" id=\"a19948\">Grupo<div class=\"d0 w280\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>consolidaci\u00f3n<div class=\"d0 w169\">\u00a0</div>fiscal<div class=\"d0 w293\">\u00a0</div>2/91,<div class=\"d0 w162\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>Promotora<div class=\"d0 w238\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>Informaciones,<div class=\"d0 w518\">\u00a0</div>S.A.<div class=\"d0 w284\">\u00a0</div>es<div class=\"d0 w368\">\u00a0</div>sociedad </div><div class=\"po0 fs14 cl2 l451 t4719\" id=\"a19949\">dominante, con la<div class=\"d0 w228\">\u00a0</div>firma de dos<div class=\"d0 w47\">\u00a0</div>actas en disconformidad de<div class=\"d0 w396\">\u00a0</div>las que no<div class=\"d0 w264\">\u00a0</div>se ha derivado<div class=\"d0 w20\">\u00a0</div>cuota a </div><div class=\"po0 fs14 cl2 l451 t4720\" id=\"a19950\">ingresar alguna, y cuyo efecto principal ha supuesto<div class=\"d0 w47\">\u00a0</div>una redistribuci\u00f3n en los cr\u00e9ditos fiscales </div><div class=\"po0 fs14 cl2 l451 t4721\" id=\"a19952\">de<div class=\"d0 w661\">\u00a0</div>una<div class=\"d0 w318\">\u00a0</div>categor\u00eda<div class=\"d0 w301\">\u00a0</div>a<div class=\"d0 w457\">\u00a0</div>otra.<div class=\"d0 w710\">\u00a0</div>Las<div class=\"d0 w177\">\u00a0</div>sociedades<div class=\"d0 w604\">\u00a0</div>interpusieron<div class=\"d0 w365\">\u00a0</div>la<div class=\"d0 w216\">\u00a0</div>correspondiente<div class=\"d0 w759\">\u00a0</div>reclamaci\u00f3n </div><div class=\"po0 fs14 cl2 l451 t4722\" id=\"a19953\">econ\u00f3mico-administrativa<div class=\"d0 w1390\">\u00a0</div>ante<div class=\"d0 w1391\">\u00a0</div>el<div class=\"d0 w1392\">\u00a0</div>TEAC<div class=\"d0 w1393\">\u00a0</div>y,<div class=\"d0 w1394\">\u00a0</div>posteriormente,<div class=\"d0 w1394\">\u00a0</div>recursos<div class=\"d0 w1395\">\u00a0</div>contencioso-</div><div class=\"po0 fs14 cl2 l451 t4723\" id=\"a19957\">administrativos<div class=\"d0 w552\">\u00a0</div>ante<div class=\"d0 w440\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>Audiencia<div class=\"d0 w202\">\u00a0</div>Nacional.<div class=\"d0 w440\">\u00a0</div>En<div class=\"d0 w431\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>ejercicio<div class=\"d0 w207\">\u00a0</div>2024<div class=\"d0 w210\">\u00a0</div>se<div class=\"d0 w467\">\u00a0</div>ha<div class=\"d0 w533\">\u00a0</div>recibido<div class=\"d0 w648\">\u00a0</div>sentencia </div><div class=\"po0 fs14 cl2 l451 t4724\" id=\"a19963\">estimatoria de<div class=\"d0 w39\">\u00a0</div>la demanda interpuesta<div class=\"d0 w7\">\u00a0</div>frente al procedimiento inspector<div class=\"d0 w238\">\u00a0</div>relativo al Grupo<div class=\"d0 w56\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t4725\" id=\"a19964\">consolidaci\u00f3n fiscal 194/09, encontr\u00e1ndose el recurso relativo al Grupo de consolidaci\u00f3n fiscal </div><div class=\"po0 fs14 cl2 l451 t4726\" id=\"a19965\">2/91 pendiente de resoluci\u00f3n ante la Audiencia Nacional.<div class=\"d0 w516\">\u00a0</div></div><div class=\"po0 fs14 cl2 l451 t4727\" id=\"a19970\">En el ejercicio 2021 finalizaron<div class=\"d0 w47\">\u00a0</div>las actuaciones inspectoras relativas al Impuesto<div class=\"d0 w18\">\u00a0</div>sobre el Valor </div><div class=\"po0 fs14 cl2 l451 t4728\" id=\"a19971\">A\u00f1adido de<div class=\"d0 w361\">\u00a0</div>los periodos<div class=\"d0 w48\">\u00a0</div>2016-2018, del<div class=\"d0 w129\">\u00a0</div>Grupo de<div class=\"d0 w231\">\u00a0</div>IVA 105/08,<div class=\"d0 w59\">\u00a0</div>con la<div class=\"d0 w234\">\u00a0</div>firma de<div class=\"d0 w30\">\u00a0</div>(i) un<div class=\"d0 w34\">\u00a0</div>Acta en </div><div class=\"po0 fs14 cl2 l451 t4729\" id=\"a19974\">conformidad correspondiente a los ejercicios 2017 y 2018 de la que no se deriv\u00f3 cuota alguna<div class=\"d0 w516\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l451 t4730\" id=\"a19976\">(ii) un Acuerdo de liquidaci\u00f3n relativo al ejercicio 2016 por importe de 147 miles de euros, que </div><div class=\"po0 fs14 cl2 l451 t4731\" id=\"a19977\">fue<div class=\"d0 w33\">\u00a0</div>satisfecho<div class=\"d0 w34\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>la Sociedad.<div class=\"d0 w517\">\u00a0</div>En<div class=\"d0 w32\">\u00a0</div>ejercicio 2024<div class=\"d0 w338\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>ha<div class=\"d0 w57\">\u00a0</div>recibido resoluci\u00f3n<div class=\"d0 w404\">\u00a0</div>desestimatoria del </div><div class=\"po0 fs14 cl2 l451 t4732\" id=\"a19978\">Tribunal<div class=\"d0 w351\">\u00a0</div>Econ\u00f3mico<div class=\"d0 w511\">\u00a0</div>Administrativo<div class=\"d0 w540\">\u00a0</div>Central,<div class=\"d0 w565\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>ha<div class=\"d0 w255\">\u00a0</div>sido<div class=\"d0 w351\">\u00a0</div>objeto<div class=\"d0 w258\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>recurso<div class=\"d0 w209\">\u00a0</div>contencioso-</div><div class=\"po0 fs14 cl2 l451 t4733\" id=\"a19981\">administrativo ante la Audiencia Nacional, el cual se encuentra<div class=\"d0 w328\">\u00a0</div>pendiente de resoluci\u00f3n. </div><div class=\"po0 fs14 cl2 l451 t4734\" id=\"a19984\">En el ejercicio 2024, han finalizado las actuaciones inspectoras de car\u00e1cter parcial, relativas a la </div><div class=\"po0 fs14 cl2 l451 t4735\" id=\"a19985\">comprobaci\u00f3n de<div class=\"d0 w247\">\u00a0</div>la deducci\u00f3n<div class=\"d0 w228\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>doble imposici\u00f3n<div class=\"d0 w296\">\u00a0</div>regulada en<div class=\"d0 w283\">\u00a0</div>el art\u00edculo<div class=\"d0 w230\">\u00a0</div>31 de<div class=\"d0 w391\">\u00a0</div>la Ley<div class=\"d0 w233\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l451 t4736\" id=\"a19986\">Impuesto<div class=\"d0 w289\">\u00a0</div>sobre<div class=\"d0 w274\">\u00a0</div>Sociedades<div class=\"d0 w337\">\u00a0</div>generada<div class=\"d0 w163\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2019<div class=\"d0 w276\">\u00a0</div>as\u00ed<div class=\"d0 w612\">\u00a0</div>como<div class=\"d0 w370\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>ajustes<div class=\"d0 w336\">\u00a0</div>al<div class=\"d0 w379\">\u00a0</div>resultado </div><div class=\"po0 fs14 cl2 l451 t4737\" id=\"a19989\">contable<div class=\"d0 w153\">\u00a0</div>positivo<div class=\"d0 w192\">\u00a0</div>y<div class=\"d0 w196\">\u00a0</div>negativo<div class=\"d0 w551\">\u00a0</div>asociados<div class=\"d0 w192\">\u00a0</div>a<div class=\"d0 w194\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>citada<div class=\"d0 w151\">\u00a0</div>deducci\u00f3n,<div class=\"d0 w68\">\u00a0</div>tanto<div class=\"d0 w553\">\u00a0</div>de<div class=\"d0 w589\">\u00a0</div>PRISA<div class=\"d0 w208\">\u00a0</div>como<div class=\"d0 w261\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t4738\" id=\"a19993\">determinadas entidades dependientes.<div class=\"d0 w144\">\u00a0</div>Como resultado de las<div class=\"d0 w410\">\u00a0</div>mismas, se han<div class=\"d0 w342\">\u00a0</div>incrementado las </div><div class=\"po0 fs14 cl2 l451 t4739\" id=\"a19999\">bases<div class=\"d0 w55\">\u00a0</div>imponibles negativas<div class=\"d0 w421\">\u00a0</div>pendientes de<div class=\"d0 w476\">\u00a0</div>compensar de<div class=\"d0 w222\">\u00a0</div>las sociedades<div class=\"d0 w199\">\u00a0</div>que en<div class=\"d0 w224\">\u00a0</div>la actualidad </div></div></div></div></div></div></div></div></div><div class=\"po1 w198 h104 lh0\" id=\"TextBlockContainer3098\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer3098\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a20010\">forman parte del grupo<div class=\"d0 w446\">\u00a0</div>fiscal en 839<div class=\"d0 w402\">\u00a0</div>miles de euros<div class=\"d0 w324\">\u00a0</div>y se ha reducido<div class=\"d0 w488\">\u00a0</div>el importe de la<div class=\"d0 w410\">\u00a0</div>deducci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a20013\">por doble<div class=\"d0 w111\">\u00a0</div>imposici\u00f3n internacional<div class=\"d0 w295\">\u00a0</div>pendiente de<div class=\"d0 w223\">\u00a0</div>utilizaci\u00f3n correspondiente<div class=\"d0 w418\">\u00a0</div>al ejercicio<div class=\"d0 w9\">\u00a0</div>2019 </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a20014\">en 1.072 miles de euros. </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a20017\">En<div class=\"d0 w475\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2024<div class=\"d0 w63\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>ha<div class=\"d0 w57\">\u00a0</div>notificado<div class=\"d0 w9\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w293\">\u00a0</div>Sociedad<div class=\"d0 w18\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>inicio<div class=\"d0 w55\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>actuaciones<div class=\"d0 w59\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>comprobaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a20020\">relativa<div class=\"d0 w230\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>Impuesto<div class=\"d0 w394\">\u00a0</div>sobre<div class=\"d0 w334\">\u00a0</div>determinados<div class=\"d0 w8\">\u00a0</div>Servicios<div class=\"d0 w30\">\u00a0</div>Digitales<div class=\"d0 w237\">\u00a0</div>correspondiente<div class=\"d0 w56\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>ejercicios </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a20021\">2021<div class=\"d0 w63\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>2023. No<div class=\"d0 w483\">\u00a0</div>se estima<div class=\"d0 w161\">\u00a0</div>que de<div class=\"d0 w176\">\u00a0</div>esta inspecci\u00f3n<div class=\"d0 w172\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>derive un<div class=\"d0 w245\">\u00a0</div>impacto patrimonial<div class=\"d0 w176\">\u00a0</div>negativo </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a20022\">significativo para el Grupo. </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a20027\">La filial<div class=\"d0 w328\">\u00a0</div>Grupo Latino Radiodifusi\u00f3n,<div class=\"d0 w267\">\u00a0</div>SpA (Chile)<div class=\"d0 w147\">\u00a0</div>recibi\u00f3 en<div class=\"d0 w126\">\u00a0</div>2023 una resoluci\u00f3n<div class=\"d0 w85\">\u00a0</div>desestimatoria </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a20030\">de la Corte Suprema de<div class=\"d0 w341\">\u00a0</div>Chile por actas en las<div class=\"d0 w557\">\u00a0</div>que el Servicio de<div class=\"d0 w299\">\u00a0</div>Impuestos Interno denegaba la </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a20031\">deducci\u00f3n de determinados gastos correspondientes a<div class=\"d0 w228\">\u00a0</div>los a\u00f1os tributarios 2012 y<div class=\"d0 w32\">\u00a0</div>2013/2016 y </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a20032\">2017.<div class=\"d0 w155\">\u00a0</div>Por<div class=\"d0 w526\">\u00a0</div>tanto,<div class=\"d0 w193\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>Grupo<div class=\"d0 w255\">\u00a0</div>provision\u00f3<div class=\"d0 w636\">\u00a0</div>3,7<div class=\"d0 w408\">\u00a0</div>millones<div class=\"d0 w636\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>euros<div class=\"d0 w445\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>cuenta<div class=\"d0 w253\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>resultados </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a20034\">consolidada<div class=\"d0 w32\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>ejercicio 2023,<div class=\"d0 w612\">\u00a0</div>asociado<div class=\"d0 w395\">\u00a0</div>principalmente<div class=\"d0 w18\">\u00a0</div>al pago<div class=\"d0 w294\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>ha<div class=\"d0 w171\">\u00a0</div>realizado<div class=\"d0 w20\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>2024 </div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a20035\">derivado de esta resoluci\u00f3n. </div><div class=\"po0 fs14 cl2 l340 t1059\" id=\"a20038\">La<div class=\"d0 w333\">\u00a0</div>provisi\u00f3n para<div class=\"d0 w222\">\u00a0</div>impuestos<div class=\"d0 w27\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l3052 t1060\" id=\"a20040\">v\u00e9ase<div class=\"d0 w246\">\u00a0</div>nota<div class=\"d0 w236\">\u00a0</div>12</div><div class=\"po0 fs14 cl2 l3053 t1059\" id=\"a20041\">)<div class=\"d0 w264\">\u00a0</div>asciende<div class=\"d0 w50\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>406 miles<div class=\"d0 w373\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros para<div class=\"d0 w388\">\u00a0</div>hacer frente, </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a20046\">principalmente, al impacto de los probables pronunciamientos desfavorables estimados en los </div><div class=\"po0 fs14 cl2 l340 t1124\" id=\"a20047\">diferentes procedimientos tributarios, relacionados anteriormente. </div><div class=\"po0 fs14 cl2 l340 t1063\" id=\"a20050\">No se espera<div class=\"d0 w559\">\u00a0</div>que se devenguen<div class=\"d0 w616\">\u00a0</div>pasivos de<div class=\"d0 w375\">\u00a0</div>consideraci\u00f3n, adicionales<div class=\"d0 w143\">\u00a0</div>a los<div class=\"d0 w267\">\u00a0</div>ya registrados,<div class=\"d0 w85\">\u00a0</div>como </div><div class=\"po0 fs14 cl2 l341 t3337\" id=\"a20051\">consecuencia de estos procedimientos o de una futura y eventual inspecci\u00f3n.</div></div></div><div class=\"po1 w1398 h344 lh0\" id=\"TextBlockContainer3107\"><div class=\"po1 w1398 z0\" id=\"TextContainer3107\"><div class=\"po0 fs25 cl2 l3054 t756\" id=\"a20057\">Impuesto<div class=\"d0 w283\">\u00a0</div>Complementario<div class=\"d0 w56\">\u00a0</div>para<div class=\"d0 w63\">\u00a0</div>garantizar<div class=\"d0 w167\">\u00a0</div>un<div class=\"d0 w20\">\u00a0</div>nivel<div class=\"d0 w283\">\u00a0</div>m\u00ednimo<div class=\"d0 w30\">\u00a0</div>global<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w164\">\u00a0</div>imposici\u00f3n-<div class=\"d0 w18\">\u00a0</div>la </div><div class=\"po0 fs25 cl2 l3054 t4742\" id=\"a20061\">nueva norma de fiscalidad internacional (Pilar Dos) </div><div class=\"po0 fs14 cl2 l345 t4743\" id=\"a20064\">El 21<div class=\"d0 w31\">\u00a0</div>de diciembre<div class=\"d0 w201\">\u00a0</div>de 2024 se<div class=\"d0 w390\">\u00a0</div>public\u00f3 en<div class=\"d0 w396\">\u00a0</div>el Bolet\u00edn Oficial<div class=\"d0 w333\">\u00a0</div>del Estado<div class=\"d0 w22\">\u00a0</div>la Ley<div class=\"d0 w9\">\u00a0</div>7/2024, de<div class=\"d0 w63\">\u00a0</div>20 de </div><div class=\"po0 fs14 cl2 l345 t4744\" id=\"a20065\">diciembre,<div class=\"d0 w164\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>establecen<div class=\"d0 w286\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>Impuesto<div class=\"d0 w394\">\u00a0</div>Complementario<div class=\"d0 w111\">\u00a0</div>para<div class=\"d0 w281\">\u00a0</div>garantizar<div class=\"d0 w164\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>nivel </div><div class=\"po0 fs14 cl2 l345 t4745\" id=\"a20066\">m\u00ednimo global de imposici\u00f3n para los grupos<div class=\"d0 w395\">\u00a0</div>multinacionales y los grupos nacionales de<div class=\"d0 w38\">\u00a0</div>gran </div><div class=\"po0 fs14 cl2 l345 t1492\" id=\"a20068\">magnitud, un Impuesto sobre<div class=\"d0 w333\">\u00a0</div>el margen de intereses y<div class=\"d0 w480\">\u00a0</div>comisiones de determinadas entidades </div><div class=\"po0 fs14 cl2 l345 t1493\" id=\"a20069\">financieras<div class=\"d0 w367\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>Impuesto<div class=\"d0 w394\">\u00a0</div>sobre<div class=\"d0 w334\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>l\u00edquidos<div class=\"d0 w234\">\u00a0</div>para<div class=\"d0 w229\">\u00a0</div>cigarrillos<div class=\"d0 w111\">\u00a0</div>electr\u00f3nicos<div class=\"d0 w165\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>otros<div class=\"d0 w539\">\u00a0</div>productos </div><div class=\"po0 fs14 cl2 l345 t4746\" id=\"a20070\">relacionados con el tabaco,<div class=\"d0 w423\">\u00a0</div>y se modifican otras<div class=\"d0 w267\">\u00a0</div>normas<div class=\"d0 w1396\">\u00a0</div>tributarias (en adelante,<div class=\"d0 w265\">\u00a0</div>\u201cLey 7/2024\u201d).<div class=\"d0 w1219\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t4747\" id=\"a20074\">La Ley 7/2024 implementa el Pilar Dos en<div class=\"d0 w39\">\u00a0</div>Espa\u00f1a, estableciendo, con efectos retroactivos para </div><div class=\"po0 fs14 cl2 l345 t4748\" id=\"a20075\">ejercicios iniciados<div class=\"d0 w354\">\u00a0</div>el 31 de<div class=\"d0 w144\">\u00a0</div>diciembre de<div class=\"d0 w472\">\u00a0</div>2023, un<div class=\"d0 w267\">\u00a0</div>Impuesto Complementario,<div class=\"d0 w424\">\u00a0</div>que garantiza<div class=\"d0 w329\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l345 t4749\" id=\"a20076\">los grupos<div class=\"d0 w344\">\u00a0</div>multinacionales de<div class=\"d0 w246\">\u00a0</div>gran magnitud<div class=\"d0 w201\">\u00a0</div>tributen a<div class=\"d0 w60\">\u00a0</div>un tipo<div class=\"d0 w394\">\u00a0</div>efectivo m\u00ednimo<div class=\"d0 w361\">\u00a0</div>del 15%<div class=\"d0 w49\">\u00a0</div>all\u00ed </div><div class=\"po0 fs14 cl2 l345 t4750\" id=\"a20078\">donde operen, por<div class=\"d0 w283\">\u00a0</div>lo que el<div class=\"d0 w55\">\u00a0</div>Grupo PRISA, como grupo<div class=\"d0 w486\">\u00a0</div>multinacional de gran<div class=\"d0 w395\">\u00a0</div>magnitud, est\u00e1 </div><div class=\"po0 fs14 cl2 l345 t4751\" id=\"a20079\">sujeto a dicho Impuesto Complementario.<div class=\"d0 w1397\">\u00a0</div></div><div class=\"po0 fs14 cl2 l345 t4752\" id=\"a20082\">En este sentido, el Grupo ha efectuado un an\u00e1lisis de los<div class=\"d0 w246\">\u00a0</div>impactos que se pueden derivar de la </div><div class=\"po0 fs14 cl2 l345 t4753\" id=\"a20083\">aplicaci\u00f3n<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>dicho<div class=\"d0 w171\">\u00a0</div>impuesto<div class=\"d0 w295\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2024,<div class=\"d0 w98\">\u00a0</div>considerando<div class=\"d0 w55\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>aplicaci\u00f3n de<div class=\"d0 w270\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>Puertos </div><div class=\"po0 fs14 cl2 l345 t4754\" id=\"a20084\">Seguros Transitorios previstos en la Disposici\u00f3n transitoria cuarta de la<div class=\"d0 w532\">\u00a0</div>Ley 7/2024 y el c\u00e1lculo </div><div class=\"po0 fs14 cl2 l345 t4755\" id=\"a20086\">completo,<div class=\"d0 w8\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>su<div class=\"d0 w344\">\u00a0</div>caso. De<div class=\"d0 w370\">\u00a0</div>dicho<div class=\"d0 w57\">\u00a0</div>an\u00e1lisis<div class=\"d0 w17\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>desprende que<div class=\"d0 w720\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>Grupo<div class=\"d0 w57\">\u00a0</div>PRISA<div class=\"d0 w17\">\u00a0</div>no<div class=\"d0 w361\">\u00a0</div>tiene<div class=\"d0 w201\">\u00a0</div>impacto </div><div class=\"po0 fs14 cl2 l345 t4756\" id=\"a20087\">significativo relacionado con las normas de Pilar Dos en su<div class=\"d0 w402\">\u00a0</div>gasto por impuesto corriente.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfIncomeTaxExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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t4399 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1384 t4397 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t4258 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t4258 bgc0\">\u00a0</div>\n<div class=\"w1358 po0 h12 l1556 t4258 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2847 t4397 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2847 t4258 bgc0\">\u00a0</div>\n<div class=\"w1359 po0 h12 l2848 t4258 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l331 t4397 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l331 t4258 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l2849 t4258 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2850 t4397 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2850 t4258 bgc0\">\u00a0</div>\n<div class=\"w1275 po0 h12 l715 t4258 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1046 t4397 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1046 t4258 bgc0\">\u00a0</div>\n<div class=\"w813 po0 h12 l2851 t4258 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2852 t4397 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2852 t4258 bgc0\">\u00a0</div>\n<div class=\"w1274 po0 h12 l2853 t4258 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2854 t4397 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2854 t4258 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2854 t4258 bgc0\">\u00a0</div>\n<div class=\"po1 w562 z0\" id=\"TextContainer3048\"><div class=\"po0 fs25 cl2 l510 t756\" id=\"a18584\">Activos y pasivos por Impuestos Diferidos </div><div class=\"po0 fs26 cl2 l454 t4400\" id=\"a18587\">Activos por impuestos diferidos </div><div class=\"po0 fs25 cl2 l367 t3601\" id=\"a18590\">2024- </div><div class=\"po0 fs14 cl2 l367 t4401\" id=\"a18594\">El siguiente cuadro muestra la procedencia y el importe de los activos por impuestos diferidos </div><div class=\"po0 fs14 cl2 l367 t4402\" id=\"a18595\">que se encuentran registrados al cierre del ejercicio 2024, en miles de euros: </div><div class=\"po0 fs15 cl2 l2859 t1183\" id=\"a18599\">ACTIVOS POR IMPUESTOS </div><div class=\"po0 fs15 cl2 l2859 t4403\" id=\"a18600\">DIFERIDOS CON<div class=\"d0 w631\">\u00a0</div>ORIGEN EN: </div><div class=\"po0 fs15 cl2 l2860 t4404\" id=\"a18602\">31.12.2023 </div><div class=\"po0 fs15 cl2 l2861 t4405\" id=\"a18604\">Ajustes por </div><div class=\"po0 fs15 cl2 l2862 t1183\" id=\"a18605\">conversi\u00f3n/</div><div class=\"po0 fs15 cl2 l2863 t4403\" id=\"a18606\">Correcci\u00f3n </div><div class=\"po0 fs15 cl2 l2864 t4406\" id=\"a18607\">monetaria </div><div class=\"po0 fs15 cl2 l2865 t4404\" id=\"a18609\">Adiciones </div><div class=\"po0 fs15 cl2 l2866 t4404\" id=\"a18611\">Retiros </div><div class=\"po0 fs15 cl2 l2867 t4404\" id=\"a18613\">31.12.2024 </div><div class=\"po0 fs32 cl2 l2859 t4407\" id=\"a18615\">Bases imponibles negativas<div class=\"d0 w426\">\u00a0</div>pendientes </div><div class=\"po0 fs32 cl2 l2868 t4407\" id=\"a18617\">13.727 </div><div class=\"po0 fs32 cl2 l2869 t4407\" id=\"a18619\">(1.557) </div><div class=\"po0 fs32 cl2 l2870 t4407\" id=\"a18621\">4.544 </div><div class=\"po0 fs32 cl2 l2871 t4407\" id=\"a18623\">(3.293) </div><div class=\"po0 fs32 cl2 l2872 t4407\" id=\"a18625\">13.421 </div><div class=\"po0 fs32 cl2 l2859 t4408\" id=\"a18627\">Provisiones, deterioros<div class=\"d0 w555\">\u00a0</div>y </div><div class=\"po0 fs32 cl2 l2859 t4409\" id=\"a18629\">depreciaciones no deducibles </div><div class=\"po0 fs32 cl2 l2868 t4410\" id=\"a18632\">34.642 </div><div class=\"po0 fs32 cl2 l2869 t4410\" id=\"a18634\">(3.551) </div><div class=\"po0 fs32 cl2 l2870 t4410\" id=\"a18637\">2.685 </div><div class=\"po0 fs32 cl2 l2871 t4410\" id=\"a18640\">(2.432) </div><div class=\"po0 fs32 cl2 l2872 t4410\" id=\"a18644\">31.344 </div><div class=\"po0 fs32 cl2 l2859 t4411\" id=\"a18646\">Otras diferencias temporarias </div><div class=\"po0 fs32 cl2 l2873 t4411\" id=\"a18648\">9.951 </div><div class=\"po0 fs32 cl2 l2874 t4411\" id=\"a18650\">(736) </div><div class=\"po0 fs32 cl2 l2870 t4411\" id=\"a18652\">2.373 </div><div class=\"po0 fs32 cl2 l2871 t4411\" id=\"a18654\">(1.136) </div><div class=\"po0 fs32 cl2 l2872 t4411\" id=\"a18658\">10.452 </div><div class=\"po0 fs15 cl2 l2859 t4412\" id=\"a18660\">Total </div><div class=\"po0 fs15 cl2 l1227 t4412\" id=\"a18662\">58.320 </div><div class=\"po0 fs15 cl2 l1490 t4412\" id=\"a18664\">(5.844) </div><div class=\"po0 fs15 cl2 l2875 t4412\" id=\"a18666\">9.602 </div><div class=\"po0 fs15 cl2 l2876 t4412\" id=\"a18668\">(6.861) </div><div class=\"po0 fs15 cl2 l2877 t4412\" id=\"a18672\">55.217 </div><div class=\"po0 fs14 cl2 l367 t4413\" id=\"a18676\">En<div class=\"d0 w376\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>ejercicio<div class=\"d0 w282\">\u00a0</div>2024,<div class=\"d0 w278\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>disminuci\u00f3n<div class=\"d0 w160\">\u00a0</div>neta<div class=\"d0 w448\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l2878 t4414\" id=\"a18677\">\u201cActivos<div class=\"d0 w379\">\u00a0</div>por<div class=\"d0 w501\">\u00a0</div>Impuestos<div class=\"d0 w170\">\u00a0</div>Diferidos\u201d </div><div class=\"po0 fs14 cl2 l2879 t4413\" id=\"a18678\">por </div><div class=\"po0 fs14 cl2 l367 t4415\" id=\"a18679\">importe de<div class=\"d0 w9\">\u00a0</div>3.103 miles<div class=\"d0 w21\">\u00a0</div>de euros<div class=\"d0 w234\">\u00a0</div>recoge, principalmente, el<div class=\"d0 w295\">\u00a0</div>efecto de<div class=\"d0 w48\">\u00a0</div>la utilizaci\u00f3n de<div class=\"d0 w167\">\u00a0</div>cr\u00e9ditos </div><div class=\"po0 fs14 cl2 l367 t4416\" id=\"a18680\">fiscales activados en ejercicios anteriores y de las variaciones del<div class=\"d0 w395\">\u00a0</div>tipo de cambio, parcialmente </div><div class=\"po0 fs14 cl2 l367 t4417\" id=\"a18681\">compensado<div class=\"d0 w531\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>el<div class=\"d0 w373\">\u00a0</div>incremento<div class=\"d0 w477\">\u00a0</div>derivado<div class=\"d0 w388\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>diferencias<div class=\"d0 w170\">\u00a0</div>temporales<div class=\"d0 w339\">\u00a0</div>registradas<div class=\"d0 w469\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l367 t4418\" id=\"a18685\">activaci\u00f3n de cr\u00e9ditos fiscales<div class=\"d0 w567\">\u00a0</div>consecuencia de las<div class=\"d0 w556\">\u00a0</div>p\u00e9rdidas generadas en<div class=\"d0 w341\">\u00a0</div>el ejercicio en algunas </div><div class=\"po0 fs14 cl2 l367 t4419\" id=\"a18686\">sociedades del negocio de Santillana y Radio en Latinoam\u00e9rica.<div class=\"d0 w402\">\u00a0</div></div><div class=\"po0 fs14 cl2 l367 t4420\" id=\"a18689\">Los<div class=\"d0 w610\">\u00a0</div>importes<div class=\"d0 w216\">\u00a0</div>activados<div class=\"d0 w748\">\u00a0</div>m\u00e1s<div class=\"d0 w592\">\u00a0</div>significativos<div class=\"d0 w307\">\u00a0</div>han<div class=\"d0 w301\">\u00a0</div>sido<div class=\"d0 w592\">\u00a0</div>generados<div class=\"d0 w568\">\u00a0</div>principalmente<div class=\"d0 w594\">\u00a0</div>por<div class=\"d0 w660\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l367 t4421\" id=\"a18694\">sociedades de Latam. </div></div></div></div></div><div class=\"po1 w1171 h138 lh0\" id=\"TextBlockContainer3054\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t2687 bgc0\">\u00a0</div>\n<div class=\"w1027 po0 h12 l1124 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1204 t2687 bgc0\">\u00a0</div>\n<div class=\"w1362 po0 h12 l2880 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2881 t2687 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1704 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2882 t2687 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2883 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2884 t2687 bgc0\">\u00a0</div>\n<div class=\"w1363 po0 h12 l2885 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2886 t2687 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l816 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t2687 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h331 l1361 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h331 l1204 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h331 l2881 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h331 l2882 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h331 l2884 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h331 l2886 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h331 l2887 t2688 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3500 bgc0\">\u00a0</div>\n<div class=\"w1027 po0 h12 l1124 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1204 t3500 bgc0\">\u00a0</div>\n<div class=\"w1362 po0 h12 l2880 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2881 t3500 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1704 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2882 t3500 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2883 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2884 t3500 bgc0\">\u00a0</div>\n<div class=\"w1363 po0 h12 l2885 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2886 t3500 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l816 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t3500 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1361 t494 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1204 t494 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2881 t494 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2882 t494 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2884 t494 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2886 t494 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2887 t494 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l1361 t4422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l1204 t4422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2881 t4422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2882 t4422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2884 t4422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2886 t4422 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h263 l2887 t4422 bgc0\">\u00a0</div>\n<div class=\"w1364 po0 h224 l530 t2756 bgc3\">\u00a0</div>\n<div class=\"w1365 po0 h251 l2888 t4423 bgc3\">\u00a0</div>\n<div class=\"w1362 po0 h224 l2880 t2756 bgc3\">\u00a0</div>\n<div class=\"w1160 po0 h251 l2889 t4423 bgc3\">\u00a0</div>\n<div class=\"w989 po0 h224 l1704 t2756 bgc3\">\u00a0</div>\n<div class=\"w1359 po0 h251 l2890 t4423 bgc3\">\u00a0</div>\n<div class=\"w1366 po0 h224 l2891 t2756 bgc3\">\u00a0</div>\n<div class=\"w1275 po0 h251 l620 t4423 bgc3\">\u00a0</div>\n<div class=\"w1363 po0 h224 l2892 t2756 bgc3\">\u00a0</div>\n<div class=\"w1273 po0 h251 l2893 t4423 bgc3\">\u00a0</div>\n<div class=\"w1363 po0 h224 l1880 t2756 bgc3\">\u00a0</div>\n<div class=\"w1269 po0 h251 l2894 t4423 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t4424 bgc0\">\u00a0</div>\n<div class=\"w1027 po0 h12 l1124 t4424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1204 t4424 bgc0\">\u00a0</div>\n<div class=\"w1362 po0 h12 l2880 t4424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2881 t4424 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1704 t4424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2882 t4424 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2883 t4424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2884 t4424 bgc0\">\u00a0</div>\n<div class=\"w1363 po0 h12 l2885 t4424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2886 t4424 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l816 t4424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t4424 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1361 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1361 t3192 bgc0\">\u00a0</div>\n<div class=\"w1027 po0 h12 l1124 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l1204 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1204 t3192 bgc0\">\u00a0</div>\n<div class=\"w1362 po0 h12 l2880 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2881 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2881 t3192 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l1704 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2882 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2882 t3192 bgc0\">\u00a0</div>\n<div class=\"w989 po0 h12 l2883 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2884 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2884 t3192 bgc0\">\u00a0</div>\n<div class=\"w1363 po0 h12 l2885 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2886 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2886 t3192 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l816 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2887 t2756 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t3192 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t3192 bgc0\">\u00a0</div>\n<div class=\"po1 w1171 z0\" id=\"TextContainer3054\"><div class=\"po0 fs25 cl2 l540 t756\" id=\"a18706\">2023- </div><div class=\"po0 fs14 cl2 l540 t3915\" id=\"a18709\">El siguiente cuadro muestra la procedencia y el importe de los activos por impuestos diferidos </div><div class=\"po0 fs14 cl2 l540 t2616\" id=\"a18711\">que se encontraban registrados al cierre del ejercicio 2023, en miles<div class=\"d0 w402\">\u00a0</div>de euros: </div><div class=\"po0 fs15 cl2 l2047 t4425\" id=\"a18715\">ACTIVOS POR IMPUESTOS </div><div class=\"po0 fs15 cl2 l2047 t4426\" id=\"a18716\">DIFERIDOS CON<div class=\"d0 w631\">\u00a0</div>ORIGEN EN: </div><div class=\"po0 fs15 cl2 l2895 t4427\" id=\"a18718\">31.12.2022 </div><div class=\"po0 fs15 cl2 l699 t4428\" id=\"a18720\">Ajustes por </div><div class=\"po0 fs15 cl2 l687 t4425\" id=\"a18721\">conversi\u00f3n/</div><div class=\"po0 fs15 cl2 l2126 t4426\" id=\"a18722\">Correcci\u00f3n </div><div class=\"po0 fs15 cl2 l935 t4429\" id=\"a18723\">monetaria </div><div class=\"po0 fs15 cl2 l1745 t4427\" id=\"a18725\">Adiciones </div><div class=\"po0 fs15 cl2 l982 t4427\" id=\"a18727\">Retiros </div><div class=\"po0 fs15 cl2 l646 t4427\" id=\"a18729\">31.12.2023 </div><div class=\"po0 fs32 cl2 l2047 t2622\" id=\"a18731\">Bases imponibles negativas<div class=\"d0 w426\">\u00a0</div>pendientes </div><div class=\"po0 fs32 cl2 l2896 t2622\" id=\"a18733\">13.614 </div><div class=\"po0 fs32 cl2 l2727 t2622\" id=\"a18735\">841 </div><div class=\"po0 fs32 cl2 l651 t2622\" id=\"a18737\">2.969 </div><div class=\"po0 fs32 cl2 l2897 t2622\" id=\"a18739\">(3.697) </div><div class=\"po0 fs32 cl2 l609 t2622\" id=\"a18741\">13.727 </div><div class=\"po0 fs32 cl2 l2047 t4430\" id=\"a18743\">Otras diferencias temporarias </div><div class=\"po0 fs32 cl2 l2896 t4430\" id=\"a18746\">41.365 </div><div class=\"po0 fs32 cl2 l2727 t4430\" id=\"a18748\">935 </div><div class=\"po0 fs32 cl2 l651 t4430\" id=\"a18750\">7.760 </div><div class=\"po0 fs32 cl2 l2897 t4430\" id=\"a18752\">(5.467) </div><div class=\"po0 fs32 cl2 l609 t4430\" id=\"a18756\">44.593 </div><div class=\"po0 fs15 cl2 l2047 t4431\" id=\"a18758\">Total </div><div class=\"po0 fs15 cl2 l2898 t4431\" id=\"a18760\">54.979 </div><div class=\"po0 fs15 cl2 l548 t4431\" id=\"a18762\">1.776 </div><div class=\"po0 fs15 cl2 l1097 t4431\" id=\"a18765\">10.729 </div><div class=\"po0 fs15 cl2 l2897 t4431\" id=\"a18768\">(9.164) </div><div class=\"po0 fs15 cl2 l2899 t4431\" id=\"a18770\">58.320 </div><div class=\"po0 fs14 cl2 l540 t4432\" id=\"a18773\">En el ejercicio<div class=\"d0 w621\">\u00a0</div>2023, el incremento<div class=\"d0 w559\">\u00a0</div>neto del<div class=\"d0 w341\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l2900 t4433\" id=\"a18774\">\u201cActivos por<div class=\"d0 w342\">\u00a0</div>Impuestos Diferidos\u201d</div><div class=\"po0 fs14 cl2 l569 t4432\" id=\"a18775\"><div class=\"d0 w907\">\u00a0</div>por importe </div><div class=\"po0 fs14 cl2 l540 t4181\" id=\"a18777\">de<div class=\"d0 w271\">\u00a0</div>3.341<div class=\"d0 w226\">\u00a0</div>miles<div class=\"d0 w382\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>fue<div class=\"d0 w335\">\u00a0</div>consecuencia<div class=\"d0 w288\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>registro<div class=\"d0 w285\">\u00a0</div>contable<div class=\"d0 w404\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>cr\u00e9ditos<div class=\"d0 w282\">\u00a0</div>fiscales<div class=\"d0 w3\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l540 t4434\" id=\"a18781\">p\u00e9rdidas generadas<div class=\"d0 w395\">\u00a0</div>en algunas<div class=\"d0 w18\">\u00a0</div>sociedades del<div class=\"d0 w20\">\u00a0</div>negocio de<div class=\"d0 w60\">\u00a0</div>Santillana en<div class=\"d0 w38\">\u00a0</div>Latinoam\u00e9rica, de las </div><div class=\"po0 fs14 cl2 l540 t4435\" id=\"a18782\">diferencias temporales registradas y de las variaciones de tipo<div class=\"d0 w402\">\u00a0</div>de cambio. </div><div class=\"po0 fs26 cl2 l540 t4436\" id=\"a18785\">An\u00e1lisis de recuperaci\u00f3n de cr\u00e9ditos fiscales </div><div class=\"po0 fs14 cl2 l540 t4437\" id=\"a18788\">Una vez realizado<div class=\"d0 w236\">\u00a0</div>el an\u00e1lisis de recuperaci\u00f3n<div class=\"d0 w361\">\u00a0</div>de cr\u00e9ditos fiscales en<div class=\"d0 w19\">\u00a0</div>diciembre de 2024, seg\u00fan </div><div class=\"po0 fs14 cl2 l540 t4438\" id=\"a18789\">el criterio<div class=\"d0 w9\">\u00a0</div>establecido por<div class=\"d0 w383\">\u00a0</div>la normativa<div class=\"d0 w345\">\u00a0</div>contable, no<div class=\"d0 w60\">\u00a0</div>se encuentran<div class=\"d0 w480\">\u00a0</div>activados en<div class=\"d0 w8\">\u00a0</div>el balance<div class=\"d0 w228\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l540 t4439\" id=\"a18790\">situaci\u00f3n consolidado cr\u00e9ditos<div class=\"d0 w295\">\u00a0</div>fiscales por deducciones<div class=\"d0 w26\">\u00a0</div>fiscales ni bases<div class=\"d0 w484\">\u00a0</div>imponibles negativas </div><div class=\"po0 fs14 cl2 l540 t4440\" id=\"a18792\">asociadas al consolidado fiscal espa\u00f1ol. </div><div class=\"po0 fs14 cl2 l540 t4441\" id=\"a18795\">El<div class=\"d0 w110\">\u00a0</div>an\u00e1lisis<div class=\"d0 w17\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>recuperaci\u00f3n de<div class=\"d0 w3\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>cr\u00e9ditos fiscales<div class=\"d0 w297\">\u00a0</div>est\u00e1 basado<div class=\"d0 w160\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>planes<div class=\"d0 w418\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>negocio y<div class=\"d0 w339\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l540 t4442\" id=\"a18796\">tratamiento<div class=\"d0 w335\">\u00a0</div>fiscal<div class=\"d0 w119\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>operaciones.<div class=\"d0 w517\">\u00a0</div>Los<div class=\"d0 w282\">\u00a0</div>planes<div class=\"d0 w483\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>negocio<div class=\"d0 w222\">\u00a0</div>tienen<div class=\"d0 w119\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>cuenta<div class=\"d0 w227\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>evoluci\u00f3n </div><div class=\"po0 fs14 cl2 l540 t4443\" id=\"a18797\">operativa de las sociedades, el desarrollo<div class=\"d0 w561\">\u00a0</div>de la estrategia del Grupo a medio<div class=\"d0 w532\">\u00a0</div>y largo plazo y las </div><div class=\"po0 fs14 cl2 l540 t4444\" id=\"a18799\">previsiones macroecon\u00f3micas y<div class=\"d0 w57\">\u00a0</div>sectoriales que afectan<div class=\"d0 w286\">\u00a0</div>a los<div class=\"d0 w110\">\u00a0</div>distintos negocios del<div class=\"d0 w234\">\u00a0</div>Grupo. En </div><div class=\"po0 fs14 cl2 l540 t3751\" id=\"a18800\">la<div class=\"d0 w189\">\u00a0</div>elaboraci\u00f3n<div class=\"d0 w745\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>los<div class=\"d0 w210\">\u00a0</div>planes<div class=\"d0 w941\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>negocio<div class=\"d0 w407\">\u00a0</div>se<div class=\"d0 w415\">\u00a0</div>han<div class=\"d0 w242\">\u00a0</div>tenido<div class=\"d0 w407\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>cuenta<div class=\"d0 w442\">\u00a0</div>previsiones<div class=\"d0 w242\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>estudios </div><div class=\"po0 fs14 cl2 l540 t4445\" id=\"a18801\">realizados por terceros.<div class=\"d0 w1367\">\u00a0</div></div><div class=\"po0 fs14 cl2 l540 t4446\" id=\"a18804\">En<div class=\"d0 w361\">\u00a0</div>relaci\u00f3n con<div class=\"d0 w485\">\u00a0</div>las perspectivas<div class=\"d0 w282\">\u00a0</div>macroecon\u00f3micas, el<div class=\"d0 w485\">\u00a0</div>entorno general<div class=\"d0 w482\">\u00a0</div>en el<div class=\"d0 w168\">\u00a0</div>ejercicio 2024<div class=\"d0 w338\">\u00a0</div>ha </div><div class=\"po0 fs14 cl2 l540 t4447\" id=\"a18805\">continuado<div class=\"d0 w231\">\u00a0</div>siendo<div class=\"d0 w539\">\u00a0</div>vol\u00e1til,<div class=\"d0 w480\">\u00a0</div>incierto,<div class=\"d0 w57\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>complejo<div class=\"d0 w60\">\u00a0</div>durante<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>a\u00f1o,<div class=\"d0 w419\">\u00a0</div>impactado<div class=\"d0 w18\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>elementos<div class=\"d0 w55\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l540 t4448\" id=\"a18806\">incertidumbre e<div class=\"d0 w281\">\u00a0</div>indeterminaci\u00f3n como<div class=\"d0 w282\">\u00a0</div>consecuencia, entre<div class=\"d0 w391\">\u00a0</div>otras cuestiones,<div class=\"d0 w288\">\u00a0</div>de las<div class=\"d0 w226\">\u00a0</div>tensiones </div><div class=\"po0 fs14 cl2 l540 t4449\" id=\"a18808\">por los conflictos<div class=\"d0 w619\">\u00a0</div>b\u00e9licos entre<div class=\"d0 w515\">\u00a0</div>Rusia y Ucrania<div class=\"d0 w966\">\u00a0</div>y en Oriente<div class=\"d0 w329\">\u00a0</div>Pr\u00f3ximo, as\u00ed como<div class=\"d0 w758\">\u00a0</div>por las tensiones </div><div class=\"po0 fs14 cl2 l540 t4450\" id=\"a18809\">geopol\u00edticas. Las perspectivas<div class=\"d0 w515\">\u00a0</div>seg\u00fan los informes<div class=\"d0 w558\">\u00a0</div>m\u00e1s recientes del Banco<div class=\"d0 w620\">\u00a0</div>Mundial indican que </div><div class=\"po0 fs14 cl2 l540 t4451\" id=\"a18810\">la econom\u00eda mundial se est\u00e1 asentando en tasas bajas de<div class=\"d0 w49\">\u00a0</div>crecimiento. Durante el ejercicio 2024 </div><div class=\"po0 fs14 cl2 l540 t4452\" id=\"a18813\">las tasas de<div class=\"d0 w31\">\u00a0</div>inflaci\u00f3n se han<div class=\"d0 w395\">\u00a0</div>moderado y los<div class=\"d0 w22\">\u00a0</div>tipos de inter\u00e9s han<div class=\"d0 w369\">\u00a0</div>bajado. En la<div class=\"d0 w234\">\u00a0</div>elaboraci\u00f3n los </div><div class=\"po0 fs14 cl2 l540 t4453\" id=\"a18815\">planes de negocio se han tenido en cuenta las previsiones<div class=\"d0 w516\">\u00a0</div>macroecon\u00f3micas de PIB e inflaci\u00f3n.<div class=\"d0 w1368\">\u00a0</div></div><div class=\"po0 fs14 cl2 l540 t2540\" id=\"a18818\">Para las previsiones de ingresos publicitarios de los<div class=\"d0 w375\">\u00a0</div>negocios del Grupo (Media), se han tenido </div><div class=\"po0 fs14 cl2 l540 t4454\" id=\"a18819\">en cuenta<div class=\"d0 w18\">\u00a0</div>las proyecciones de<div class=\"d0 w234\">\u00a0</div>los \u00faltimos informes<div class=\"d0 w395\">\u00a0</div>publicados del sector,<div class=\"d0 w63\">\u00a0</div>como el Informe<div class=\"d0 w234\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l540 t4455\" id=\"a18820\">PwC Media Outlook 2023-2027 o el informe de publicidad<div class=\"d0 w265\">\u00a0</div>de i2P. </div><div class=\"po0 fs14 cl2 l540 t4456\" id=\"a18829\">En<div class=\"d0 w237\">\u00a0</div>su<div class=\"d0 w166\">\u00a0</div>conjunto,<div class=\"d0 w234\">\u00a0</div>Radio<div class=\"d0 w389\">\u00a0</div>prev\u00e9<div class=\"d0 w237\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>sus<div class=\"d0 w245\">\u00a0</div>proyecciones<div class=\"d0 w404\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>crecimiento<div class=\"d0 w418\">\u00a0</div>publicitario<div class=\"d0 w333\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>base<div class=\"d0 w227\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l540 t4457\" id=\"a18830\">previsiones sectoriales y mejora<div class=\"d0 w39\">\u00a0</div>de la cuota de mercado basada<div class=\"d0 w21\">\u00a0</div>en la posici\u00f3n de<div class=\"d0 w38\">\u00a0</div>liderazgo de </div></div></div><div class=\"po1 w1373 h289 lh0\" id=\"TextBlockContainer3060\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2914 t4461 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2901 t4460 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2901 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2901 t4462 bgc0\">\u00a0</div>\n<div class=\"w1369 po0 h12 l2902 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2903 t4460 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2903 t4462 bgc0\">\u00a0</div>\n<div class=\"w1274 po0 h12 l2904 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2762 t4460 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2762 t4462 bgc0\">\u00a0</div>\n<div class=\"w1363 po0 h12 l2905 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2906 t4460 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2906 t4462 bgc0\">\u00a0</div>\n<div class=\"w1274 po0 h12 l2907 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2908 t4460 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2908 t4462 bgc0\">\u00a0</div>\n<div class=\"w1274 po0 h12 l2909 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2910 t4460 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2910 t4462 bgc0\">\u00a0</div>\n<div class=\"w1363 po0 h12 l2911 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2912 t4460 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2912 t4462 bgc0\">\u00a0</div>\n<div class=\"w1274 po0 h12 l2913 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2914 t4460 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2914 t4462 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2914 t4462 bgc0\">\u00a0</div>\n<div class=\"po1 w1373 z0\" id=\"TextContainer3060\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a18840\">las marcas. Adem\u00e1s, las proyecciones<div class=\"d0 w326\">\u00a0</div>prev\u00e9n crecimiento asociado al impulso<div class=\"d0 w498\">\u00a0</div>del audio digital </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a18841\">a trav\u00e9s del desarrollo del podcast y asociado al crecimiento<div class=\"d0 w561\">\u00a0</div>en la realizaci\u00f3n de eventos.<div class=\"d0 w754\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a18844\">Adicionalmente,<div class=\"d0 w18\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>Noticias las<div class=\"d0 w235\">\u00a0</div>proyecciones<div class=\"d0 w20\">\u00a0</div>consideran un<div class=\"d0 w232\">\u00a0</div>modelo de<div class=\"d0 w285\">\u00a0</div>negocio m\u00e1s<div class=\"d0 w468\">\u00a0</div>digital, </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a18845\">potenciando el<div class=\"d0 w7\">\u00a0</div>crecimiento de<div class=\"d0 w24\">\u00a0</div>las suscripciones<div class=\"d0 w24\">\u00a0</div>digitales y<div class=\"d0 w55\">\u00a0</div>el desarrollo<div class=\"d0 w32\">\u00a0</div>de negocios<div class=\"d0 w129\">\u00a0</div>digitales </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a18846\">especialmente relacionados con la Inteligencia Artificial.<div class=\"d0 w1224\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a18849\">Adem\u00e1s, se prev\u00e9 que los costes se mantengan estables en<div class=\"d0 w47\">\u00a0</div>el medio y largo plazo a pesar de la </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a18850\">inflaci\u00f3n.<div class=\"d0 w1370\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a18853\">En Santillana Latinoam\u00e9rica se<div class=\"d0 w480\">\u00a0</div>prev\u00e9 que contin\u00fae la<div class=\"d0 w368\">\u00a0</div>expansi\u00f3n de los sistemas<div class=\"d0 w30\">\u00a0</div>de ense\u00f1anza </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a18854\">incrementando el n\u00famero de suscripciones progresivamente e incrementando precios en l\u00ednea </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a18855\">con<div class=\"d0 w47\">\u00a0</div>el crecimiento<div class=\"d0 w343\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la inflaci\u00f3n.<div class=\"d0 w345\">\u00a0</div>En cuanto<div class=\"d0 w223\">\u00a0</div>a la<div class=\"d0 w475\">\u00a0</div>venta<div class=\"d0 w22\">\u00a0</div>did\u00e1ctica, se<div class=\"d0 w165\">\u00a0</div>espera que<div class=\"d0 w245\">\u00a0</div>se mantenga </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a18857\">estable en los<div class=\"d0 w201\">\u00a0</div>pr\u00f3ximos a\u00f1os con<div class=\"d0 w24\">\u00a0</div>un ligero crecimiento.<div class=\"d0 w295\">\u00a0</div>En relaci\u00f3n con<div class=\"d0 w55\">\u00a0</div>la venta institucional, </div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a18858\">las proyecciones se basan<div class=\"d0 w515\">\u00a0</div>en la evoluci\u00f3n hist\u00f3rica<div class=\"d0 w567\">\u00a0</div>de la venta institucional<div class=\"d0 w402\">\u00a0</div>de cada pa\u00eds y<div class=\"d0 w268\">\u00a0</div>se ha </div><div class=\"po0 fs14 cl2 l340 t1057\" id=\"a18859\">considerado<div class=\"d0 w543\">\u00a0</div>una<div class=\"d0 w98\">\u00a0</div>evoluci\u00f3n<div class=\"d0 w17\">\u00a0</div>continuista<div class=\"d0 w164\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>futuro,<div class=\"d0 w234\">\u00a0</div>considerando<div class=\"d0 w169\">\u00a0</div>que<div class=\"d0 w368\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>ven<div class=\"d0 w290\">\u00a0</div>afectados<div class=\"d0 w55\">\u00a0</div>por<div class=\"d0 w345\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t1059\" id=\"a18861\">ciclos educativos de ense\u00f1anza, especialmente en Brasil, d\u00f3nde el negocio<div class=\"d0 w532\">\u00a0</div>es m\u00e1s c\u00edclico. </div><div class=\"po0 fs14 cl2 l340 t1124\" id=\"a18864\">La evoluci\u00f3n de<div class=\"d0 w331\">\u00a0</div>los negocios<div class=\"d0 w332\">\u00a0</div>de Media<div class=\"d0 w326\">\u00a0</div>y Santillana<div class=\"d0 w341\">\u00a0</div>en Latinoam\u00e9rica<div class=\"d0 w325\">\u00a0</div>impacta en<div class=\"d0 w498\">\u00a0</div>los dividendos </div><div class=\"po0 fs14 cl2 l340 t1062\" id=\"a18865\">que dichas filiales pueden<div class=\"d0 w366\">\u00a0</div>repartir al Grupo en<div class=\"d0 w26\">\u00a0</div>Espa\u00f1a, afectado a su<div class=\"d0 w50\">\u00a0</div>vez por sus necesidades </div><div class=\"po0 fs14 cl2 l340 t1063\" id=\"a18866\">de caja. </div><div class=\"po0 fs14 cl2 l340 t1064\" id=\"a18869\">Finalmente,<div class=\"d0 w586\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>servicios<div class=\"d0 w339\">\u00a0</div>corporativos<div class=\"d0 w249\">\u00a0</div>continuar\u00e1n<div class=\"d0 w289\">\u00a0</div>reduciendo<div class=\"d0 w237\">\u00a0</div>sus<div class=\"d0 w612\">\u00a0</div>costes<div class=\"d0 w377\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>periodo<div class=\"d0 w377\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1065\" id=\"a18870\">proyecci\u00f3n. </div><div class=\"po0 fs26 cl2 l340 t1066\" id=\"a18873\">Pasivos por impuestos diferidos </div><div class=\"po0 fs25 cl2 l340 t1748\" id=\"a18876\">2024- </div><div class=\"po0 fs14 cl2 l340 t4463\" id=\"a18880\">El siguiente cuadro muestra la<div class=\"d0 w147\">\u00a0</div>procedencia y el importe de<div class=\"d0 w342\">\u00a0</div>los pasivos por impuestos<div class=\"d0 w268\">\u00a0</div>diferidos </div><div class=\"po0 fs14 cl2 l340 t4464\" id=\"a18881\">que se encuentran registrados al cierre del ejercicio 2024, en miles de<div class=\"d0 w392\">\u00a0</div>euros: </div><div class=\"po0 fs15 cl2 l1911 t4465\" id=\"a18884\">PASIVOS POR IMPUESTOS </div><div class=\"po0 fs15 cl2 l1911 t1358\" id=\"a18885\">DIFERIDOS CON<div class=\"d0 w631\">\u00a0</div>ORIGEN EN: </div><div class=\"po0 fs15 cl2 l1695 t4466\" id=\"a18887\">31.12.2023 </div><div class=\"po0 fs15 cl2 l1696 t4467\" id=\"a18889\">Ajustes por </div><div class=\"po0 fs15 cl2 l669 t4465\" id=\"a18890\">conversi\u00f3n/</div><div class=\"po0 fs15 cl2 l2920 t1358\" id=\"a18891\">Correcci\u00f3n </div><div class=\"po0 fs15 cl2 l2921 t4468\" id=\"a18892\">monetaria </div><div class=\"po0 fs15 cl2 l1024 t4466\" id=\"a18894\">Adiciones </div><div class=\"po0 fs15 cl2 l1902 t4466\" id=\"a18896\">Retiros </div><div class=\"po0 fs15 cl2 l689 t4466\" id=\"a18898\">Traspasos </div><div class=\"po0 fs15 cl2 l2922 t4466\" id=\"a18900\">31.12.2024 </div><div class=\"po0 fs32 cl2 l1911 t4469\" id=\"a18902\">Diferimiento por reinversi\u00f3n<div class=\"d0 w1371\">\u00a0</div>de </div><div class=\"po0 fs32 cl2 l1911 t4470\" id=\"a18903\">beneficios extraordinarios </div><div class=\"po0 fs32 cl2 l2923 t4471\" id=\"a18905\">930 </div><div class=\"po0 fs32 cl2 l1067 t4471\" id=\"a18907\">- </div><div class=\"po0 fs32 cl2 l2044 t4471\" id=\"a18909\">- </div><div class=\"po0 fs32 cl2 l2386 t4471\" id=\"a18911\">(38) </div><div class=\"po0 fs32 cl2 l666 t4471\" id=\"a18913\">- </div><div class=\"po0 fs32 cl2 l2924 t4471\" id=\"a18915\">892 </div><div class=\"po0 fs32 cl2 l1911 t2201\" id=\"a18917\">Diferente criterio </div><div class=\"po0 fs32 cl2 l1911 t4472\" id=\"a18918\">amortizaci\u00f3n/depreciaci\u00f3n<div class=\"d0 w490\">\u00a0</div>contable y </div><div class=\"po0 fs32 cl2 l1911 t4473\" id=\"a18919\">fiscal </div><div class=\"po0 fs32 cl2 l596 t4472\" id=\"a18921\">3.215 </div><div class=\"po0 fs32 cl2 l2925 t4472\" id=\"a18923\">(254) </div><div class=\"po0 fs32 cl2 l778 t4472\" id=\"a18925\">822 </div><div class=\"po0 fs32 cl2 l432 t4472\" id=\"a18927\">(290) </div><div class=\"po0 fs32 cl2 l926 t4472\" id=\"a18929\">5.886 </div><div class=\"po0 fs32 cl2 l710 t4472\" id=\"a18931\">9.379 </div><div class=\"po0 fs32 cl2 l1911 t4474\" id=\"a18933\">Diferente imputaci\u00f3n contable<div class=\"d0 w1372\">\u00a0</div>y fiscal </div><div class=\"po0 fs32 cl2 l1911 t4279\" id=\"a18934\">de ingresos y gastos </div><div class=\"po0 fs32 cl2 l596 t4475\" id=\"a18936\">8.598 </div><div class=\"po0 fs32 cl2 l2925 t4475\" id=\"a18938\">(449) </div><div class=\"po0 fs32 cl2 l778 t4475\" id=\"a18940\">277 </div><div class=\"po0 fs32 cl2 l2926 t4475\" id=\"a18942\">- </div><div class=\"po0 fs32 cl2 l1866 t4475\" id=\"a18944\">(5.886) </div><div class=\"po0 fs32 cl2 l710 t4475\" id=\"a18946\">2.540 </div><div class=\"po0 fs32 cl2 l1911 t4476\" id=\"a18948\">Otros </div><div class=\"po0 fs32 cl2 l596 t4476\" id=\"a18950\">9.394 </div><div class=\"po0 fs32 cl2 l2198 t4476\" id=\"a18952\">(64) </div><div class=\"po0 fs32 cl2 l2927 t4476\" id=\"a18954\">1.212 </div><div class=\"po0 fs32 cl2 l432 t4476\" id=\"a18956\">(633) </div><div class=\"po0 fs32 cl2 l666 t4476\" id=\"a18958\">- </div><div class=\"po0 fs32 cl2 l710 t4476\" id=\"a18960\">9.909 </div><div class=\"po0 fs15 cl2 l1911 t4477\" id=\"a18962\">Total </div><div class=\"po0 fs15 cl2 l977 t4477\" id=\"a18964\">22.137 </div><div class=\"po0 fs15 cl2 l923 t4477\" id=\"a18966\">(767) </div><div class=\"po0 fs15 cl2 l824 t4477\" id=\"a18968\">2.311 </div><div class=\"po0 fs15 cl2 l2054 t4477\" id=\"a18970\">(961) </div><div class=\"po0 fs15 cl2 l666 t4477\" id=\"a18972\">- </div><div class=\"po0 fs15 cl2 l2733 t4477\" id=\"a18974\">22.720 </div><div class=\"po0 fs14 cl2 l340 t4478\" id=\"a18977\">En el ejercicio<div class=\"d0 w621\">\u00a0</div>2024, el incremento<div class=\"d0 w559\">\u00a0</div>neto del<div class=\"d0 w341\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l2900 t4479\" id=\"a18978\">\u201cPasivos por Impuestos<div class=\"d0 w427\">\u00a0</div>Diferidos\u201d</div><div class=\"po0 fs14 cl2 l569 t4478\" id=\"a18979\"><div class=\"d0 w708\">\u00a0</div>por importe </div><div class=\"po0 fs14 cl2 l340 t4480\" id=\"a18981\">de 583 miles<div class=\"d0 w421\">\u00a0</div>de euros recoge, principalmente,<div class=\"d0 w8\">\u00a0</div>el diferente criterio de<div class=\"d0 w420\">\u00a0</div>registro contable y<div class=\"d0 w369\">\u00a0</div>fiscal </div></div></div><div class=\"po1 w198 h337 lh0\" id=\"TextBlockContainer3066\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZk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l737 t3539 bgc0\">\u00a0</div>\n<div class=\"w904 po0 h12 l1334 t3539 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2886 t3539 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l816 t3539 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t3539 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l529 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t4486 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l529 t4486 bgc0\">\u00a0</div>\n<div class=\"w1374 po0 h12 l530 t4486 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2928 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2928 t4486 bgc0\">\u00a0</div>\n<div class=\"w1056 po0 h12 l533 t4486 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2929 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2929 t4486 bgc0\">\u00a0</div>\n<div class=\"w1269 po0 h12 l2930 t4486 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2882 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2882 t4486 bgc0\">\u00a0</div>\n<div class=\"w1192 po0 h12 l2883 t4486 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l737 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l737 t4486 bgc0\">\u00a0</div>\n<div class=\"w904 po0 h12 l1334 t4486 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2886 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2886 t4486 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l816 t4486 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h224 l2887 t2108 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t4486 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2887 t4486 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer3066\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a18991\">de determinadas provisiones,<div class=\"d0 w422\">\u00a0</div>gastos de amortizaci\u00f3n<div class=\"d0 w406\">\u00a0</div>por intangibles<div class=\"d0 w402\">\u00a0</div>y de determinadas ventas </div><div class=\"po0 fs14 cl2 l540 t816\" id=\"a18994\">institucionales en Brasil.<div class=\"d0 w437\">\u00a0</div></div><div class=\"po0 fs25 cl2 l540 t4487\" id=\"a18997\">2023- </div><div class=\"po0 fs14 cl2 l540 t1913\" id=\"a19000\">El siguiente cuadro<div class=\"d0 w146\">\u00a0</div>muestra la procedencia<div class=\"d0 w411\">\u00a0</div>y el importe<div class=\"d0 w479\">\u00a0</div>de los pasivos<div class=\"d0 w559\">\u00a0</div>por impuestos diferidos, </div><div class=\"po0 fs14 cl2 l540 t4488\" id=\"a19001\">que se encontraban registrados al cierre del ejercicio 2023, en<div class=\"d0 w406\">\u00a0</div>miles de euros: </div><div class=\"po0 fs15 cl2 l2047 t4489\" id=\"a19004\">PASIVOS POR IMPUESTOS </div><div class=\"po0 fs15 cl2 l2047 t4490\" id=\"a19005\">DIFERIDOS CON<div class=\"d0 w631\">\u00a0</div>ORIGEN EN: </div><div class=\"po0 fs15 cl2 l675 t4491\" id=\"a19007\">31.12.2022 </div><div class=\"po0 fs15 cl2 l687 t4492\" id=\"a19009\">Ajustes por </div><div class=\"po0 fs15 cl2 l868 t4489\" id=\"a19010\">conversi\u00f3n/</div><div class=\"po0 fs15 cl2 l2126 t4490\" id=\"a19011\">Correcci\u00f3n </div><div class=\"po0 fs15 cl2 l987 t4493\" id=\"a19012\">monetaria </div><div class=\"po0 fs15 cl2 l848 t4491\" id=\"a19014\">Adiciones </div><div class=\"po0 fs15 cl2 l2932 t4491\" id=\"a19016\">Retiros </div><div class=\"po0 fs15 cl2 l646 t4491\" id=\"a19018\">31.12.2023 </div><div class=\"po0 fs32 cl2 l2047 t4494\" id=\"a19020\">Diferimiento por reinversi\u00f3n<div class=\"d0 w1371\">\u00a0</div>de </div><div class=\"po0 fs32 cl2 l2047 t2625\" id=\"a19021\">beneficios extraordinarios </div><div class=\"po0 fs32 cl2 l2933 t4495\" id=\"a19023\">968 </div><div class=\"po0 fs32 cl2 l2934 t4495\" id=\"a19025\">- </div><div class=\"po0 fs32 cl2 l2427 t4495\" id=\"a19027\">- </div><div class=\"po0 fs32 cl2 l1448 t4495\" id=\"a19029\">(38) </div><div class=\"po0 fs32 cl2 l2935 t4495\" id=\"a19031\">930 </div><div class=\"po0 fs32 cl2 l2047 t4496\" id=\"a19033\">Amortizaci\u00f3n acelerada </div><div class=\"po0 fs32 cl2 l2936 t4496\" id=\"a19035\">2.422 </div><div class=\"po0 fs32 cl2 l2937 t4496\" id=\"a19037\">543 </div><div class=\"po0 fs32 cl2 l2938 t4496\" id=\"a19039\">338 </div><div class=\"po0 fs32 cl2 l1448 t4496\" id=\"a19041\">(88) </div><div class=\"po0 fs32 cl2 l2939 t4496\" id=\"a19043\">3.215 </div><div class=\"po0 fs32 cl2 l2047 t4497\" id=\"a19045\">Diferente imputaci\u00f3n contable<div class=\"d0 w1372\">\u00a0</div>y fiscal </div><div class=\"po0 fs32 cl2 l2047 t1765\" id=\"a19046\">de ingresos y gastos </div><div class=\"po0 fs32 cl2 l2936 t4498\" id=\"a19048\">5.511 </div><div class=\"po0 fs32 cl2 l856 t4498\" id=\"a19050\">21 </div><div class=\"po0 fs32 cl2 l354 t4498\" id=\"a19052\">3.066 </div><div class=\"po0 fs32 cl2 l2940 t4498\" id=\"a19054\">- </div><div class=\"po0 fs32 cl2 l2939 t4498\" id=\"a19056\">8.598 </div><div class=\"po0 fs32 cl2 l2047 t4499\" id=\"a19058\">Otros </div><div class=\"po0 fs32 cl2 l1963 t4499\" id=\"a19060\">10.993 </div><div class=\"po0 fs32 cl2 l2941 t4499\" id=\"a19062\">(1.333) </div><div class=\"po0 fs32 cl2 l2938 t4499\" id=\"a19064\">270 </div><div class=\"po0 fs32 cl2 l2217 t4499\" id=\"a19066\">(536) </div><div class=\"po0 fs32 cl2 l2939 t4499\" id=\"a19068\">9.394 </div><div class=\"po0 fs15 cl2 l2047 t4500\" id=\"a19070\">Total </div><div class=\"po0 fs15 cl2 l1742 t4500\" id=\"a19072\">19.894 </div><div class=\"po0 fs15 cl2 l2806 t4500\" id=\"a19074\">(769) </div><div class=\"po0 fs15 cl2 l2942 t4500\" id=\"a19076\">3.674 </div><div class=\"po0 fs15 cl2 l2217 t4500\" id=\"a19078\">(662) </div><div class=\"po0 fs15 cl2 l2109 t4500\" id=\"a19080\">22.137 </div><div class=\"po0 fs14 cl2 l540 t4501\" id=\"a19084\">En el ejercicio<div class=\"d0 w621\">\u00a0</div>2023, el incremento<div class=\"d0 w559\">\u00a0</div>neto del<div class=\"d0 w341\">\u00a0</div>ep\u00edgrafe </div><div class=\"po0 fs26 cl2 l2943 t4502\" id=\"a19085\">\u201cPasivos por Impuestos<div class=\"d0 w427\">\u00a0</div>Diferidos\u201d</div><div class=\"po0 fs14 cl2 l2944 t4501\" id=\"a19086\"><div class=\"d0 w708\">\u00a0</div>por importe </div><div class=\"po0 fs14 cl2 l540 t4503\" id=\"a19088\">de 2.243 miles<div class=\"d0 w129\">\u00a0</div>de euros recog\u00eda, principalmente, el<div class=\"d0 w21\">\u00a0</div>diferente criterio de imputaci\u00f3n<div class=\"d0 w50\">\u00a0</div>contable y </div><div class=\"po0 fs14 cl2 l540 t4504\" id=\"a19089\">fiscal<div class=\"d0 w210\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>determinados<div class=\"d0 w448\">\u00a0</div>gastos<div class=\"d0 w505\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>amortizaci\u00f3n<div class=\"d0 w273\">\u00a0</div>por<div class=\"d0 w262\">\u00a0</div>intangibles<div class=\"d0 w699\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>determinadas<div class=\"d0 w432\">\u00a0</div>ventas </div><div class=\"po0 fs14 cl2 l540 t4505\" id=\"a19090\">institucionales en Brasil.<div class=\"d0 w437\">\u00a0</div></div><div class=\"po0 fs26 cl2 l540 t4506\" id=\"a19093\">Otros aspectos </div><div class=\"po0 fs14 cl2 l540 t4507\" id=\"a19096\">En el<div class=\"d0 w57\">\u00a0</div>ejercicio 2024 el<div class=\"d0 w366\">\u00a0</div>Grupo no registr\u00f3 ning\u00fan<div class=\"d0 w58\">\u00a0</div>pasivo por impuesto<div class=\"d0 w9\">\u00a0</div>diferido en relaci\u00f3n<div class=\"d0 w19\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l540 t4508\" id=\"a19099\">la<div class=\"d0 w59\">\u00a0</div>tributaci\u00f3n del<div class=\"d0 w482\">\u00a0</div>5%<div class=\"d0 w395\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los dividendos<div class=\"d0 w227\">\u00a0</div>que se<div class=\"d0 w377\">\u00a0</div>recibir\u00edan a<div class=\"d0 w226\">\u00a0</div>partir de<div class=\"d0 w291\">\u00a0</div>2024 por<div class=\"d0 w469\">\u00a0</div>las sociedades </div><div class=\"po0 fs14 cl2 l540 t4509\" id=\"a19100\">espa\u00f1olas en<div class=\"d0 w334\">\u00a0</div>la medida<div class=\"d0 w287\">\u00a0</div>en que<div class=\"d0 w247\">\u00a0</div>no se<div class=\"d0 w539\">\u00a0</div>estimaba que<div class=\"d0 w293\">\u00a0</div>se fuera<div class=\"d0 w232\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>derivar obligaci\u00f3n<div class=\"d0 w366\">\u00a0</div>tributaria al </div><div class=\"po0 fs14 cl2 l540 t4510\" id=\"a19103\">respecto conforme a la mejor estimaci\u00f3n de las bases imponibles. </div><div class=\"po0 fs14 cl2 l540 t4511\" id=\"a19106\">Los<div class=\"d0 w23\">\u00a0</div>activos y<div class=\"d0 w98\">\u00a0</div>pasivos fiscales<div class=\"d0 w394\">\u00a0</div>del balance<div class=\"d0 w485\">\u00a0</div>consolidado se<div class=\"d0 w421\">\u00a0</div>encuentran registrados<div class=\"d0 w171\">\u00a0</div>al cierre<div class=\"d0 w485\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l540 t4512\" id=\"a19107\">ejercicio 2024 a su valor estimado de recuperaci\u00f3n o cancelaci\u00f3n. </div><div class=\"po0 fs14 cl2 l540 t1407\" id=\"a19110\">No existen<div class=\"d0 w264\">\u00a0</div>importes significativos derivados de<div class=\"d0 w486\">\u00a0</div>diferencias temporales<div class=\"d0 w246\">\u00a0</div>asociadas a beneficios </div><div class=\"po0 fs14 cl2 l540 t4513\" id=\"a19111\">no distribuidos procedentes de<div class=\"d0 w532\">\u00a0</div>sociedades dependientes en jurisdicciones<div class=\"d0 w300\">\u00a0</div>en los que se aplican </div><div class=\"po0 fs14 cl2 l540 t4514\" id=\"a19112\">tipos<div class=\"d0 w417\">\u00a0</div>impositivos<div class=\"d0 w202\">\u00a0</div>diferentes,<div class=\"d0 w745\">\u00a0</div>por<div class=\"d0 w262\">\u00a0</div>las<div class=\"d0 w431\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>no<div class=\"d0 w431\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>hayan<div class=\"d0 w209\">\u00a0</div>reconocido<div class=\"d0 w202\">\u00a0</div>pasivos<div class=\"d0 w565\">\u00a0</div>por<div class=\"d0 w510\">\u00a0</div>impuestos </div><div class=\"po0 fs14 cl2 l341 t4515\" id=\"a19114\">diferidos.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDeferredTaxesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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  },
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   "value": "<div class=\"po1 w1389 h343 lh0\" id=\"TextBlockContainer3080\"><div class=\"po0 l342 t756 f0\" id=\"div_3077_XBRL_TS_fc111143010b4f56adc5fae79ace8bf2\"><div class=\"po1 w1389 h343 lh0\" id=\"TextBlockContainer3078\"><div class=\"w89 po0 h12 l3026 t4701 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3026 t4701 bgc0\">\u00a0</div>\n<div class=\"w1263 po0 h12 l3027 t4701 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3028 t4701 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3028 t4701 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3026 t3718 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3028 t3718 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3026 t3440 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l3027 t3440 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3029 t3440 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l3030 t3440 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3028 t3440 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h341 l3026 t4702 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h341 l3029 t4702 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h341 l3028 t4702 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2339 t4703 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2339 t4703 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3031 t4703 bgc0\">\u00a0</div>\n<div class=\"w1388 po0 h12 l2429 t4703 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3026 t4703 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l3027 t4703 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3029 t4703 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l3030 t4703 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3028 t4703 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l2339 t4704 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l3026 t4704 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l3029 t4704 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h211 l3028 t4704 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2339 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3026 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3029 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3028 t2755 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h342 l2339 t2546 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h342 l3026 t2546 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h342 l3029 t2546 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h342 l3028 t2546 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l2339 t4705 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l3026 t4705 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l3029 t4705 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h188 l3028 t4705 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2339 t4706 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3026 t4706 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3029 t4706 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3028 t4706 bgc0\">\u00a0</div>\n<div class=\"w1041 po0 h302 l3031 t4707 bgc3\">\u00a0</div>\n<div class=\"w1042 po0 h175 l431 t1519 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h302 l3032 t4707 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h175 l3033 t1519 bgc3\">\u00a0</div>\n<div class=\"w935 po0 h302 l3034 t4707 bgc3\">\u00a0</div>\n<div class=\"w938 po0 h175 l3035 t1519 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2339 t4708 bgc0\">\u00a0</div>\n<div class=\"w1044 po0 h12 l3031 t4708 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3026 t4708 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l3027 t4708 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3029 t4708 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l3030 t4708 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3028 t4708 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l2339 t4707 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2339 t4395 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2339 t4395 bgc0\">\u00a0</div>\n<div class=\"w1044 po0 h12 l3031 t4395 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l3026 t4707 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3026 t4395 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l3027 t4395 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l3029 t4707 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3029 t4395 bgc0\">\u00a0</div>\n<div class=\"w935 po0 h12 l3030 t4395 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h302 l3028 t4707 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3028 t4395 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3028 t4395 bgc0\">\u00a0</div>\n<div class=\"po1 w1389 z0\" id=\"TextContainer3078\"><div class=\"po0 fs25 cl2 l3036 t756\" id=\"a19881\">Administraciones p\u00fablicas corrientes </div><div class=\"po0 fs14 cl2 l3036 t768\" id=\"a19883\">Los saldos corrientes mantenidos<div class=\"d0 w19\">\u00a0</div>por el Grupo<div class=\"d0 w246\">\u00a0</div>con las Administraciones P\u00fablicas al<div class=\"d0 w58\">\u00a0</div>31 de </div><div class=\"po0 fs14 cl2 l3036 t769\" id=\"a19884\">diciembre de 2024 son los siguientes: </div><div class=\"po0 fs38 cl2 l3037 t4709\" id=\"a19887\">Miles de euros </div><div class=\"po0 fs39 cl2 l3038 t4710\" id=\"a19889\">Hacienda p\u00fablica </div><div class=\"po0 fs39 cl2 l3039 t4711\" id=\"a19890\">deudora </div><div class=\"po0 fs39 cl2 l3040 t4710\" id=\"a19892\">Hacienda p\u00fablica </div><div class=\"po0 fs39 cl2 l3041 t4711\" id=\"a19894\">acreedora </div><div class=\"po0 fs38 cl2 l3042 t4712\" id=\"a19896\">Por impuestos al consumo </div><div class=\"po0 fs38 cl2 l3043 t4713\" id=\"a19898\">13.553 </div><div class=\"po0 fs38 cl2 l3044 t4713\" id=\"a19900\">10.726 </div><div class=\"po0 fs38 cl2 l3042 t4714\" id=\"a19902\">Por impuesto sobre sociedades </div><div class=\"po0 fs38 cl2 l3045 t4714\" id=\"a19904\">7.571 </div><div class=\"po0 fs38 cl2 l3044 t4714\" id=\"a19906\">14.942 </div><div class=\"po0 fs38 cl2 l3042 t4715\" id=\"a19908\">Por organismos de la seguridad social </div><div class=\"po0 fs38 cl2 l3046 t4715\" id=\"a19910\">- </div><div class=\"po0 fs38 cl2 l3047 t4715\" id=\"a19912\">3.710 </div><div class=\"po0 fs38 cl2 l3042 t4716\" id=\"a19914\">Por retenciones sobre la renta del trabajador<div class=\"d0 w1347\">\u00a0</div></div><div class=\"po0 fs38 cl2 l3048 t4716\" id=\"a19916\">125 </div><div class=\"po0 fs38 cl2 l3047 t4716\" id=\"a19918\">4.507 </div><div class=\"po0 fs38 cl2 l3042 t2459\" id=\"a19920\">Otros conceptos </div><div class=\"po0 fs38 cl2 l3045 t2459\" id=\"a19922\">7.680 </div><div class=\"po0 fs38 cl2 l3047 t2459\" id=\"a19924\">5.871 </div><div class=\"po0 fs39 cl2 l3042 t4717\" id=\"a19926\">Total </div><div class=\"po0 fs39 cl2 l3049 t4717\" id=\"a19928\">28.929 </div><div class=\"po0 fs39 cl2 l3044 t4717\" id=\"a19930\">39.756 </div><div class=\"po0 fs25 cl4 l3050 t4718\" id=\"a19932\">.</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfTaxReceivablesAndPayablesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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  "ID_377": {
   "value": "<div class=\"po1 w681 h78 lh0\" id=\"TextBlockContainer3088\"><div class=\"po0 l342 t756 f0\" id=\"div_3085_XBRL_TS_84c5ebd97ca74582aa3e2c57c0257ed8\"><div class=\"po1 w681 h78 lh0\" id=\"TextBlockContainer3086\"><div class=\"po1 w681 z0\" id=\"TextContainer3086\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a19939\">Los<div class=\"d0 w23\">\u00a0</div>ejercicios abiertos<div class=\"d0 w174\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>inspecci\u00f3n en<div class=\"d0 w225\">\u00a0</div>relaci\u00f3n con<div class=\"d0 w485\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>principales impuestos<div class=\"d0 w174\">\u00a0</div>var\u00edan para<div class=\"d0 w482\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l451 t757\" id=\"a19940\">diferentes<div class=\"d0 w466\">\u00a0</div>sociedades<div class=\"d0 w507\">\u00a0</div>consolidadas,<div class=\"d0 w388\">\u00a0</div>si<div class=\"d0 w431\">\u00a0</div>bien,<div class=\"d0 w617\">\u00a0</div>generalmente,<div class=\"d0 w491\">\u00a0</div>comprenden<div class=\"d0 w370\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>cuatro<div class=\"d0 w720\">\u00a0</div>\u00faltimos </div><div class=\"po0 fs14 cl2 l451 t902\" id=\"a19941\">ejercicios.<div class=\"d0 w737\">\u00a0</div></div><div class=\"po0 fs14 cl2 l451 t818\" id=\"a19944\">En<div class=\"d0 w588\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>ejercicio<div class=\"d0 w243\">\u00a0</div>2019<div class=\"d0 w156\">\u00a0</div>concluyeron<div class=\"d0 w197\">\u00a0</div>las<div class=\"d0 w588\">\u00a0</div>actuaciones<div class=\"d0 w189\">\u00a0</div>inspectoras<div class=\"d0 w197\">\u00a0</div>relativas<div class=\"d0 w602\">\u00a0</div>al<div class=\"d0 w430\">\u00a0</div>Impuesto<div class=\"d0 w564\">\u00a0</div>sobre </div><div class=\"po0 fs14 cl2 l451 t819\" id=\"a19945\">Sociedades correspondiente a los ejercicios 2012 y 2013<div class=\"d0 w59\">\u00a0</div>del Grupo 194/09 del que Prisa Radio, </div><div class=\"po0 fs14 cl2 l451 t820\" id=\"a19946\">S.A era<div class=\"d0 w167\">\u00a0</div>sociedad dominante, y<div class=\"d0 w226\">\u00a0</div>al Impuesto<div class=\"d0 w34\">\u00a0</div>sobre Sociedades<div class=\"d0 w9\">\u00a0</div>de los<div class=\"d0 w286\">\u00a0</div>ejercicios 2012<div class=\"d0 w295\">\u00a0</div>a 2015<div class=\"d0 w111\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l451 t821\" id=\"a19948\">Grupo<div class=\"d0 w280\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>consolidaci\u00f3n<div class=\"d0 w169\">\u00a0</div>fiscal<div class=\"d0 w293\">\u00a0</div>2/91,<div class=\"d0 w162\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>Promotora<div class=\"d0 w238\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>Informaciones,<div class=\"d0 w518\">\u00a0</div>S.A.<div class=\"d0 w284\">\u00a0</div>es<div class=\"d0 w368\">\u00a0</div>sociedad </div><div class=\"po0 fs14 cl2 l451 t4719\" id=\"a19949\">dominante, con la<div class=\"d0 w228\">\u00a0</div>firma de dos<div class=\"d0 w47\">\u00a0</div>actas en disconformidad de<div class=\"d0 w396\">\u00a0</div>las que no<div class=\"d0 w264\">\u00a0</div>se ha derivado<div class=\"d0 w20\">\u00a0</div>cuota a </div><div class=\"po0 fs14 cl2 l451 t4720\" id=\"a19950\">ingresar alguna, y cuyo efecto principal ha supuesto<div class=\"d0 w47\">\u00a0</div>una redistribuci\u00f3n en los cr\u00e9ditos fiscales </div><div class=\"po0 fs14 cl2 l451 t4721\" id=\"a19952\">de<div class=\"d0 w661\">\u00a0</div>una<div class=\"d0 w318\">\u00a0</div>categor\u00eda<div class=\"d0 w301\">\u00a0</div>a<div class=\"d0 w457\">\u00a0</div>otra.<div class=\"d0 w710\">\u00a0</div>Las<div class=\"d0 w177\">\u00a0</div>sociedades<div class=\"d0 w604\">\u00a0</div>interpusieron<div class=\"d0 w365\">\u00a0</div>la<div class=\"d0 w216\">\u00a0</div>correspondiente<div class=\"d0 w759\">\u00a0</div>reclamaci\u00f3n </div><div class=\"po0 fs14 cl2 l451 t4722\" id=\"a19953\">econ\u00f3mico-administrativa<div class=\"d0 w1390\">\u00a0</div>ante<div class=\"d0 w1391\">\u00a0</div>el<div class=\"d0 w1392\">\u00a0</div>TEAC<div class=\"d0 w1393\">\u00a0</div>y,<div class=\"d0 w1394\">\u00a0</div>posteriormente,<div class=\"d0 w1394\">\u00a0</div>recursos<div class=\"d0 w1395\">\u00a0</div>contencioso-</div><div class=\"po0 fs14 cl2 l451 t4723\" id=\"a19957\">administrativos<div class=\"d0 w552\">\u00a0</div>ante<div class=\"d0 w440\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>Audiencia<div class=\"d0 w202\">\u00a0</div>Nacional.<div class=\"d0 w440\">\u00a0</div>En<div class=\"d0 w431\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>ejercicio<div class=\"d0 w207\">\u00a0</div>2024<div class=\"d0 w210\">\u00a0</div>se<div class=\"d0 w467\">\u00a0</div>ha<div class=\"d0 w533\">\u00a0</div>recibido<div class=\"d0 w648\">\u00a0</div>sentencia </div><div class=\"po0 fs14 cl2 l451 t4724\" id=\"a19963\">estimatoria de<div class=\"d0 w39\">\u00a0</div>la demanda interpuesta<div class=\"d0 w7\">\u00a0</div>frente al procedimiento inspector<div class=\"d0 w238\">\u00a0</div>relativo al Grupo<div class=\"d0 w56\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t4725\" id=\"a19964\">consolidaci\u00f3n fiscal 194/09, encontr\u00e1ndose el recurso relativo al Grupo de consolidaci\u00f3n fiscal </div><div class=\"po0 fs14 cl2 l451 t4726\" id=\"a19965\">2/91 pendiente de resoluci\u00f3n ante la Audiencia Nacional.<div class=\"d0 w516\">\u00a0</div></div><div class=\"po0 fs14 cl2 l451 t4727\" id=\"a19970\">En el ejercicio 2021 finalizaron<div class=\"d0 w47\">\u00a0</div>las actuaciones inspectoras relativas al Impuesto<div class=\"d0 w18\">\u00a0</div>sobre el Valor </div><div class=\"po0 fs14 cl2 l451 t4728\" id=\"a19971\">A\u00f1adido de<div class=\"d0 w361\">\u00a0</div>los periodos<div class=\"d0 w48\">\u00a0</div>2016-2018, del<div class=\"d0 w129\">\u00a0</div>Grupo de<div class=\"d0 w231\">\u00a0</div>IVA 105/08,<div class=\"d0 w59\">\u00a0</div>con la<div class=\"d0 w234\">\u00a0</div>firma de<div class=\"d0 w30\">\u00a0</div>(i) un<div class=\"d0 w34\">\u00a0</div>Acta en </div><div class=\"po0 fs14 cl2 l451 t4729\" id=\"a19974\">conformidad correspondiente a los ejercicios 2017 y 2018 de la que no se deriv\u00f3 cuota alguna<div class=\"d0 w516\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l451 t4730\" id=\"a19976\">(ii) un Acuerdo de liquidaci\u00f3n relativo al ejercicio 2016 por importe de 147 miles de euros, que </div><div class=\"po0 fs14 cl2 l451 t4731\" id=\"a19977\">fue<div class=\"d0 w33\">\u00a0</div>satisfecho<div class=\"d0 w34\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>la Sociedad.<div class=\"d0 w517\">\u00a0</div>En<div class=\"d0 w32\">\u00a0</div>ejercicio 2024<div class=\"d0 w338\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>ha<div class=\"d0 w57\">\u00a0</div>recibido resoluci\u00f3n<div class=\"d0 w404\">\u00a0</div>desestimatoria del </div><div class=\"po0 fs14 cl2 l451 t4732\" id=\"a19978\">Tribunal<div class=\"d0 w351\">\u00a0</div>Econ\u00f3mico<div class=\"d0 w511\">\u00a0</div>Administrativo<div class=\"d0 w540\">\u00a0</div>Central,<div class=\"d0 w565\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>ha<div class=\"d0 w255\">\u00a0</div>sido<div class=\"d0 w351\">\u00a0</div>objeto<div class=\"d0 w258\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>recurso<div class=\"d0 w209\">\u00a0</div>contencioso-</div><div class=\"po0 fs14 cl2 l451 t4733\" id=\"a19981\">administrativo ante la Audiencia Nacional, el cual se encuentra<div class=\"d0 w328\">\u00a0</div>pendiente de resoluci\u00f3n. </div><div class=\"po0 fs14 cl2 l451 t4734\" id=\"a19984\">En el ejercicio 2024, han finalizado las actuaciones inspectoras de car\u00e1cter parcial, relativas a la </div><div class=\"po0 fs14 cl2 l451 t4735\" id=\"a19985\">comprobaci\u00f3n de<div class=\"d0 w247\">\u00a0</div>la deducci\u00f3n<div class=\"d0 w228\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>doble imposici\u00f3n<div class=\"d0 w296\">\u00a0</div>regulada en<div class=\"d0 w283\">\u00a0</div>el art\u00edculo<div class=\"d0 w230\">\u00a0</div>31 de<div class=\"d0 w391\">\u00a0</div>la Ley<div class=\"d0 w233\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l451 t4736\" id=\"a19986\">Impuesto<div class=\"d0 w289\">\u00a0</div>sobre<div class=\"d0 w274\">\u00a0</div>Sociedades<div class=\"d0 w337\">\u00a0</div>generada<div class=\"d0 w163\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2019<div class=\"d0 w276\">\u00a0</div>as\u00ed<div class=\"d0 w612\">\u00a0</div>como<div class=\"d0 w370\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>ajustes<div class=\"d0 w336\">\u00a0</div>al<div class=\"d0 w379\">\u00a0</div>resultado </div><div class=\"po0 fs14 cl2 l451 t4737\" id=\"a19989\">contable<div class=\"d0 w153\">\u00a0</div>positivo<div class=\"d0 w192\">\u00a0</div>y<div class=\"d0 w196\">\u00a0</div>negativo<div class=\"d0 w551\">\u00a0</div>asociados<div class=\"d0 w192\">\u00a0</div>a<div class=\"d0 w194\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>citada<div class=\"d0 w151\">\u00a0</div>deducci\u00f3n,<div class=\"d0 w68\">\u00a0</div>tanto<div class=\"d0 w553\">\u00a0</div>de<div class=\"d0 w589\">\u00a0</div>PRISA<div class=\"d0 w208\">\u00a0</div>como<div class=\"d0 w261\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t4738\" id=\"a19993\">determinadas entidades dependientes.<div class=\"d0 w144\">\u00a0</div>Como resultado de las<div class=\"d0 w410\">\u00a0</div>mismas, se han<div class=\"d0 w342\">\u00a0</div>incrementado las </div><div class=\"po0 fs14 cl2 l451 t4739\" id=\"a19999\">bases<div class=\"d0 w55\">\u00a0</div>imponibles negativas<div class=\"d0 w421\">\u00a0</div>pendientes de<div class=\"d0 w476\">\u00a0</div>compensar de<div class=\"d0 w222\">\u00a0</div>las sociedades<div class=\"d0 w199\">\u00a0</div>que en<div class=\"d0 w224\">\u00a0</div>la actualidad </div></div></div></div></div><div class=\"po1 w198 h104 lh0\" id=\"TextBlockContainer3102\"><div class=\"po0 l342 t756 f0\" id=\"div_3096_XBRL_TS_fcd918cf88e9463185d05cead29e3f62_1\"><div class=\"po1 w198 h104 lh0\" id=\"TextBlockContainer3100\"><div class=\"po0 l342 t756 f0\" id=\"div_3097_XBRL_TS_8f1a9402d768402aa51a2d4baa7d3c6c_1\"><div class=\"po1 w198 h104 lh0\" id=\"TextBlockContainer3098\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer3098\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a20010\">forman parte del grupo<div class=\"d0 w446\">\u00a0</div>fiscal en 839<div class=\"d0 w402\">\u00a0</div>miles de euros<div class=\"d0 w324\">\u00a0</div>y se ha reducido<div class=\"d0 w488\">\u00a0</div>el importe de la<div class=\"d0 w410\">\u00a0</div>deducci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a20013\">por doble<div class=\"d0 w111\">\u00a0</div>imposici\u00f3n internacional<div class=\"d0 w295\">\u00a0</div>pendiente de<div class=\"d0 w223\">\u00a0</div>utilizaci\u00f3n correspondiente<div class=\"d0 w418\">\u00a0</div>al ejercicio<div class=\"d0 w9\">\u00a0</div>2019 </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a20014\">en 1.072 miles de euros. </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a20017\">En<div class=\"d0 w475\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2024<div class=\"d0 w63\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>ha<div class=\"d0 w57\">\u00a0</div>notificado<div class=\"d0 w9\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la<div class=\"d0 w293\">\u00a0</div>Sociedad<div class=\"d0 w18\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>inicio<div class=\"d0 w55\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>actuaciones<div class=\"d0 w59\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>comprobaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a20020\">relativa<div class=\"d0 w230\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>Impuesto<div class=\"d0 w394\">\u00a0</div>sobre<div class=\"d0 w334\">\u00a0</div>determinados<div class=\"d0 w8\">\u00a0</div>Servicios<div class=\"d0 w30\">\u00a0</div>Digitales<div class=\"d0 w237\">\u00a0</div>correspondiente<div class=\"d0 w56\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>ejercicios </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a20021\">2021<div class=\"d0 w63\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>2023. No<div class=\"d0 w483\">\u00a0</div>se estima<div class=\"d0 w161\">\u00a0</div>que de<div class=\"d0 w176\">\u00a0</div>esta inspecci\u00f3n<div class=\"d0 w172\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>derive un<div class=\"d0 w245\">\u00a0</div>impacto patrimonial<div class=\"d0 w176\">\u00a0</div>negativo </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a20022\">significativo para el Grupo. </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a20027\">La filial<div class=\"d0 w328\">\u00a0</div>Grupo Latino Radiodifusi\u00f3n,<div class=\"d0 w267\">\u00a0</div>SpA (Chile)<div class=\"d0 w147\">\u00a0</div>recibi\u00f3 en<div class=\"d0 w126\">\u00a0</div>2023 una resoluci\u00f3n<div class=\"d0 w85\">\u00a0</div>desestimatoria </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a20030\">de la Corte Suprema de<div class=\"d0 w341\">\u00a0</div>Chile por actas en las<div class=\"d0 w557\">\u00a0</div>que el Servicio de<div class=\"d0 w299\">\u00a0</div>Impuestos Interno denegaba la </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a20031\">deducci\u00f3n de determinados gastos correspondientes a<div class=\"d0 w228\">\u00a0</div>los a\u00f1os tributarios 2012 y<div class=\"d0 w32\">\u00a0</div>2013/2016 y </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a20032\">2017.<div class=\"d0 w155\">\u00a0</div>Por<div class=\"d0 w526\">\u00a0</div>tanto,<div class=\"d0 w193\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>Grupo<div class=\"d0 w255\">\u00a0</div>provision\u00f3<div class=\"d0 w636\">\u00a0</div>3,7<div class=\"d0 w408\">\u00a0</div>millones<div class=\"d0 w636\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>euros<div class=\"d0 w445\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>cuenta<div class=\"d0 w253\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>resultados </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a20034\">consolidada<div class=\"d0 w32\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>ejercicio 2023,<div class=\"d0 w612\">\u00a0</div>asociado<div class=\"d0 w395\">\u00a0</div>principalmente<div class=\"d0 w18\">\u00a0</div>al pago<div class=\"d0 w294\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>se<div class=\"d0 w129\">\u00a0</div>ha<div class=\"d0 w171\">\u00a0</div>realizado<div class=\"d0 w20\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>2024 </div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a20035\">derivado de esta resoluci\u00f3n. </div><div class=\"po0 fs14 cl2 l340 t1059\" id=\"a20038\">La<div class=\"d0 w333\">\u00a0</div>provisi\u00f3n para<div class=\"d0 w222\">\u00a0</div>impuestos<div class=\"d0 w27\">\u00a0</div>(</div><div class=\"po0 fs26 cl2 l3052 t1060\" id=\"a20040\">v\u00e9ase<div class=\"d0 w246\">\u00a0</div>nota<div class=\"d0 w236\">\u00a0</div>12</div><div class=\"po0 fs14 cl2 l3053 t1059\" id=\"a20041\">)<div class=\"d0 w264\">\u00a0</div>asciende<div class=\"d0 w50\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>406 miles<div class=\"d0 w373\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros para<div class=\"d0 w388\">\u00a0</div>hacer frente, </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a20046\">principalmente, al impacto de los probables pronunciamientos desfavorables estimados en los </div><div class=\"po0 fs14 cl2 l340 t1124\" id=\"a20047\">diferentes procedimientos tributarios, relacionados anteriormente. </div><div class=\"po0 fs14 cl2 l340 t1063\" id=\"a20050\">No se espera<div class=\"d0 w559\">\u00a0</div>que se devenguen<div class=\"d0 w616\">\u00a0</div>pasivos de<div class=\"d0 w375\">\u00a0</div>consideraci\u00f3n, adicionales<div class=\"d0 w143\">\u00a0</div>a los<div class=\"d0 w267\">\u00a0</div>ya registrados,<div class=\"d0 w85\">\u00a0</div>como </div><div class=\"po0 fs14 cl2 l341 t3337\" id=\"a20051\">consecuencia de estos procedimientos o de una futura y eventual inspecci\u00f3n.</div></div></div></div></div></div></div><div class=\"po1 w681 h359 lh0\" id=\"TextBlockContainer3205\"><div class=\"po0 l342 t756 f0\" id=\"div_3202_XBRL_TS_0a65b3a632474560b7349e62181ac12a\"><div class=\"po1 w681 h359 lh0\" id=\"TextBlockContainer3203\"><div class=\"po1 w681 z0\" id=\"TextContainer3203\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a22191\">(24)<div class=\"d0 w391\">\u00a0</div>LITIGIOS Y RECLAMACIONES EN CURSO </div><div class=\"po0 fs25 cl2 l509 t5175\" id=\"a22195\">A)<div class=\"d0 w1467\">\u00a0</div>CNMC - Santillana </div><div class=\"po0 fs14 cl2 l509 t5176\" id=\"a22203\">La Comisi\u00f3n Nacional de los Mercados y la Competencia (CNMC), mediante Resoluci\u00f3n de 30 </div><div class=\"po0 fs14 cl2 l509 t5177\" id=\"a22204\">de<div class=\"d0 w271\">\u00a0</div>mayo<div class=\"d0 w496\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>2019,<div class=\"d0 w278\">\u00a0</div>declar\u00f3<div class=\"d0 w2\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>algunas<div class=\"d0 w285\">\u00a0</div>sociedades<div class=\"d0 w531\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>Grupo<div class=\"d0 w494\">\u00a0</div>Santillana<div class=\"d0 w289\">\u00a0</div>-Grupo<div class=\"d0 w586\">\u00a0</div>Santillana </div><div class=\"po0 fs14 cl2 l509 t5178\" id=\"a22207\">Educaci\u00f3n<div class=\"d0 w582\">\u00a0</div>Global,<div class=\"d0 w452\">\u00a0</div>S.L.,<div class=\"d0 w1460\">\u00a0</div>Santillana<div class=\"d0 w217\">\u00a0</div>Educaci\u00f3n,<div class=\"d0 w302\">\u00a0</div>S.L.,<div class=\"d0 w608\">\u00a0</div>Ediciones<div class=\"d0 w308\">\u00a0</div>Grazalema,<div class=\"d0 w355\">\u00a0</div>S.L.,<div class=\"d0 w1460\">\u00a0</div>Edicions </div><div class=\"po0 fs14 cl2 l509 t5179\" id=\"a22209\">Obradoiro, S.L., Edicions<div class=\"d0 w402\">\u00a0</div>Voramar, S.A.,<div class=\"d0 w140\">\u00a0</div>Zubia Editoriala S.L.<div class=\"d0 w532\">\u00a0</div>y Grup Promotor<div class=\"d0 w325\">\u00a0</div>d'Ensenyament </div><div class=\"po0 fs14 cl2 l509 t5180\" id=\"a22210\">i<div class=\"d0 w174\">\u00a0</div>Difusio<div class=\"d0 w250\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>Catala,<div class=\"d0 w98\">\u00a0</div>S.L.<div class=\"d0 w334\">\u00a0</div>(conjuntamente,<div class=\"d0 w383\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>\u201cSociedades<div class=\"d0 w8\">\u00a0</div>Afectadas\u201d)-<div class=\"d0 w404\">\u00a0</div>(as\u00ed<div class=\"d0 w421\">\u00a0</div>como<div class=\"d0 w344\">\u00a0</div>sociedades </div><div class=\"po0 fs14 cl2 l509 t5181\" id=\"a22214\">pertenecientes<div class=\"d0 w39\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>otros<div class=\"d0 w21\">\u00a0</div>grupos<div class=\"d0 w236\">\u00a0</div>editoriales) habr\u00edan<div class=\"d0 w477\">\u00a0</div>cometido dos<div class=\"d0 w379\">\u00a0</div>infracciones muy<div class=\"d0 w282\">\u00a0</div>graves<div class=\"d0 w7\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l509 t5182\" id=\"a22216\">art\u00edculo 1<div class=\"d0 w3\">\u00a0</div>de la<div class=\"d0 w250\">\u00a0</div>Ley 15/2007<div class=\"d0 w164\">\u00a0</div>de Defensa<div class=\"d0 w475\">\u00a0</div>de la<div class=\"d0 w421\">\u00a0</div>Competencia y<div class=\"d0 w282\">\u00a0</div>del art\u00edculo<div class=\"d0 w238\">\u00a0</div>101<div class=\"d0 w63\">\u00a0</div>del Tratado<div class=\"d0 w420\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l509 t5183\" id=\"a22217\">Funcionamiento de<div class=\"d0 w165\">\u00a0</div>la Uni\u00f3n<div class=\"d0 w23\">\u00a0</div>Europea; imponiendo<div class=\"d0 w236\">\u00a0</div>una sanci\u00f3n<div class=\"d0 w228\">\u00a0</div>acumulada de<div class=\"d0 w286\">\u00a0</div>9.214 miles<div class=\"d0 w21\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l509 t5184\" id=\"a22218\">euros, sin perjuicio del desglose de las sanciones que la Resoluci\u00f3n aplica<div class=\"d0 w514\">\u00a0</div>a cada sociedad. </div><div class=\"po0 fs14 cl2 l509 t5185\" id=\"a22222\">El<div class=\"d0 w441\">\u00a0</div>19<div class=\"d0 w206\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>julio<div class=\"d0 w203\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>2019<div class=\"d0 w210\">\u00a0</div>se<div class=\"d0 w415\">\u00a0</div>interpuso<div class=\"d0 w203\">\u00a0</div>recurso<div class=\"d0 w207\">\u00a0</div>contencioso-administrativo<div class=\"d0 w493\">\u00a0</div>contra<div class=\"d0 w401\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>referida </div><div class=\"po0 fs14 cl2 l509 t5186\" id=\"a22225\">Resoluci\u00f3n<div class=\"d0 w404\">\u00a0</div>ante<div class=\"d0 w8\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>Secci\u00f3n<div class=\"d0 w343\">\u00a0</div>Sexta<div class=\"d0 w345\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>Audiencia<div class=\"d0 w286\">\u00a0</div>Nacional<div class=\"d0 w283\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>solicit\u00f3<div class=\"d0 w283\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>suspensi\u00f3n<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l509 t5187\" id=\"a22226\">ejecutividad de la Resoluci\u00f3n durante el tiempo que dure el procedimiento. El 4 de septiembre </div><div class=\"po0 fs14 cl2 l509 t5188\" id=\"a22229\">de<div class=\"d0 w246\">\u00a0</div>2019<div class=\"d0 w63\">\u00a0</div>la Audiencia<div class=\"d0 w98\">\u00a0</div>Nacional suspendi\u00f3<div class=\"d0 w420\">\u00a0</div>la ejecutividad<div class=\"d0 w247\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la Resoluci\u00f3n,<div class=\"d0 w199\">\u00a0</div>condicionada a<div class=\"d0 w474\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l509 t5189\" id=\"a22230\">presentaci\u00f3n de cauci\u00f3n por el importe de la sanci\u00f3n impuesta<div class=\"d0 w392\">\u00a0</div>por la Resoluci\u00f3n.<div class=\"d0 w843\">\u00a0</div></div><div class=\"po0 fs14 cl2 l509 t5190\" id=\"a22233\">El 4<div class=\"d0 w63\">\u00a0</div>de noviembre<div class=\"d0 w20\">\u00a0</div>de 2019 se<div class=\"d0 w390\">\u00a0</div>present\u00f3 aval<div class=\"d0 w38\">\u00a0</div>bancario en la<div class=\"d0 w110\">\u00a0</div>Audiencia Nacional por<div class=\"d0 w383\">\u00a0</div>el referido </div><div class=\"po0 fs14 cl2 l509 t5191\" id=\"a22234\">importe<div class=\"d0 w228\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>mediante<div class=\"d0 w17\">\u00a0</div>providencia<div class=\"d0 w63\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>6<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>noviembre de<div class=\"d0 w531\">\u00a0</div>2019<div class=\"d0 w31\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>acord\u00f3<div class=\"d0 w21\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>Sala<div class=\"d0 w129\">\u00a0</div>tener<div class=\"d0 w34\">\u00a0</div>por </div></div></div></div></div><div class=\"po1 w502 h86 lh0\" id=\"TextBlockContainer3214\"><div class=\"po0 l342 t756 f0\" id=\"div_3211_XBRL_TS_a33a076180d849f8bdc88f699612ea4c_1\"><div class=\"po1 w502 h86 lh0\" id=\"TextBlockContainer3212\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer3212\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a22244\">cumplida en tiempo<div class=\"d0 w251\">\u00a0</div>y forma la condici\u00f3n<div class=\"d0 w148\">\u00a0</div>impuesta y, por<div class=\"d0 w341\">\u00a0</div>lo tanto, suspender<div class=\"d0 w498\">\u00a0</div>la ejecutividad de </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a22245\">la Resoluci\u00f3n. </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a22248\">Con<div class=\"d0 w408\">\u00a0</div>fecha<div class=\"d0 w242\">\u00a0</div>16<div class=\"d0 w194\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>abril<div class=\"d0 w407\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>2020,<div class=\"d0 w191\">\u00a0</div>las<div class=\"d0 w541\">\u00a0</div>Sociedades<div class=\"d0 w244\">\u00a0</div>Afectadas<div class=\"d0 w1023\">\u00a0</div>presentaron<div class=\"d0 w583\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>correspondiente </div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a22249\">demanda<div class=\"d0 w752\">\u00a0</div>ante<div class=\"d0 w159\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>Audiencia<div class=\"d0 w752\">\u00a0</div>Nacional<div class=\"d0 w534\">\u00a0</div>solicitando<div class=\"d0 w680\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>nulidad<div class=\"d0 w258\">\u00a0</div>\u00edntegra<div class=\"d0 w444\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>la<div class=\"d0 w430\">\u00a0</div>Resoluci\u00f3n<div class=\"d0 w636\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a22250\">subsidiariamente<div class=\"d0 w238\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>nulidad<div class=\"d0 w169\">\u00a0</div>\u00edntegra<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>sanci\u00f3n<div class=\"d0 w230\">\u00a0</div>impuesta<div class=\"d0 w296\">\u00a0</div>o<div class=\"d0 w167\">\u00a0</div>su<div class=\"d0 w344\">\u00a0</div>significativa<div class=\"d0 w167\">\u00a0</div>reducci\u00f3n.<div class=\"d0 w247\">\u00a0</div>La </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a22252\">abogac\u00eda del Estado<div class=\"d0 w333\">\u00a0</div>present\u00f3 el<div class=\"d0 w20\">\u00a0</div>correspondiente escrito de<div class=\"d0 w34\">\u00a0</div>contestaci\u00f3n en tiempo<div class=\"d0 w30\">\u00a0</div>y forma, el </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a22253\">26 de octubre se produjo la ratificaci\u00f3n pericial por parte del perito de<div class=\"d0 w27\">\u00a0</div>las demandantes y el 27 </div><div class=\"po0 fs14 cl2 l340 t822\" id=\"a22254\">de<div class=\"d0 w271\">\u00a0</div>noviembre<div class=\"d0 w161\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>2020<div class=\"d0 w291\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>Sociedades<div class=\"d0 w281\">\u00a0</div>Afectadas<div class=\"d0 w289\">\u00a0</div>presentaron<div class=\"d0 w4\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>escrito<div class=\"d0 w279\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>conclusiones.<div class=\"d0 w615\">\u00a0</div>La </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a22256\">abogac\u00eda del Estado present\u00f3 tambi\u00e9n su escrito de conclusiones, con fecha 22 de diciembre de </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a22257\">2020.<div class=\"d0 w1267\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a22260\">Con<div class=\"d0 w111\">\u00a0</div>fecha<div class=\"d0 w368\">\u00a0</div>31<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>diciembre<div class=\"d0 w9\">\u00a0</div>2020,<div class=\"d0 w110\">\u00a0</div>se<div class=\"d0 w175\">\u00a0</div>cerr\u00f3<div class=\"d0 w21\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>venta<div class=\"d0 w22\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>parte<div class=\"d0 w383\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Grupo<div class=\"d0 w171\">\u00a0</div>Santillana<div class=\"d0 w39\">\u00a0</div>Educaci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a22261\">Global,<div class=\"d0 w366\">\u00a0</div>S.L.<div class=\"d0 w56\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Santillana<div class=\"d0 w39\">\u00a0</div>Educaci\u00f3n,<div class=\"d0 w129\">\u00a0</div>S.L.<div class=\"d0 w50\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>sus<div class=\"d0 w23\">\u00a0</div>sociedades<div class=\"d0 w234\">\u00a0</div>filiales<div class=\"d0 w231\">\u00a0</div>(Edicions<div class=\"d0 w33\">\u00a0</div>Obradoiro,<div class=\"d0 w38\">\u00a0</div>S.L., </div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a22262\">Edicions<div class=\"d0 w340\">\u00a0</div>Voramar,<div class=\"d0 w280\">\u00a0</div>S.A.,<div class=\"d0 w469\">\u00a0</div>Zubia<div class=\"d0 w274\">\u00a0</div>Editoriala<div class=\"d0 w615\">\u00a0</div>S.L.,<div class=\"d0 w225\">\u00a0</div>Ediciones<div class=\"d0 w281\">\u00a0</div>Grazalema,<div class=\"d0 w281\">\u00a0</div>S.L.<div class=\"d0 w377\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>Grup<div class=\"d0 w615\">\u00a0</div>Promotor </div><div class=\"po0 fs14 cl2 l340 t1057\" id=\"a22264\">d\u2019Ensenyament i Difusi\u00f3 en Catal\u00e1, S.L.) a Sanoma Pro Oy, de forma que dichas sociedades no </div><div class=\"po0 fs14 cl2 l340 t1059\" id=\"a22265\">forman parte del per\u00edmetro de Grupo. No obstante, y de acuerdo con los t\u00e9rminos del contrato </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a22266\">de compraventa firmado<div class=\"d0 w420\">\u00a0</div>entre las partes,<div class=\"d0 w480\">\u00a0</div>Grupo Santillana Educaci\u00f3n<div class=\"d0 w20\">\u00a0</div>Global, S.L.<div class=\"d0 w19\">\u00a0</div>otorg\u00f3 una </div><div class=\"po0 fs14 cl2 l340 t1124\" id=\"a22268\">indemnidad a Sanoma Pro Oy por el resultado de este proceso.<div class=\"d0 w402\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1063\" id=\"a22271\">El pasado 3 de enero de 2022, Santillana present\u00f3 escrito ante la Audiencia Nacional, en virtud </div><div class=\"po0 fs14 cl2 l340 t1125\" id=\"a22272\">del<div class=\"d0 w197\">\u00a0</div>cual<div class=\"d0 w197\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>aporta<div class=\"d0 w188\">\u00a0</div>al<div class=\"d0 w430\">\u00a0</div>expediente<div class=\"d0 w195\">\u00a0</div>una<div class=\"d0 w191\">\u00a0</div>sentencia<div class=\"d0 w151\">\u00a0</div>recientemente<div class=\"d0 w534\">\u00a0</div>emitida<div class=\"d0 w415\">\u00a0</div>por<div class=\"d0 w749\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>Sala<div class=\"d0 w197\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>lo </div><div class=\"po0 fs14 cl2 l340 t1064\" id=\"a22273\">Contencioso Administrativo (y<div class=\"d0 w446\">\u00a0</div>posterior a la fecha<div class=\"d0 w144\">\u00a0</div>en que Santillana<div class=\"d0 w342\">\u00a0</div>present\u00f3 sus conclusiones) </div><div class=\"po0 fs14 cl2 l340 t1065\" id=\"a22275\">dentro<div class=\"d0 w404\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>procedimiento<div class=\"d0 w171\">\u00a0</div>ordinario<div class=\"d0 w486\">\u00a0</div>contra<div class=\"d0 w169\">\u00a0</div>una<div class=\"d0 w98\">\u00a0</div>resoluci\u00f3n<div class=\"d0 w286\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>CNMC<div class=\"d0 w232\">\u00a0</div>-sustancialmente </div><div class=\"po0 fs14 cl2 l340 t1128\" id=\"a22278\">id\u00e9ntico<div class=\"d0 w338\">\u00a0</div>al<div class=\"d0 w162\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>Santillana-,<div class=\"d0 w517\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>virtud<div class=\"d0 w162\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>cual<div class=\"d0 w3\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>referida<div class=\"d0 w338\">\u00a0</div>Sala<div class=\"d0 w3\">\u00a0</div>admite<div class=\"d0 w170\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>argumentos<div class=\"d0 w3\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t1129\" id=\"a22281\">fundamentan la<div class=\"d0 w113\">\u00a0</div>nulidad solicitada<div class=\"d0 w143\">\u00a0</div>y que as\u00ed<div class=\"d0 w385\">\u00a0</div>mismo coinciden plenamente<div class=\"d0 w422\">\u00a0</div>con los<div class=\"d0 w406\">\u00a0</div>expuestos por </div><div class=\"po0 fs14 cl2 l340 t1130\" id=\"a22283\">Santillana dentro del procedimiento.<div class=\"d0 w1102\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1132\" id=\"a22286\">El 16<div class=\"d0 w293\">\u00a0</div>de diciembre<div class=\"d0 w201\">\u00a0</div>de 2024<div class=\"d0 w391\">\u00a0</div>se dict\u00f3<div class=\"d0 w60\">\u00a0</div>Providencia por<div class=\"d0 w420\">\u00a0</div>la Audiencia<div class=\"d0 w111\">\u00a0</div>Nacional se\u00f1alando<div class=\"d0 w55\">\u00a0</div>el 8<div class=\"d0 w539\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t1134\" id=\"a22287\">enero de 2025<div class=\"d0 w126\">\u00a0</div>como fecha<div class=\"d0 w141\">\u00a0</div>para la votaci\u00f3n<div class=\"d0 w330\">\u00a0</div>y fallo de<div class=\"d0 w697\">\u00a0</div>los recursos presentados<div class=\"d0 w620\">\u00a0</div>por las sociedades </div><div class=\"po0 fs14 cl2 l340 t1272\" id=\"a22289\">del Grupo Santillana. El 7<div class=\"d0 w85\">\u00a0</div>de febrero de 2025<div class=\"d0 w516\">\u00a0</div>la Audiencia Nacional<div class=\"d0 w403\">\u00a0</div>dict\u00f3 nueva Providencia en </div><div class=\"po0 fs14 cl2 l340 t1273\" id=\"a22290\">la<div class=\"d0 w162\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>dejaba<div class=\"d0 w483\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>suspenso<div class=\"d0 w280\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>se\u00f1alamiento<div class=\"d0 w233\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>votaci\u00f3n<div class=\"d0 w290\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>fallo<div class=\"d0 w518\">\u00a0</div>y,<div class=\"d0 w485\">\u00a0</div>sin<div class=\"d0 w390\">\u00a0</div>prejuzgar<div class=\"d0 w485\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>fallo<div class=\"d0 w404\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t1274\" id=\"a22291\">pudiera recaer,<div class=\"d0 w561\">\u00a0</div>daba a<div class=\"d0 w392\">\u00a0</div>las partes<div class=\"d0 w265\">\u00a0</div>del procedimiento<div class=\"d0 w550\">\u00a0</div>el plazo<div class=\"d0 w516\">\u00a0</div>de 10 d\u00edas<div class=\"d0 w626\">\u00a0</div>para que<div class=\"d0 w478\">\u00a0</div>se pronunciasen </div><div class=\"po0 fs14 cl2 l340 t1275\" id=\"a22293\">sobre la caducidad<div class=\"d0 w697\">\u00a0</div>del procedimiento<div class=\"d0 w385\">\u00a0</div>sancionador. El<div class=\"d0 w515\">\u00a0</div>lunes 24<div class=\"d0 w446\">\u00a0</div>de febrero<div class=\"d0 w561\">\u00a0</div>de 2025<div class=\"d0 w556\">\u00a0</div>las sociedades </div><div class=\"po0 fs14 cl2 l340 t5054\" id=\"a22294\">del<div class=\"d0 w467\">\u00a0</div>grupo<div class=\"d0 w717\">\u00a0</div>Santillana<div class=\"d0 w370\">\u00a0</div>cumplieron,<div class=\"d0 w370\">\u00a0</div>dentro<div class=\"d0 w507\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>plazo<div class=\"d0 w270\">\u00a0</div>estipulado,<div class=\"d0 w25\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>tr\u00e1mite<div class=\"d0 w460\">\u00a0</div>conferido<div class=\"d0 w25\">\u00a0</div>por<div class=\"d0 w491\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t1276\" id=\"a22297\">resoluci\u00f3n de 7 de febrero de 2025, solicitando la caducidad<div class=\"d0 w392\">\u00a0</div>del procedimiento sancionador.<div class=\"d0 w1368\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1278\" id=\"a22301\">A la fecha,<div class=\"d0 w942\">\u00a0</div>el procedimiento contin\u00faa pendiente de se\u00f1alamiento<div class=\"d0 w488\">\u00a0</div>para votaci\u00f3n y fallo. </div><div class=\"po0 fs14 cl2 l340 t1279\" id=\"a22307\">Los<div class=\"d0 w438\">\u00a0</div>Administradores<div class=\"d0 w487\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>los<div class=\"d0 w275\">\u00a0</div>asesores<div class=\"d0 w745\">\u00a0</div>legales<div class=\"d0 w439\">\u00a0</div>internos<div class=\"d0 w464\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>externos<div class=\"d0 w433\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>Grupo<div class=\"d0 w435\">\u00a0</div>no<div class=\"d0 w431\">\u00a0</div>consideran </div><div class=\"po0 fs14 cl2 l340 t5056\" id=\"a22308\">probable<div class=\"d0 w166\">\u00a0</div>que,<div class=\"d0 w503\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>resoluci\u00f3n<div class=\"d0 w279\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>este<div class=\"d0 w377\">\u00a0</div>procedimiento,<div class=\"d0 w232\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>deriven<div class=\"d0 w226\">\u00a0</div>pasivos<div class=\"d0 w170\">\u00a0</div>significativos<div class=\"d0 w282\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t5193\" id=\"a22309\">registrados por el Grupo. </div><div class=\"po0 fs25 cl2 l340 t5194\" id=\"a22312\">B)<div class=\"d0 w1468\">\u00a0</div>CNMC -DTS </div><div class=\"po0 fs14 cl2 l340 t3564\" id=\"a22319\">El Grupo<div class=\"d0 w225\">\u00a0</div>mantiene registrada<div class=\"d0 w367\">\u00a0</div>a 31<div class=\"d0 w226\">\u00a0</div>de diciembre<div class=\"d0 w201\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>2024 una<div class=\"d0 w293\">\u00a0</div>provisi\u00f3n por<div class=\"d0 w226\">\u00a0</div>importe de<div class=\"d0 w233\">\u00a0</div>3.320 </div><div class=\"po0 fs14 cl2 l340 t3565\" id=\"a22322\">miles de euros,<div class=\"d0 w296\">\u00a0</div>asociada a una<div class=\"d0 w34\">\u00a0</div>sentencia desfavorable recibida por<div class=\"d0 w59\">\u00a0</div>Telef\u00f3nica y comunicada<div class=\"d0 w57\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l340 t5195\" id=\"a22324\">PRISA por parte de esta \u00faltima<div class=\"d0 w392\">\u00a0</div>en enero de 2022 (que<div class=\"d0 w332\">\u00a0</div>fue recurrida en casaci\u00f3n<div class=\"d0 w342\">\u00a0</div>por Telef\u00f3nica), </div><div class=\"po0 fs14 cl2 l340 t5196\" id=\"a22329\">en relaci\u00f3n con determinadas operaciones de<div class=\"d0 w561\">\u00a0</div>Distribuidora de Televisi\u00f3n Digital, S.A. (\u201cDTS\u201d), </div></div></div></div></div><div class=\"po1 w502 h247 lh0\" id=\"TextBlockContainer3223\"><div class=\"po0 l342 t756 f0\" id=\"div_3220_XBRL_TS_a33a076180d849f8bdc88f699612ea4c_2\"><div class=\"po1 w502 h247 lh0\" id=\"TextBlockContainer3221\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZkvN8bvxFt5K/5AdCk+g4TnQ5z8ALYEBqL9c+AHM3jgBG4mdpBR/LBb+VtqSwcwUzmCTHMXjQlEXNecYRFgXnPd4JR/nCIhB7+KODG1yRKTF1oH8UDLqLze9nz3ACbCDV1cZBkgEnAJjDo71Db2fYlpCwxZYXe9rZ8YoH8+BBwH16wNCMBMqL5LDWlDF8mqz4loMUPO6i3/d5RBn1JeZj+sV7+QFp234FNPADznTe48Dw7lgFTfby4glgEy06xpIiBcNzB3Vr1viJ/+obrGSPEOeiDAHbEEwA2qwQRnHFvuEfcobhPP1lwQ2hrflurWoyXEo6mAexxfkmABtgyr89rdi7Tui1Qn49qvn8g03sk5scL8gI169UrRTR1Q/lowAncALspYLcq6mgBe7lxWxzAXhKwGyX5mRIgeZnc/AQvgzY6n1v11RvxXQhw659rUjROvI0FcPPi/dDeDIgAtga/a+0tDbaIegM4OF6YmB7U4LU++KMB7Pl6Am4ECUBzzY3PLU3omlv10J9rboCN9kZTAWw0EtoZjR1g5W2mAewjgQxTFDMUIeFuhAQEC1lYHUcVGMxoYZ96E3MNPngE1JgKE9Bce0fgLxaHNF0z+1tPHz1wgPMeNV6SCLhPjrK3sxKNRnvzZlOlABvLAM3uwFZKPdHaVCYvMBMAXFtfV5nr3hZM51m8Q8BGaxN4Y9YBYN+4IfPe30gTC2mwnELIXtP9WfdVdAQSaTugxprh+Xmm0egzZhgANfeSp8i4T2Fx1eIe+S2K+xT37L3T1fvc34QIfqO5hW1/e0lFg5Tf3brZrNrHKw37aGXFPlKnf7R20262btlK5ZaVcrdsNLltneFdO+zfs93OPXvVvmsv4M4d2+3dtePRPetOP5Cz8aHVK/dtvfGRrdQ+EKBvCdDX5O+vubYfSJAwZw7zxBmr21ge8hUX6QqIG+kmGqlr2WAIoI3liuC/Aih3Y53iGr9O11xo55QGv07k55SOJ1Z+RJGJBDOg3WeelRvX6QoXGkSisSQI1KH54oWGq7Icqu5zM5WEObwvoPjCDgSV/Foe0sA09SAS9fY2EmlnDlr6NPNT6WH8ViwAgn7MJxNUZOntAQFACT8CXuT9avu5vXjJDwU8tKdPH/gqNB79ZFksK9GYpmLqCz8ZwGF+I3R4xRIaG3+daDxWCMKVep6d8agskXWWm9Y8QMfTX7fv3LNb8t+db96Vf3/PZyWYsSC9dedD8Qc+a8H5mPAIJ4KRk9FEFgrvl8Nfx7LgJY8nLtSufkR9c/pewU0zZ8y4U8rYK6kWy+WC3WqU7GcrVfvl2pL9enPD/kGa5f7qLduq37J68bblpnesO7orrf6BbXc+sOfnH9jjs+CX3Q9tb/ChnU7u26TwkbTRx7be/JnAfc+a5ZtWK8j3yi17ZL47KcnEZ9FLznqqyEAV8ufFs8p5wr8roQyMgNTBiimNGxAPbTDwxg6AAFsCnFfCeyjR3PalusX+qG8ccEzPmet8vF3CFkAbazBGME9l0Wi/jHP5fTDe9a0BL83lbxmVkAXglUrdr+GnfXjnOau2wnxmDTfvMh9l7Utt1E1V33qbKDOVR5tn8/loQIFCeeJLs9ab97ZjOvP02+7eS3spLf7sxSMH9JPHn0vD8yTYA3+pooNb5/HMO+WXyiWf2mOaz380QBYKGpTyPVh23hafq1wJIrlitBWQYsEAXAe0z0SkB1gu1rrDBDt58wtWj1sgEiSlYkXtMmnxvgTHmSyDAwmmbY8PoNldoM3fxstf3it9r+BOFENQpHbmc1NWmPoL/W80ytLcVfsF4N5YF7hvCtw3Z+A2u2M9gfuwd8/B/aJ9z56cBb+UJt8H3OMPZdp/ZLXKRwL3xw7ulsBdL8j3ygvcMul7LGyZ5AXyvIO7rwqxYi70CoN9VsPvTAGwpIU16DMA0HiKcVCjSTVCpq7hdIgqzAYB6dyASFXzdG6/KKqtfQnUGfOdQ4DLwS1wpYg3AzM1l3oRWAPc+Jus9+YxzPSyAs4nTuDLWuVi7Gy/dP8azcvbUX2VmYNbnMUxkuaetVENBOiA29/JJnCjUVlgArgxnx3cRxm4twF3aG8enHkscPNwyPPnj+MlDQQnpblHE2luuS2sGPOXPar+gA/NSnm8Q67dDnAPhrEKkgdesFJYEJM0900Be7a2ILEAfxONrnNYZ4BVQ4yk0SDmUPE29ruAW4Lv8NCfrjuRsEprCy7u0uX79b7p+/e5vX3RSP5r+OkfphzBtXjJIDKH1WxMm7nZzqCT6d7A16uUrS5fpiVfb5kpHPmiy9WKbTWqtlmHa7Zeq9pqpWpNdfzpIG8H3ZxM+IkEwti222Ntj+2kN5KJP7FhNsgZ/ggZlrN7rRIwrogAFD8KgKk2e1ChEO/qYlChLYheY/JhUuK/MXCiCm+oxxv2c64vw5TZC/r9HWcaYJjMRLeJIMNoHparUiZlYYr70kv1JdcldyCCa7x9Rf2SveETM3dV5rrPr3v0O/xa5trxR1kl5qu0BCjOJU/yvs2S1Vt3XKvSNsxhgmrMHcfDHWNZB/FKZt6kin/rL0D0wFsE33hxoz/QoWMRlFuW8ElvTbnmmvf27dDAuBQt+cnMONAe6oRA4TfD/O2om/G65A8++JmvukNjU0+EW3pIhPoTFMNd4ccaCGLiUlBfUvoIv5qgGSY6727Db6dfiJvQt2xzXtyruF9XOKzeRd9vQG2+TYDagT1LabRA7lthqteK8FQglWav5m2tXsjeRFqwjUZBgFaqfde073ZLPrvMel41vFwu6jq0h0B9PrZHpwP79Ghgj5U+gU8GMu1HsgJkHmoQAuyCqlDhRYfacGDz+Y53Yf565nGZ/2QXIOAVxAxUwMbAn4F7YzMGfxaJvtxrIn2NfOFQuakY0giGoYULMQB1HgOQuWuAQODOV8BJoPBebwJAvDOMc3gxYOQv1oB0P1rAYL7bV4VRX4Fvk/edy6piXpwBTJ7UmcdBCbr5oBdQY7UW89Qr/hth/Agg1/KmE6wD3o0OYFhlxrkJFAAV4YGgI2qND+3R6/UIcrEiz1ngpN94igyz+c7dWIKLtiXyTd/Sx/Q3mpo6IVRuZK90ZnEQwoB+4HzWhlMfd5u8E6JfITaJKaTYAcD3XxNV+3wqbXVNdZFW92W5GzOQE9gLNywR4yrbfL90lT++/01JAzL+0jcRrWUrWC6hM6by2WAi7SvuT+xEzvGxbOgTcUcH0bpDmbX82L2/uFACgB8FqGiMyoW3kvhzgfqz44HSvnWlqQdyrgfKfEsC4t5y0T5YKtkdMT8qcKvJDxTwaCpCBmviu98FwAYzdcLqL0xYf9OKz98yxXPkg5BBhzbCTIx3lfNTsfH88DwhdBK5C/EaobkT+5rno307zh7iSL8mioYCQDA+Z2gffuM7prX8LihNPzMcgaL4PS6CXnRL0nLM6fqcuUDLKje/Jq3llmkKMzPg7RKTRqQ8tLC/+IBlqrOlqh1/CQUWTjDTevFWFWdpeFybiCkQAGS+nWh/3QUiQgO/27Us7scknpU/UB/4k2pyAQA57aUNMV1GVHzT84t4QQbG+duv/qDHqRPPiXMvmV5Lv01GBJ7+IE/MfYRQCKotz+9CIOv/94Bu3b+r/PH9v4O8o+iqS72nb2l/GmBmXYG3K0CSngvcZ0PzlH2jDNzk0pSqh2vSvvFzvvL1lAGg/kxM2tc17mfqmi1p/A+WS863BGz/kQGZCMsSEh7xVa5XBW6IQYmJnDiWn8ZrcvFnGRA1pqSkwVg3zRw3A3Se5oENRS9dJrRK8m0BDPmziopByZQNc8GAGJMVEKRy0hSb5+H/4znvmFaTP8kKL8AqwUTemK34s2jzldWY30XD89goZfnqMJULsDDvASDLRmkfwTkXDpWaa0JMf6wa/xFDAZkHOAB0MM9hD7z/ADfWiLsNAByrQgIl8pJ14WVEH3Lv/BoJOfqb59URVLSFttIHTC9i8rsrIPOf/LyXPfXNGcUm8YPIj+WoBAPb8uHjIZSu+/xodPJPQoaU/ObBDb1vgP9w4J6ji+F5AfWZ9hD74haBcaB0IFeyp21Z1L6fKDNghfDJYbS1nyvua+A8lgn+5KTvpjj5ctswwfmR/FutsrR1/M52aH6WxoY5T+dfxQ0IbFPPWBQSPPBB5sDRAGagoaXhmRYVs3Dk7yWA5/0nngFE5eBvukZ3X5FIcWgZygptFX52IqpNXfnxA1Iiv77eWgOaRvn56u/wNwNQDGpA6m1EkFA2gBXz2uJYiFNxEGACu6Xg9xEQBhCdVVd/ZXJKxfSfCy1x3JcATAJq6kNfD6A2cQrnpn5nfp65fh78oL2xViD7zTMJBjjyDX7brY9pvHjrigtL3Uf/wUK1O/pRrHyjf7EoYp6bNwVBaUyl9H3RjwLcbyKHNgNU2/66WPbpH5oYLAvf/j0GsV+iTk2aNmdtmd2JX50NbPtcLJVfzE/910HgNTn0m3V+mbPsvyDCPt5BXhLT8d75V3ADUv2irqFR4TRYiSL7/LCbmQGwBLZvNwAu+iTKyJ6wUsf5RwfJlwUwqRwfzH5FVl6WRD3jGvIBgKQpD07k+tD8sQw2tS2uydqr9GIqMNqZpuqinCgjsf7pT/lk6Wx/Vv+oYFwbJnrUI+XtqT46O8srBEjqC8pNnPqANKoT+b6Noi6pXcqPetInDExd6j2pjJLvHtYQ4I7rU5tT+r5I9fwxgztLRclchy62oDgvKDqVPm7L/E7gPuwM7ag7VDoyueP+65vwkhxzfo6XHwEk+OaRcrH/5rbYO/+KbkC6sUGXW/A2uqqbf7nsNzcpztG/dO43KppBTkpfRXpBF4VeasfF7vnNr1C6It3/oMtXJE0IXW7TpS/fKK/Xr/l64vqUR6TU4fW+jnwj7/lj9MlV3d+3EeC+sMN+RJSafdE1b6Kv9KTv4vySfG5Z2NaUy7pezdtNbXy4UrJ7/B4YvwUmbc1vf7WksSvS1IBawt8vljz2nN+Q+0+CGGSv84yyPvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer3221\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a22339\">filial<div class=\"d0 w475\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>fue<div class=\"d0 w485\">\u00a0</div>vendida<div class=\"d0 w419\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>dicha<div class=\"d0 w248\">\u00a0</div>compa\u00f1\u00eda<div class=\"d0 w171\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>2015.<div class=\"d0 w98\">\u00a0</div>El<div class=\"d0 w98\">\u00a0</div>acuerdo<div class=\"d0 w199\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>venta<div class=\"d0 w229\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>DTS<div class=\"d0 w284\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>Telef\u00f3nica </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a22340\">contemplaba la asunci\u00f3n, por parte<div class=\"d0 w8\">\u00a0</div>de PRISA de un<div class=\"d0 w27\">\u00a0</div>porcentaje de los da\u00f1os<div class=\"d0 w26\">\u00a0</div>derivados de este </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a22341\">procedimiento judicial.<div class=\"d0 w1469\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t818\" id=\"a22344\">Mediante<div class=\"d0 w39\">\u00a0</div>sentencia<div class=\"d0 w296\">\u00a0</div>firme<div class=\"d0 w129\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>6<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>noviembre<div class=\"d0 w48\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>2024,<div class=\"d0 w111\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>Tribunal<div class=\"d0 w33\">\u00a0</div>Supremo<div class=\"d0 w55\">\u00a0</div>ha<div class=\"d0 w171\">\u00a0</div>declarado<div class=\"d0 w47\">\u00a0</div>no </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a22345\">haber<div class=\"d0 w396\">\u00a0</div>lugar<div class=\"d0 w361\">\u00a0</div>al referido<div class=\"d0 w2\">\u00a0</div>recurso<div class=\"d0 w30\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>casaci\u00f3n,<div class=\"d0 w33\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>lo que,<div class=\"d0 w463\">\u00a0</div>terminado<div class=\"d0 w20\">\u00a0</div>el procedimiento<div class=\"d0 w168\">\u00a0</div>judicial, </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a22346\">Telef\u00f3nica liquidar\u00e1<div class=\"d0 w164\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>pagar\u00e1 los<div class=\"d0 w382\">\u00a0</div>da\u00f1os derivados<div class=\"d0 w174\">\u00a0</div>del juicio,<div class=\"d0 w477\">\u00a0</div>tras lo<div class=\"d0 w615\">\u00a0</div>cual<div class=\"d0 w39\">\u00a0</div>PRISA proceder\u00e1<div class=\"d0 w287\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a22350\">pago a Telef\u00f3nica del porcentaje de dichos da\u00f1os. </div><div class=\"po0 fs25 cl2 l340 t5197\" id=\"a22359\">C)<div class=\"d0 w1470\">\u00a0</div>Otros litigios </div><div class=\"po0 fs14 cl2 l340 t5198\" id=\"a22363\">Adicionalmente,<div class=\"d0 w548\">\u00a0</div>el<div class=\"d0 w629\">\u00a0</div>Grupo<div class=\"d0 w591\">\u00a0</div>mantiene<div class=\"d0 w311\">\u00a0</div>otros<div class=\"d0 w842\">\u00a0</div>litigios<div class=\"d0 w630\">\u00a0</div>de<div class=\"d0 w309\">\u00a0</div>menor<div class=\"d0 w683\">\u00a0</div>cuant\u00eda,<div class=\"d0 w312\">\u00a0</div>de<div class=\"d0 w303\">\u00a0</div>los<div class=\"d0 w637\">\u00a0</div>cuales,<div class=\"d0 w627\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t4777\" id=\"a22364\">Administradores<div class=\"d0 w249\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>asesores<div class=\"d0 w549\">\u00a0</div>internos<div class=\"d0 w225\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>externos,<div class=\"d0 w388\">\u00a0</div>no<div class=\"d0 w388\">\u00a0</div>consideran<div class=\"d0 w166\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>deriven<div class=\"d0 w226\">\u00a0</div>pasivos </div><div class=\"po0 fs14 cl2 l341 t1465\" id=\"a22365\">significativos.</div></div></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfContingentLiabilitiesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
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   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDividendsExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1384 t4780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3062 t4780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1401 t4780 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2081 t4780 bgc0\">\u00a0</div>\n<div class=\"w1404 po0 h83 l1556 t4781 bgc3\">\u00a0</div>\n<div class=\"w1405 po0 h33 l1804 t4782 bgc3\">\u00a0</div>\n<div class=\"w1173 po0 h83 l2299 t4781 bgc3\">\u00a0</div>\n<div class=\"w1406 po0 h33 l794 t4782 bgc3\">\u00a0</div>\n<div class=\"w1172 po0 h83 l121 t4781 bgc3\">\u00a0</div>\n<div class=\"w933 po0 h33 l3064 t4782 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t3084 bgc0\">\u00a0</div>\n<div class=\"w1403 po0 h12 l1556 t3084 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3062 t3084 bgc0\">\u00a0</div>\n<div class=\"w1174 po0 h12 l3063 t3084 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1401 t3084 bgc0\">\u00a0</div>\n<div class=\"w1173 po0 h12 l121 t3084 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2081 t3084 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1384 t4781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3062 t4781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1401 t4781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2081 t4781 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t3573 bgc0\">\u00a0</div>\n<div class=\"w1403 po0 h12 l1556 t3573 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3062 t3573 bgc0\">\u00a0</div>\n<div class=\"w1174 po0 h12 l3063 t3573 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1401 t3573 bgc0\">\u00a0</div>\n<div class=\"w1173 po0 h12 l121 t3573 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2081 t3573 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1384 t4783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3062 t4783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1401 t4783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2081 t4783 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t4784 bgc0\">\u00a0</div>\n<div class=\"w1403 po0 h12 l1556 t4784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3062 t4784 bgc0\">\u00a0</div>\n<div class=\"w1174 po0 h12 l3063 t4784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1401 t4784 bgc0\">\u00a0</div>\n<div class=\"w1173 po0 h12 l121 t4784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2081 t4784 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1384 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1384 t651 bgc0\">\u00a0</div>\n<div class=\"w1403 po0 h12 l1556 t651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3062 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3062 t651 bgc0\">\u00a0</div>\n<div class=\"w1174 po0 h12 l3063 t651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1401 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1401 t651 bgc0\">\u00a0</div>\n<div class=\"w1173 po0 h12 l121 t651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l2081 t3041 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2081 t651 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2081 t651 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer3113\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a20146\">(19)<div class=\"d0 w391\">\u00a0</div>RESULTADO POR ACCI\u00d3N </div><div class=\"po0 fs14 cl2 l451 t3516\" id=\"a20150\">El<div class=\"d0 w110\">\u00a0</div>resultado<div class=\"d0 w34\">\u00a0</div>b\u00e1sico y<div class=\"d0 w297\">\u00a0</div>diluido por<div class=\"d0 w226\">\u00a0</div>acci\u00f3n<div class=\"d0 w33\">\u00a0</div>se ha<div class=\"d0 w337\">\u00a0</div>obtenido<div class=\"d0 w24\">\u00a0</div>dividiendo la<div class=\"d0 w166\">\u00a0</div>cifra<div class=\"d0 w18\">\u00a0</div>del resultado<div class=\"d0 w500\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l451 t401\" id=\"a20155\">ejercicio<div class=\"d0 w23\">\u00a0</div>atribuido<div class=\"d0 w418\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>accionistas<div class=\"d0 w110\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>Sociedad<div class=\"d0 w18\">\u00a0</div>Dominante<div class=\"d0 w7\">\u00a0</div>entre<div class=\"d0 w295\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>media<div class=\"d0 w30\">\u00a0</div>ponderada<div class=\"d0 w366\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t1862\" id=\"a20156\">acciones ordinarias en circulaci\u00f3n durante el periodo. </div><div class=\"po0 fs14 cl2 l451 t2301\" id=\"a20159\">El resultado b\u00e1sico y diluido por acci\u00f3n atribuido a los accionistas de la Sociedad dominante y </div><div class=\"po0 fs14 cl2 l451 t4320\" id=\"a20162\">correspondiente<div class=\"d0 w344\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>actividades<div class=\"d0 w296\">\u00a0</div>continuadas<div class=\"d0 w22\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>a<div class=\"d0 w293\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>actividades<div class=\"d0 w296\">\u00a0</div>en<div class=\"d0 w8\">\u00a0</div>discontinuaci\u00f3n<div class=\"d0 w32\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l451 t4785\" id=\"a20163\">ejercicios 2024 y 2023 es el siguiente: </div><div class=\"po0 fs38 cl2 l3065 t4786\" id=\"a20167\">Miles de euros </div><div class=\"po0 fs38 cl2 l3066 t4787\" id=\"a20170\">31.12.2024 </div><div class=\"po0 fs38 cl2 l3067 t4787\" id=\"a20172\">31.12.2023 </div><div class=\"po0 fs38 cl2 l1818 t4788\" id=\"a20174\">Resultado atribuido a la Sociedad<div class=\"d0 w1407\">\u00a0</div>Dominante correspondiente a las<div class=\"d0 w949\">\u00a0</div>actividades </div><div class=\"po0 fs38 cl2 l1818 t4789\" id=\"a20176\">continuadas </div><div class=\"po0 fs38 cl2 l3068 t4790\" id=\"a20178\">(11.914) </div><div class=\"po0 fs38 cl2 l3069 t4790\" id=\"a20180\">(32.140) </div><div class=\"po0 fs38 cl2 l1818 t4791\" id=\"a20182\">Resultado atribuido a la Sociedad<div class=\"d0 w1066\">\u00a0</div>Dominante correspondiente a las<div class=\"d0 w949\">\u00a0</div>actividades </div><div class=\"po0 fs38 cl2 l1818 t4792\" id=\"a20183\">interrumpidas </div><div class=\"po0 fs38 cl2 l425 t4793\" id=\"a20185\">341 </div><div class=\"po0 fs38 cl2 l3070 t4793\" id=\"a20187\">(365) </div><div class=\"po0 fs38 cl2 l1818 t4794\" id=\"a20189\">Resultado atribuido a la Sociedad<div class=\"d0 w1066\">\u00a0</div>Dominante </div><div class=\"po0 fs38 cl2 l3068 t4795\" id=\"a20191\">(11.573) </div><div class=\"po0 fs38 cl2 l3069 t4795\" id=\"a20193\">(32.505) </div><div class=\"po0 fs38 cl2 l1818 t4796\" id=\"a20195\">Media ponderada de acciones ordinarias<div class=\"d0 w1408\">\u00a0</div>en circulaci\u00f3n (miles de acciones) </div><div class=\"po0 fs38 cl2 l3071 t4797\" id=\"a20197\">1.334.559 </div><div class=\"po0 fs38 cl2 l3072 t4797\" id=\"a20199\">989.020 </div><div class=\"po0 fs39 cl2 l1818 t4798\" id=\"a20201\">Resultado b\u00e1sico y diluido por acci\u00f3n<div class=\"d0 w70\">\u00a0</div>(euros) </div><div class=\"po0 fs39 cl2 l1866 t4798\" id=\"a20203\">(0,01) </div><div class=\"po0 fs39 cl2 l3073 t4798\" id=\"a20205\">(0,03) </div><div class=\"po0 fs39 cl2 l1818 t4799\" id=\"a20207\">Resultado b\u00e1sico y diluido por acci\u00f3n<div class=\"d0 w70\">\u00a0</div>de las actividades continuadas<div class=\"d0 w1341\">\u00a0</div>(euros) </div><div class=\"po0 fs39 cl2 l1866 t4799\" id=\"a20209\">(0,01) </div><div class=\"po0 fs39 cl2 l3073 t4799\" id=\"a20211\">(0,03) </div><div class=\"po0 fs39 cl2 l1818 t2283\" id=\"a20213\">Resultado b\u00e1sico y diluido por acci\u00f3n<div class=\"d0 w70\">\u00a0</div>de las actividades interrumpidas<div class=\"d0 w45\">\u00a0</div>(euros) </div><div class=\"po0 fs39 cl2 l3074 t2283\" id=\"a20215\">0,00 </div><div class=\"po0 fs39 cl2 l3073 t2283\" id=\"a20217\">(0,00) </div><div class=\"po0 fs14 cl2 l451 t4800\" id=\"a20221\">En el ejercicio 2023, considerando la misma media<div class=\"d0 w268\">\u00a0</div>de acciones ordinarias en circulaci\u00f3n que en </div><div class=\"po0 fs14 cl2 l451 t4801\" id=\"a20222\">2024, la p\u00e9rdida b\u00e1sica por acci\u00f3n de las actividades continuadas se<div class=\"d0 w265\">\u00a0</div>situar\u00eda en -0,02 euros. </div><div class=\"po0 fs14 cl2 l451 t3723\" id=\"a20235\">Para el<div class=\"d0 w32\">\u00a0</div>ejercicio 2024 y<div class=\"d0 w283\">\u00a0</div>2023 no<div class=\"d0 w59\">\u00a0</div>se ha<div class=\"d0 w22\">\u00a0</div>considerado el efecto<div class=\"d0 w34\">\u00a0</div>del Incentivo<div class=\"d0 w63\">\u00a0</div>a medio<div class=\"d0 w236\">\u00a0</div>plazo (</div><div class=\"po0 fs26 cl2 l2263 t3306\" id=\"a20236\">v\u00e9ase </div><div class=\"po0 fs26 cl2 l451 t4802\" id=\"a20237\">nota 14</div><div class=\"po0 fs14 cl2 l3075 t4803\" id=\"a20238\">) para el c\u00e1lculo del<div class=\"d0 w558\">\u00a0</div>beneficio por acci\u00f3n<div class=\"d0 w341\">\u00a0</div>diluido, ya que tendr\u00eda<div class=\"d0 w556\">\u00a0</div>un efecto antidiluci\u00f3n<div class=\"d0 w561\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l451 t4804\" id=\"a20241\">reducir las p\u00e9rdidas por acci\u00f3n.<div class=\"d0 w736\">\u00a0</div></div></div></div><div class=\"po1 w198 h348 lh0\" id=\"TextBlockContainer3116\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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id=\"TextContainer3116\"><div class=\"po0 fs14 cl2 l540 t756\" id=\"a20253\">El n\u00famero medio<div class=\"d0 w38\">\u00a0</div>de acciones ordinarias en<div class=\"d0 w49\">\u00a0</div>circulaci\u00f3n durante los<div class=\"d0 w34\">\u00a0</div>ejercicios 2024 y 2023<div class=\"d0 w7\">\u00a0</div>es el </div><div class=\"po0 fs14 cl2 l540 t816\" id=\"a20254\">siguiente: </div><div class=\"po0 fs38 cl2 l909 t2759\" id=\"a20258\">Miles de acciones </div><div class=\"po0 fs38 cl2 l3082 t2760\" id=\"a20261\">2024 </div><div class=\"po0 fs38 cl2 l1379 t2760\" id=\"a20263\">2023 </div><div class=\"po0 fs38 cl2 l1734 t2761\" id=\"a20265\">Acciones ordinarias a 31 de diciembre </div><div class=\"po0 fs38 cl2 l1958 t2761\" id=\"a20267\">1.008.271 </div><div class=\"po0 fs38 cl2 l3083 t2761\" id=\"a20269\">740.650 </div><div class=\"po0 fs38 cl2 l1734 t2762\" id=\"a20271\">Ampliaci\u00f3n de capital (ponderada)<div class=\"d0 w1407\">\u00a0</div>(</div><div class=\"po0 fs42 cl2 l3084 t4806\" id=\"a20272\">v\u00e9ase nota 10 a</div><div class=\"po0 fs38 cl2 l590 t2762\" id=\"a20273\">)<div class=\"d0 w708\">\u00a0</div></div><div class=\"po0 fs38 cl2 l3085 t2762\" id=\"a20275\">54.050 </div><div class=\"po0 fs38 cl2 l3083 t2762\" id=\"a20277\">167.855 </div><div class=\"po0 fs38 cl2 l1734 t2763\" id=\"a20279\">Acciones pendientes de emitir asociadas<div class=\"d0 w1081\">\u00a0</div>a obligaciones convertibles </div><div class=\"po0 fs38 cl2 l1683 t2763\" id=\"a20281\">275.890 </div><div class=\"po0 fs38 cl2 l3086 t2763\" id=\"a20283\">83.729 </div><div class=\"po0 fs38 cl2 l1734 t2764\" id=\"a20285\">Media ponderada de acciones propias<div class=\"d0 w1082\">\u00a0</div>en autocartera </div><div class=\"po0 fs38 cl2 l419 t2764\" id=\"a20288\">(3.652) </div><div class=\"po0 fs38 cl2 l3087 t2764\" id=\"a20290\">(3.214) </div><div class=\"po0 fs39 cl2 l1734 t4807\" id=\"a20292\">Media<div class=\"d0 w58\">\u00a0</div>de acciones ordinarias en circulaci\u00f3n<div class=\"d0 w946\">\u00a0</div>a efectos del resultado<div class=\"d0 w97\">\u00a0</div>b\u00e1sico por acci\u00f3n </div><div class=\"po0 fs39 cl2 l1958 t4807\" id=\"a20294\">1.334.559 </div><div class=\"po0 fs39 cl2 l3083 t4807\" id=\"a20296\">989.020 </div><div class=\"po0 fs37 cl4 l340 t4808\" id=\"a20298\">.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfEarningsPerShareExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
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h12 l3090 t4294 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer3119\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a20302\">(20)<div class=\"d0 w391\">\u00a0</div>OPERACIONES CON PARTES VINCULADAS </div><div class=\"po0 fs25 cl2 l451 t4819\" id=\"a20306\">Saldos con partes vinculadas </div><div class=\"po0 fs14 cl2 l451 t4820\" id=\"a20309\">Los saldos<div class=\"d0 w280\">\u00a0</div>mantenidos con<div class=\"d0 w164\">\u00a0</div>empresas asociadas<div class=\"d0 w293\">\u00a0</div>y vinculadas<div class=\"d0 w174\">\u00a0</div>durante el<div class=\"d0 w367\">\u00a0</div>ejercicio 2024<div class=\"d0 w486\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>2023 </div><div class=\"po0 fs14 cl2 l451 t4821\" id=\"a20310\">son los siguientes, en miles de euros: </div><div class=\"po0 fs32 cl2 l3105 t4822\" id=\"a20314\">31.12.2024 </div><div class=\"po0 fs32 cl2 l1817 t4822\" id=\"a20316\">31.12.2023 </div><div class=\"po0 fs38 cl2 l3106 t4823\" id=\"a20318\">Administradore</div><div class=\"po0 fs38 cl2 l3107 t4824\" id=\"a20319\">s y directivos </div><div class=\"po0 fs32 cl2 l2094 t4825\" id=\"a20321\">Personas, </div><div class=\"po0 fs32 cl2 l3108 t4826\" id=\"a20322\">sociedades o </div><div class=\"po0 fs32 cl2 l3109 t4827\" id=\"a20323\">entidades </div><div class=\"po0 fs32 cl2 l3105 t4828\" id=\"a20324\">del Grupo y </div><div class=\"po0 fs32 cl2 l3110 t4829\" id=\"a20325\">asociadas </div><div class=\"po0 fs32 cl2 l3111 t4826\" id=\"a20327\">Accionistas </div><div class=\"po0 fs32 cl2 l3112 t4827\" id=\"a20328\">significativo</div><div class=\"po0 fs32 cl2 l3113 t4828\" id=\"a20329\">s </div><div class=\"po0 fs38 cl2 l3114 t4823\" id=\"a20331\">Administradore</div><div class=\"po0 fs38 cl2 l3115 t4824\" id=\"a20332\">s y directivos </div><div class=\"po0 fs32 cl2 l3116 t4825\" id=\"a20334\">Personas, </div><div class=\"po0 fs32 cl2 l3071 t4826\" id=\"a20335\">sociedades o </div><div class=\"po0 fs32 cl2 l3117 t4827\" id=\"a20336\">entidades </div><div class=\"po0 fs32 cl2 l3118 t4828\" id=\"a20337\">del Grupo y </div><div class=\"po0 fs32 cl2 l3119 t4829\" id=\"a20338\">asociadas </div><div class=\"po0 fs32 cl2 l3120 t4826\" id=\"a20340\">Accionistas </div><div class=\"po0 fs32 cl2 l3121 t4827\" id=\"a20341\">significativo</div><div class=\"po0 fs32 cl2 l3069 t4828\" id=\"a20342\">s </div><div class=\"po0 fs32 cl2 l1818 t4830\" id=\"a20344\">Deudores </div><div class=\"po0 fs32 cl2 l3122 t4830\" id=\"a20346\">- </div><div class=\"po0 fs32 cl2 l1088 t4830\" id=\"a20348\">3.410 </div><div class=\"po0 fs32 cl2 l3123 t4830\" id=\"a20350\">6.381 </div><div class=\"po0 fs32 cl2 l3124 t4830\" id=\"a20352\">- </div><div class=\"po0 fs32 cl2 l3125 t4830\" id=\"a20354\">3.420 </div><div class=\"po0 fs32 cl2 l3073 t4830\" id=\"a20356\">9.015 </div><div class=\"po0 fs15 cl2 l1818 t4831\" id=\"a20358\">Total cuentas por cobrar </div><div class=\"po0 fs15 cl2 l3122 t4832\" id=\"a20360\">- </div><div class=\"po0 fs15 cl2 l1088 t4832\" id=\"a20362\">3.410 </div><div class=\"po0 fs15 cl2 l3123 t4832\" id=\"a20364\">6.381 </div><div class=\"po0 fs15 cl2 l3124 t4832\" id=\"a20366\">- </div><div class=\"po0 fs15 cl2 l3125 t4832\" id=\"a20368\">3.420 </div><div class=\"po0 fs15 cl2 l3073 t4832\" id=\"a20370\">9.015 </div><div class=\"po0 fs32 cl2 l1818 t4833\" id=\"a20372\">Deudas por operaciones </div><div class=\"po0 fs32 cl2 l1818 t4834\" id=\"a20374\">de tr\u00e1fico </div><div class=\"po0 fs32 cl2 l700 t4835\" id=\"a20376\">4 </div><div class=\"po0 fs32 cl2 l3126 t4835\" id=\"a20378\">582 </div><div class=\"po0 fs32 cl2 l1534 t4835\" id=\"a20380\">808 </div><div class=\"po0 fs32 cl2 l1863 t4835\" id=\"a20382\">66 </div><div class=\"po0 fs32 cl2 l3127 t4835\" id=\"a20384\">895 </div><div class=\"po0 fs32 cl2 l3128 t4835\" id=\"a20386\">537 </div><div class=\"po0 fs15 cl2 l1818 t4836\" id=\"a20388\">Total cuentas por pagar </div><div class=\"po0 fs15 cl2 l700 t4837\" id=\"a20390\">4 </div><div class=\"po0 fs15 cl2 l3126 t4837\" id=\"a20392\">582 </div><div class=\"po0 fs15 cl2 l1534 t4837\" id=\"a20394\">808 </div><div class=\"po0 fs15 cl2 l1863 t4837\" id=\"a20396\">66 </div><div class=\"po0 fs15 cl2 l3127 t4837\" id=\"a20398\">895 </div><div class=\"po0 fs15 cl2 l3128 t4837\" id=\"a20400\">537 </div><div class=\"po0 fs26 cl2 l451 t2917\" id=\"a20405\">Saldos con Administradores y directivos- </div><div class=\"po0 fs14 cl2 l509 t4838\" id=\"a20410\">El importe de 4 miles<div class=\"d0 w264\">\u00a0</div>de euros corresponde al saldo pendiente<div class=\"d0 w47\">\u00a0</div>de pago a The Pool<div class=\"d0 w32\">\u00a0</div>Guest, S.L., </div><div class=\"po0 fs14 cl2 l509 t4839\" id=\"a20420\">por<div class=\"d0 w17\">\u00a0</div>los servicios<div class=\"d0 w237\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>b\u00fasqueda y<div class=\"d0 w222\">\u00a0</div>coordinaci\u00f3n de<div class=\"d0 w419\">\u00a0</div>artistas prestados<div class=\"d0 w170\">\u00a0</div>a Podium<div class=\"d0 w338\">\u00a0</div>Podcast,<div class=\"d0 w23\">\u00a0</div>S.L.U. </div><div class=\"po0 fs14 cl2 l509 t4840\" id=\"a20424\">durante el<div class=\"d0 w236\">\u00a0</div>ejercicio 2024. The<div class=\"d0 w295\">\u00a0</div>Pool Guest,<div class=\"d0 w57\">\u00a0</div>S.L. es una<div class=\"d0 w31\">\u00a0</div>sociedad participada por<div class=\"d0 w165\">\u00a0</div>el consejero de </div><div class=\"po0 fs14 cl2 l509 t4841\" id=\"a20430\">PRISA<div class=\"d0 w345\">\u00a0</div>D.<div class=\"d0 w485\">\u00a0</div>Andr\u00e9s<div class=\"d0 w165\">\u00a0</div>Varela<div class=\"d0 w8\">\u00a0</div>Entrecanales<div class=\"d0 w518\">\u00a0</div>(quien,<div class=\"d0 w111\">\u00a0</div>adem\u00e1s,<div class=\"d0 w480\">\u00a0</div>es<div class=\"d0 w250\">\u00a0</div>Administrador<div class=\"d0 w228\">\u00a0</div>y<div class=\"d0 w233\">\u00a0</div>Presidente<div class=\"d0 w8\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l509 t4842\" id=\"a20433\">misma). </div><div class=\"po0 fs14 cl2 l509 t4843\" id=\"a20435\">A<div class=\"d0 w57\">\u00a0</div>31 de<div class=\"d0 w249\">\u00a0</div>diciembre de<div class=\"d0 w486\">\u00a0</div>2023 se<div class=\"d0 w250\">\u00a0</div>inclu\u00edan<div class=\"d0 w18\">\u00a0</div>66 miles<div class=\"d0 w235\">\u00a0</div>de euros<div class=\"d0 w485\">\u00a0</div>por el<div class=\"d0 w245\">\u00a0</div>saldo pendiente<div class=\"d0 w174\">\u00a0</div>de pago<div class=\"d0 w227\">\u00a0</div>a<div class=\"d0 w63\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l509 t4844\" id=\"a20440\">firma de abogados ECIJA<div class=\"d0 w141\">\u00a0</div>por los servicios de<div class=\"d0 w392\">\u00a0</div>asesoramiento legal puntuales<div class=\"d0 w488\">\u00a0</div>prestados a PRISA </div></div></div><div class=\"po1 w502 h350 lh0\" id=\"TextBlockContainer3122\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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vfNK89LaOfnxpKyAi6WlADsDZQbOAGmAPoE5QF6xkriYUwrY5f+XnGvOZbHv4xwxAgAsA/EAOHVegHtBb6b3AG4hJ7ayVHQqX3q3Y7bXtpMvnwvcf3SAv3j4ue1O9mxHfJI/tJVNs9XNqVKBWya5s8CN343ZXSpPQ0vL9BZOHKAJyH1xd477o7z2FTwd6TzeqgS4HdAOBlASABbyHMz+PeOYVxfrmOOdMh33FwDmgRDjgRDWicu3x6/3Za4IBIDn+jbK8HlyAd1N8kyTl/LVGVckLColsdJqqWW10pLVisv63sy44QLBl69mdfM2UH9vz4IWdJneE7gTtClAfNix6fNT8YmdffHMXvzpL/bij3+27WcPbK98KD6w09qxrV6f2toNsVJ87Yas4bq0tsfBfK5beWkch9YVqKWp+8O89QTg7ihnbVjA7igdSGMHuAs2FhAAN2kCBD6tgxjQAmj56c6AGc4AxDqWfEFeurM8dC6PLCRtJGGYmwbY2dp1Xy5K/pTDEjTKgflofzK5ATgaGWAXc1UBuuHgrgrEtfKy1WX215XWlNZKpAK6LIaifPaSOLR4KovKLGhBl+n9ae65dLJ7buOHBzZ+dGDtz5/b/icP7OBvX9jBzhM7bB7YQevAzpaPrbk1Cr428kh5YoLtE/eZpzNzuy8eaBtg9wXkHtoasDPd5n42ATMBm6CZEBlPZQlgcxwPlSQG1AA80lhLzjlyt/MCdUHiBM6A7ZpztvCEkwRspA8CgmMObhLlQ0fMAVwQd2DOgmwAXeY3mpm0jBbPtHVdGjyAvuppo7JsDYG+Umr6dcnkX9CCXqf3AO6UinFu9Td6eWzDz3ace5+/tLMHz+xcGvzs8JUdb+zbifh848gqGwMrb/TFA9fWzsILrwzv8z4GcWco7Sxt3ZZG7klD99DQAB1ACzxoZzS7IxCtBmAzzQyIHbzy1QEt3wsC6Azc2Tn+ckT/nqWAGdzqmgRsvnvlxL7+mx2AGvS/Tr7LkR6bnuq6WSp23zyZ7oA8Am+Y543ymjXFS5VNW2nctNX6DWtWNqT1w28v+IKaBS3oMr0/cLN2Gh5PbPTs0Pp/eWH9vz63wefbNni8Z/3Hu9Y73bez6wd2fu3QOteOzNY7llvvWm6tK4BOPQhG2uXdDD0BW677+SBvZ4OCWKY4ZrdravxqAQRgzTSugJtYAE4MsAuA2333tD/OT8AOUCs/7QfcBfLzPMUqwvMXz5cnhHpgjzSIjvDO8DS29N//Ig3St2zbU3H46AA+L3A3rVEKcK/WbtpW675tLd23FW0TcCvl4WpksKAFzRHgRgddEaWRrRStzcsJeWd4j/ehtW10dmbjs3N/O2lBWrg8Klmt3bDm8Yot7W1YfW/NSntLZvsN6xxUbf+waE8Pc/ZEuH96DE/t5akOd3J20i/Ity7I7455aR7Z5BHOYlkmbkWaT1ysirMnwwq1ivlbUHg7qY7lZO+Tyr5VRZTquql8Z2f5z84evSN/OKbJJp7K1HeO4NxFkO5tJAGQ/b/00U5MeLcMtM36edhyYwm1gSyRngRXW9bJqbUHh7JYDmWtnMk1kfCbDsREEjLJsKAFvYGuDtw+zjRKSdHaAvd0MLSpwD3pdALc521DFQPu0lBmZ6dpzaNVW9rdtBrg3l82OwhwHxyW7NlR3p4I4E8zgAPuvTbgzstEL9hgWhTIiGAHwIslAVpgdWBnz3HDgNpfb6Rt3msWABfr3KkDO7HyywAule7swBYD7AkAh9VtwQA7mvw6zAK83iMO5tiKbfa7QU6qfwnguZzERG6kvIayXALc3dGJA7s9OBK4TyXQOjaZDCSZdR4/WragBb2FrlBzJ9IoxcYc865wfgygJ83dEbAB97k/xpkH3NLc1U7NGqfL1jxYt9rBisC9ZLm9lvX363ZyULadw4LtHOdt+yRvO6c5ATtvx728nQvYXWntIS9OkmYlWl0QsFk/XkRrKy1IKxeqwQ5uB3UpA3VMYxnTWc7KB2C7xhaY4Uxbz1Jp6wutnYAdPv4M2L7xOsyDHNT+SQAPTpF5GBdAiVigdQ0OyPsCeVcsATnpCdgSmHJEAthvLmtBC4KuGNwMNmntiUzysRA8lKM8kMPc60hjS2v329LoPR1ncOrciQazgFroy5w+bVhVAG9ub9rSzrqt7q3b+r58zbNVWxksWyu3JP+zYZVqzYq8BrgpUPsve0jDVgXKigBYFpdgAVF+M4tTfKFL1MrT+IIAyraFEcdJxlTLf5MMnkpAqS0TcUqDVX9SXRjnxgso/C2uibFe4Nk+5RE1yEhtnxbERLyJlrN4pSk/Wz525Zr86ju22bhv11o/t1vLv7GbS7+09fo9a5Y2rZxv6fyqrlPbF7Sgt9CVgTsGLv9BiAbyiF/76Nu03xWoBe6etLbADeAd3Jw/DnDneyUrn9Ud3I3tDZnpG7YiM339YNVWT1dsuS9wG9NCTQd3vONbWtjfDy7mdUUzcEurFpUWAbiALW2YsJxIWHPBcgHyLJ2BPANjBmq2E8BnIHdgR+rbiS8BGmZfsL54Of6O9imGucBtsi4McNet7OBetVb5mq1W79hG/b5dd3D/2m4I3Gv1u9Ysb1hF4C7larp5BVV2QQt6M70Hs1wDWoP+QnMHuHOAu5dpbvcXNcod3HnL98tWErhrh8sO7tbuusAtzX2wZmtnK665lwXuRlHavSwNR4BM4M4nzV2R5i5jWssffh3Yc+B2bLEhSF2AWdsJ1NlJDkqB0QE9B05nQO9AzgDunIAcWfCP7cgv2yHiARC1WGa32iyXIi9g540lqTVpY1klBQTYui1VbtiqNPdGprlvLv/Kri/9wtZqd2W9bOjcpi9+YYnrghb0NrqyqTAf3HxI5VtPTs9senpq/U8fWvdf/uw8fHRodl4N7lV0lZgnsDTIJ3mBxXlip8WunZR6Snt21hjaeXNoZ82RnbeG1m6NnAf1iY3LUxsri2lJqCkJxBrrjHdhx+Qmi1l4wtQSPq30nHAc29nqM2ei1Fwj0JHqHN/mXP1jX0x9kcY0VeJ40ypPgin1crJU13nqQBbrE/tijXk8VAKoxWp/rCmHq1YuCugSYmkpKgtZmO+uFlvS2AiAupvk5EslPf2eiHub6F3lzp1GFb8TXeQ1l+k80Q3ZZtD31x+JUr98n/fi60h1urp5bgd1xhOBe3pyKnCfWP+TLwTs/3AePj4wa9dtCvfruqomJq1Iu0rbi0kHBXFeABbYO9WRdWoj61bHAvjQTpYGdtoaWFug7zTG1q2PrK9jk4rKLUsBC/C8HjVXjLTgYAsgFtT5wqgDLd7FBk8ESoCr4h3EACYA60tU+c6iF6X+BFeBB0BIeYJLrO8Alm3WnRcdwIVIycfLj3P9gRFfoCIzXED2teX+oIhAzfeM44ERtjkvQF+UEOB6hAHLT52ywfSmQZUG3Dy9ft6bzrlaetNgp8y37f86esc5823LTvsm7f17APlN+uvvye99kup61eAWuEjPpLWPT2xycmyDTz4VsP9V/HuBe8+mnaZNu+J+S1c11RukNd1ugTvWmbnGQ++RDksT65XG1hefNgZ2uNSzo6W+HbX6dqz0RIxmH1YnNnJWJYoylcWkAKwIuBxowrtKIS0K1DDgRosLgwFkAC3N6g+HoGVZvAK4lSawBcc67yLg9lSgY5+vHIu05Bo6AB/nZwBGO0sDs8S0XIABNxq75gAOza7yEUWXBovqp88FXWzPD6q3DcJvMtjfRfPnv2sQz2d7+bz58t62/zJd5JU2XjtX2XifpOzwwTL6pu19V1sSvauv0rGUzzfJ732T6nT14Pb0/MwmAvf05ETg/sQ6//ovAve/yCzfNetIa3caAndDVy075wC537RwfgkzBcAFdWnfoUA6KkysXZV5XhcL5AAdPmsK3NLi/boEAFwb26giLusapUJ1oDmlGV6YdoofKZBFLy1cLhbFJedSCfNYICxJa8qHL4pLOh7aNkxogOwam9S1d6QAO7R3gNq1tn9HeyfNjSkubYx2FrtG930AO67h+W7VVBw9A8U36GJrnhhU7xqE0PzA+7pz30TpmncN4Pls4zT+vamslMfb63GR15vPmVVjllXaCEr1/Hv65U1lvevy1/vkXX3zfZHqdMXg5qN2uuYWsOH+p58I2P/LOuLh4x2Z5fK3YQf3mnhVvEQWMxL+Zsy9msh8htHevbJM9DLmuvxvAb1dl4mutONmukx4pT0BvCegk47lj49kopNOBOSJQD5RxpjVJQEIrgrE9XLVGpWq1Ss1ccMa1YbVKvi9ZavoeEVpmMqYzVUHr79gIWMHOqY5IHYrIdiDZzPWOdl+hEE8IQaYA9DxtJdEmjMDJBskaWSlwSN+x1j7xvSmQfh1IEj0+oCepzjEP+nU1w5zXbqG9OLcC7qow9z1bzhvRn7OV+vxdTRflzfTfHlvP+/1vnh3nt8PqU5XC246g5SAGsCeyOceCNydf/l/nYePXgnYZcuJrQe4N3TJhrptRVcCZd1scQA77Yl/pGMBfCQzGi0+ENC7FQG5MnJwnzdDi5+12B7NuC/tPRD3JRCGxZyALnZTW1paWhhulOu2XGsG11viJVtqiGstgb4m0NetVgrf2DnPSxIBIuAF3IA1gJ2A6Wn20ZfZth+jTWpd/GwxrYTieGxyXmwiMPlLND9w/Nh3oLcNwjRY30Xz50R7Iy+//34ojl+qb3ZN2jd/zTy9nveMLp92QXOnfFN6axlfKYTv6fibC3pbu35IUp3+Z+Gf//mf/29V5tfZvqshpsHGA6nJoQC+b+PDFzY+emGT7qn26+bzqBfvJTf8SrxghjU+90Qdw7c33cVsnzrSp5TE/DRPYaJcxnkricvDglUH0sT9otX6Jav3itboaLst7giAvarKrttwJJ4s22C6Zu38hvULmzYsbNgoJ86v2zC3pu1Vpas6p2UDa9lQrsPIGqplXYXz8sSqwJxp8cwHdxbok1metLJred9O2jxzPHwQJBZ5E/kHQF7jtJ9Tsm3vrG9EF1fRf+n6r5TxGqfzoIuiYiN9f/NATte/mb4VCLL6vP6Zr2OivyffODWdrxzn2s2ajSgj6PK5X6Vv1a73R3+4MnCn9ngKuHmTaU7g7hzY+PilQP7Cpr0Tf5iEh0cmvZGOh24O3SWw51jMqQxiQlgmOducwveso9mOwxm481YcCdijALYDuluyZqdkS+2SNc61LXDXzyVIZC2MBk3rjZasN10XsDftpHjd2oUt6wvYPVu3rrgnV6EzXbbOuGWdScPak7q2qwJ6xUbi9OZU3pU2873VlqLqezEF5rpZnwsNHi2NLSe1wweRD6hsvjxLL6128/3Rbj+fJMvi6wcSZ2fXeF7xzT9zc/SssLs8Z+9XOKUiLpelVryh7Nevn9/m/K+v7+Vy/FryyLbfWMcsnc96Po83lXlRFziuv8g/yiDfWRmcyzWp4+foIq/Y/pHQ1YF7nnL+xNJQDQXIBw7sSVvg7h47sMftrk07/FRQ+uD7YJDTOQKANviGYa7u1UedLY6bkB0B2OOcNHbBgV3rF6zeLVpTwAbcSzL9lwRswF3PwD0eNBzYZ5MVO5PGPiles/3KTTtTCrB70uTdqYAtrd51YDfFAvakat0JwC7PQO3AFhOA4xdGmWbzXxlV3QPcqW0J3BcgjwZGW3wgecpgiu1YHBP7nNNxpReknOYG1Ztp7pqUDx/PlzJYqHOxPb//0rWiVMxFeW8ud1Zn8Zvo3fW9TJfzuth+ff9luuiTr++f14k85/tCeXsZIvLiHn5Nfn9fee+V/nBlPnfqfE/HXbMRq9HObfTyUxt+8b9s8AB+aMOHbefxK34yqGU5adLcqCnQEDGXH650ajKfrab8qtwqfQL4fiP1d9F9cTTbFMXBSUEAgYsE4eR3F8VKny3X7dFK0x6tNu35+qq93FwXr1m/3rCatG9VYK0VZMKXlBYlEEraLktwlPLyvQu2UsnbSjVvq54WbbVaEhdtWd+Xy3DOqkJ3QYIqgTxqLiGlqsW6dAFqPLaRrJvRKHjMfu3z1FfBqe5KaU5qni+CSXPrRPYJ8GUcC2nEPPCSDcbIY2TjkZiyxiOVJVbqZY2zFXheHkXxT7X1waleVVpkhsCftitZyWcRYjtiC9Eu0lTmWPkOBn3r93s2HMo6y9oCWCrlqpUrFaUVr2daCERZcX20eaz6jUdZ/wyHyoc+Up2VR+SH4PEaet94vINn8RGwPi3Jd+rNdtQ/lRN1niMVO8lWHJJ3v9+1fq9rPaVR72gXfVyt1sU15VdWPlHeV/ITvWnfD0Gq+9UF1Hx4ZJ0xnahzxm31nEC8/5mNn/2rjZ7+qw0fCdyfn9rgi1MbPevbtF3xyPm0W1WvNJQD895Z6txSZuGf+p2EsoEAx54oky8MUCl0aVX+6WbqsmlBNy8vVvp0uSFwLwncLXu4tWqPrq/Zw+urds7viSmDki5wJpKecbnId5n9SpsCeSNL12tF26iVbL1etBuNkt1oleymeEkgF8atwgIZr2EwGpIBH9y3XleDqNcRd+WpDGzAQFYKGAN8xCCytok8uu9gLjlQ6o2GNepNq0kw+ZSdjhWVpkEJDwa9bMB2HHA9cQLeSO6RCxaV4w++ABpdMx8QrFarvpaftK5y4Ea97o/W+g8sSCDSNq+ll9e307MTOzs9tnb7PAMqS40n1motiZc9jbqqLQIK3RMCJvqH+g2oq/ql02lbt6s+0nfqiWAijfpFHX2KUkKYfiHfsoRHuVy2SoV6B7PfASn2QUGN+VOZXsdM+J2cHIqP7OT40AUtx6G6+nllZc1Wlte8v0OISGjoniTiLnv6UwR36gjSqTxX2d3alvY+/cImu/9m071/t/HjL63/yZEN/nYkoLdtclwQ52W2FwXKADUp0XObsW4M60otVmWF5L7gGFoanNKWvqXO1bAL5ubLly/pvJJ89qfLLQF7xR6uLNtn11fsb7dW7ZPbq3ZUl/ZTvdUZfpPSwInVaiGl4Yq+VzzN25ZAvVUv2VajaB+uVu1n6zVxVYCXe6DxU2f+nMwYRMoVLQmgAVpXfH52aufnp3am1EEnIKIx0FYOOqW0NQ0WNFAFzedA02BbXvUBt7S8ogHcsGqlrmP18NXVDtJO59zaKqPdPnGw+XelAAcgDvoCucpCa7lWFMhDI0V7G82WNZtNazRatryyojLFK6vSwPwQA/EGwIlVEsIEIO7vbdv+/rYdHR2oLSHMEFbrG5u2sbFl6+tbVq2prgIfTOtS+Qii9vmZddpn6p8TFxSnpyd2rjqjwYeq61DCApDGYiPdi4oALaZvAHJNeddqNa9zs7nkTDke1BQYCWiqqiIsBQRKf8Y7Oy+Dd1+48GNE0S76+fr1m3b92i1bWlqVsJAw5SeqBHKn7B75f8aOf/thSfV+H1Nh/OfhEGlvgXzS/tImR3+w6eF/2PjllzZ6sBf85ExaXabcvgb+kQA+khk+0uBUmpPPa9Ml3XVSaXUB3KasRUfqatNvTtaZKsX/z8CNCasbD7yV+iUIWPEzgfvhKpp72R5sLdmDa/CyHUsDA2yNbs88AnkatH6jlAGpvpdZ9EKq7+u6ZkMAR3t/LFD/aqtmv9ys23WBfUn3vFWUia5LvT/EDHTXCmiH40iPpSHQEn1MWXjYc3C7Ka2B7BdmI4WVcJi1aCY0qGuSjJeWAPmqp94blKnk+PjADvZ37OBgR0IEgAs4ArhbC4OhrAVZCrwtB2Cr7YDbBVsGnHqjObMQVldXbXVt3dZW1wT6Ze1vSYu1JHR4PoBCc57/yxdP7MWLxw6SZJ0MBwO7ceO2+JbduHlb2nvFtXhTjHsQ1kXPAX18tC8+8L6izgi/tuqcgI2Jnkxi6liSli7zBh6lALteCwtjZWVdwuSacxNrQVYCJjWAjLGq4aWyO91zCSWxynj2/LE9e/bInj9/JLAjXOO8tbUNu3Xrnviura9tqf1LzggTb3zW/kh+iuD2EcV/ffw1QLwthFcsPbLRyR9tdPpHm+w/MHu5bdOXr2z66tjGuzkb74j3xJ2yBIG4o8EyrIvlfwvsNoXViUp5wCQ0OJxQS0qHoslVB0Auk1EjwHh7SqdSsLZ84rbSpysyy9ea9nitZS+0vS0z/ZXSTln5qe78tC4UL2bQLWIQKf/ZQIIzgC/L116piKsF+2gNcNcF7prdbBZtTab5qlhKnE52BlDbr57b9vZz29l+YYeHe3Z4IFbKwHWfWOYhWs59c8zlrD4QA9r9Xw1OtPeSALK0tCyNumbXpFG2tm7allIf+PjESrdfvbDnDFYxwqTbbWswt11ru+kv39bNT4E61ZNm05u0uSINTVmkaOxVARted9DcsI3N6w7w8PnzdiYr4dGjz+3Rw88cIOenmWXS6didux/aXTEp16HByQczHAEHmBFEuxIKe+IjgbwjS4D60nfUM0zose4F9aOdstKkjZOfHZq7KcugoT65qfLuO6+vb0owylKQO0PMgGECkVeY4sFRd7FSLA51gxN1Bdy3b30gDX4ra/81ay3JsqQunOipKKU/MOleXvU8N70WzLicTnKStG0NXpnikyMbT8+Fx44VamdWrPekkNUR4JToE0Dgow5nWsyn0sY6h8dDM+DyCUrAhvGWYx02UOSmA+6xfLGhfLEDmdyvmhVp7Zp9udawL9fr4qrttMp2KoB2i7w2SfcEra1BTjncVQY32puSAuKIFIJlmP3aZmBxjvY1ygVbkvAgsFZ3jZ3zFE0foAnttL0D2B7b48cP7MXzJ9ISD+3pkwd2cLhjRwL5kTTt8cmBnUqzn8pvxXclPT05tpNTfMEjN3fR+Gdn2od2k9kKOAmyVaXZ0cau4dSP26+eaaB+YZ9//jcH286ugLP3UiDaVT6yHDSgT5XHpbIyJu9TlYn2RwDhRriJLwYUCJqaQETqQkh9gfB49fJpJlAeCqivXKC92n7pwpEgV5nAmqwPAIhG7QnA5L+rutEnT9Q3Dx98ak+fPnTtj4l/cLDr9TgRn1Jn1ev0lLpj/Ry4IEBQHrtFpLofH7s1UpObggBEmyOAAPbMlGY0SWDQbm+jyqDMx4+/sC8lnMjP+0CMFpfOEGkcIEQk7BpyWbAUgHKMFbY4JUt/eLrKqbAEvEinso+nvD983Lb+6Nh6oxMbTs51FICf2rTYcYzmZHHn+WVOWd/5sjRHaSLwiysyv8pDy1fld8KVxGNdIyBWdHMkHCZybEfSkgPl09X3toB2XCvboUC9X6/as6WaNHbNnoifiV+tCNhLVevonLHMOX4qqFzIW1VcJypeKgisRWtIK7eUBmiLoak9Qi72QFrJ1rJ9NyQobjTD/yai3iAfAnG60QgmBj/+9B6DXZr71ctnPpgODhi42xo8fRtlL7AIEBQ8KOSBJwEC4KIZGYxodwJvDDi0HuYsx5018LACCI6h1XZ3X82EiGtCmc3tzplrblXK8/QHX3StB6RUZhG/VMKW67Eg0GAAcETQT9dhZlNH/G7AXVD/MZrxZ6nPrqyS7e1nroERRscSIgCuIRMfMBNQS/7wkjQfPjb1pE9evnziAmn71VPVd8/jEMQE6Bee6iNw5iY4dc4YCyUGnIYVi4hketNvy8trtrl5zbZkJbRk5UQQL4EbgRvBtHBddiX4Xnn5r7z8597modrLvfF7QgBNAoJZClySFkJD5j9tB9xuSVCPny64E5PQRAFvLL9rcGqdocyrwblu1qkNxzLJpcV5fXBJVndF7nWhpRu4JF6eWGl5asWliRVbE8srzbdkijUkPZsDbUc6bchEa2jw1eXZK4/jRs72GwXbbpTtuQD9ZLluD5eb8rHr9ngVgFdtV/tPGlXr1iRJ8F8r8tPES9WSg3RNgN+QUNhoVOxas+x8Q1r/ZqtityQQbi9V7PZyxe6K7ym/eysV+0B8f1XflyNaviYzvYn2FvO0WWhuIskD930xPQ+lqdtt9UnGlar8aPm2+KGrq+salNfdPyVdk0mJz8dgwuxkgANKTFN8c3x0hIG+hjkvjcXUEAEmAL2/98oOxATyOC4J4ZoTjUa+HuQSb21dl1l/XX41fnyY/ORBWX6diPKwQJiO84CYNGMIlRBGHN93H3/b/eYuPrdAQtSesuCV1Q0HNYFA2oQWfiUwI4BwV44Pd+307NAFmAcPpSGX5RJgWm9t3rDr126rT7aUF7whEK8rP+INnHPN+4zzbso/vi2+JjOathAA82kxgdDvCYJSgoP6IogQLgQD6bMz1Qlri1+Npf1p2tGFmvLhPq2oDcQkGOMIGPoEci3+46ArBLc6zIHtKQ1EkhVsMOpZW6A+H3SsNzx3YA8nhzbOnQnYU6vIbamtqSMF7KKAXVwRKy0I2AWB14HdHJnVJUEbMtVhgXsicAPsQU3aupaXlhawBcxnAu+TJQF7pWVfrCxlwK7Jx65KANQE7Io0tm60GGA3xSsCtwO7UbJNCYct8XWB+oZAfVOAvgUL0HeWq3ZHYCa9q9TBvVwW2APYm6oDU2E1DQpMcnqBgYS13+/3I7glM3MG7k6Au+bAXvLg2Mbmlvt1t+XjbW3dmAECTQewNb584GEaD6S1AQ8DCgAiQAoCOqBsChQEpxzcKhNQAmy0YLVWkxDZyAB9w9Nr12+Kb3hUHDC0WvjSAWw0NgE+8sA8R4MxRQbAAQ1cq9dVr7ELsENpQsBN3Yigc723Y23dhRfgBtgwYMKMfypzeHfnuZvb7bZcDblmmL4AGzDTFwTlbt68p7w2vf4rKwiKNY8/tJorF+BWe65LONKmDV2LpeDz8xJC9FV6iw5a2YEtbY27RF1wSTqybsBoPMMv9utCKJRLFQkU4g/r1lS+9FHy+aGfJrhdYydmYKuR6pDhRKbcqGMd+c8D+d+D8YnMdPkx0tz8UD4ALzd0DeZ5TaaivvO792wX6tLaTVimuMCcXxpJswvsywK70okEwljcF59J258smzhnR6sFO1wu2MFy0dorOetpe7BUsJJM54aAuyIhsC6tvClAXtM+19DadvNagL7uGjuY7WvaT3o9O5drrksQEBlnSow571WZ7y25CCxiwR/XnxOyLmnufTQ3g18mOaAG4G0BnMjrkszIVQ1aBuf1G3c8gEPgZlmDFxPT51fR0Mqf/Jgq82h0R2ayBhigJehUE+gANgAlUHWIMJFQwWR2jSXGnN5U3tcEAATJBuarwEOgq6W6YD6TB+cyJcS1Pgfd66rOum8CSr1OtLzhfm1dwG5KGECuucUABWDDXL8qcAOIBG4HuDQgfjSuw3P5u0fS2kSue722C7GGjnu/CMgEtdDIBMows0NArHoekQLuTReOWCKAmv6MqcKa+i0Ayvj0wJy3p+PAfvGCOMFjOzs/8aj5YNB1yyjetJO0siwlCVRmLFZ8GnLdhU/48rFYBvppglttAtYu8hzYAfDRVP7hpCc5PPRX8w6GGtC9U+vybjVMdyK1MiXHvMtM5/MLICbO44PXlYMsn7wAW5CGL66J16Xh1wX0DYF+U0DfkF++OTDblO+5Id7sWnG1J9O+Z5VWV+AYyIQa2brM/jvK58OVon28VrGP1st2f60klvZdRfuWZXKjgQF4gHlL5vkm4J0BOHzqJQJo8qub8qtZvQagy2Ii6dxcD+zpQx8EoMy1l/vZGvgEa5g2Ijh1Lp+TgbmswbK2hubRAN4CdHc0iKQdAFsTk5zFI/iUoYGYwnJwizEZk//peWmwIxAIBh3u79mRyuv35cqor7Ei8Bm3BJIbN+9KkNwWeDD9t1wTMu2FRqJcpooc3L2+TNiRB+soj7oQKY4poabKXFJ5y37rsRIA+NGhfPxO25loN9NogBSOaTvqueKaEj8dDXoucGHCAy4yazSWVFfKWHYht+LCYcOFCm1oSoAxnebCgmj+uvJXOYAPUPt0VU2uAxaPB3iwcKSxWdyjOrHO4KWADbgRMKw/4BhC0t/cI+CmuXForGuZOUBzLyv/ELhFt1ww1xP9SAD+B0TZFRIahCzhGOA8DVUqYcLJ76ms2ii/au3pih0NZZL163bYK9thN2/n/DwQkWtWf6wIHpsC9G2B+QMp9fvq1J9NrPqLoVV/2bPqrzpW+5U03q+OrfWbA1v+za5t/Hrbrv36hd3+xTO7e/+Z3bvz1D689sw+3tqxX64f2q9Xz+y/Cvz/7frI/umW2f95O2//dLto//12yf7brbL97mbZfnutav+wVbVfb1TtF+s1+/la1T5ardp9meX3pNnvNIt2S0C/XivYZrYMdUnaOkXGfYpGH9rOVBqLV2LOPPalOAQpgNdYERPYKrqJC6DwIQH51iZmJeC7JxB+IE0Of2i373w4M01ZzMIAdA0r8PVkpmMhoGX5DjgBNOVFveK+EHhC82Iqb23elNa+5XxN/uwNlefl3L7vAmZj/UaAXiArl+Ldbe4SEFxDKwskBNsw32kxIj5+XEGbr1E6HnxBLhDFDgq6J9vPF0DJAhQ3/WVxNBAkAvm6rA0sjxv41vc+tHv3P7Y79+7L177n+4lVoFl9NR0aO6sPfUUwksAgAhaAI1ROz45dk7MclVVvaaktwpTgIoBH8MRCoDOfpWBenj6gr+cpBPrlNkJv2/++6ArBne5m3KQYTOaDr1SsWqXc0g2S3VxctkFuWQBfspNxw44GFTvolex4VLSzadG6upF9mbijZt7Gq8pjXTlu6bIb8sVvquNvDq10q2+V29Igd86tfvvEWneObPXOgW3d3rMbt3ft9s1tu3ftld3feGEfr78USLftVyu7Avi+/cPqgf2XtSP7zeqx/Ur8i5UT+9nyqX3UOrcPxHebHbstn/6W/P3rdbNrsh626nnblOZerxbc/F6RX92Sxm4I1PjXrFwjMj6vsef7g9E6+yagOSnlPnOzGXxEYwEPJmS9xqowmZvSWM6YntLIKUUIoJHQ2D5wlQ+AQ8v6ApgM1J6/F5bqE4yWR5gA2KRFyXepGeZt4kZ9yad7iIwThUaLIbDwVxnsvv4bE1fbXth8Q73k1znIT/GqqC4+PtR2psjkzxK9pw8ReoCGBTDMCMBdCRJfgCPhRR082CUzmcAW7cA/j5gBWrvlcQFcmXQ/1CMuhHATcC8I5sVCmVjgMxwNPU9WuMVyWxbxNL399PNMKEggxHTcsbsdBDUdtN4Hb6bvE9SJrhDc3PbowtmN1I70y5XxVs+mpOGS5QXyaWnZevmWnUwatj+q2m5f3K3YTrtsB92iHfflL/PLImN+xdP8x/P9LcTUGEEsLuTHynskcA2sUejbcrFrG6Vzu1E9tnvNfft4Zcc+Xnoufmgftz6zu9W/2vXiH20193tbmvzeGsN/s9rg36zS/3cr9/9gxd6frND/xPKDRypwW4Udi9tqzlCFppszf5OixcHZlv5d7A0RB8/TbL9O9i3deBaVpOmmvsxS/E5WTzF11ZZmYV47zTszz83gRJP4gw/6uPbDjJyxRA1ugj5+R7zac3XPKsWgY8CzvnowDM1EOZjVLOxgCagvWe2zBj4GMQMdAQHg0WwAlLK88SqCc6K8RFlhiair8qCemLOYz+6Lr6xJaDX9p6GYp++02+7CEMl+/Ohz++yTP9mf/vh7++tf/sO3v/j8rx6I4zhBPOasARttma26oz4qkj6iXggMXAX6cH+P+XP68swtEGpJDAHznyDexgaR95tuueCKQIN+P/pILg/xAuImfh8kUNNjuj8WujJw0zEMo0gvtn2OkDee8ELAUlPapmUFwC12cE/rtjes2V6/InCXM3CX7ETg9p8NGsVP9DIL7MPYM1X+vNk0P5GfO7KqwN0s9GxF4N4ste1m7UTgPrCPl3eklZ/Zz1oPxZ/Zvfpf7HrpD7ZmAvf4X605+r1V+7+3Su/frdT/D3GAOzd87OCejgE3a+Tl0zt99cZFW7NPBtb0cfKbHZztySidFVHY8URaShoJn28gIKEhCO4QUT9vB7hZVBHzxjEgEQREfj1vAJcB2wNBBYEbCag6zWoQlRVftIOyATfTQgxSygQkzDNTTtJqCdzE212QSIsns9X9fcq6RMApyvUy45+IftBnBu6qLIiWzwh44JC580JZ9Zm4UDk82LdX8olZOfapg/tf7K9//nf75G9/tM8/+6s9efTAtl8+1Xk7Xu9et+0ADmBnNaCN3s6Jt/MC3Dven8y1o81pF5bK6orMfsC9ed02t27q+wW4WSZMf9A3zEZ0dC2Apw/TAzA/FroycCdKoE4EuHnuOV5R1NCACHBbacUGAvfZtGGH46odDCu2LxN9TyY6ZvpR/wLgHfnjPX6HW6NzJE7eHb4d2jsAPpxp7/XKufziU5nWh/KRZabXX9nt2lMB+6Gt57+Q1v7EGuO/WW34V6sO/iqt/Vcr9f5mhd4n4s+luZ9YbrQrW5fVX69r7guKdmatnW90Rpd2+eXRN85JECj1QSfTjqkmtEIAGQ297yvXYsELkXalh6wum9MYGsTkkVZ/XSzWCO2tg150QO2CtDurYGgznsTqCkyshKMcVoeRIlDO0Ww6TpSZsmLRCw9rxNJUD/JhKUSGTu8a45RNPmnemIChT2+JiXwHwKW9R2MHEn3AwpKnjx/Yl5//zb588ImvYnv05Wf29MmX9vL5Ew/K0U8OcIEXwYeL4hqcj/opCTFW0jGTsC9tj5VCn2M1IRAJkrnmXuMhF5aZXvdgJ24QAgkBzPWUwwo51/r0jeoa1sI7Gv4909WC2+9t3OB0o0klo02elRVyFYFRpnlhRQNk1abFlg0LNevqRnYkANo5gVlnnoxLdjgo2163GtyRXy6T/bhXsdOBzh2WrD8q2EAm+0ignwjwLCH1QUyxvjG1PMEqcU4mXh7Wzc7p5uR043ODtuX6p+JD8Z7letuW6z6XaH4h20vAHh1Ka+v4NC2BJdv46MDs24zmNt9O0SfeKxrc/oCGmAGHlmJuGFCxDPLBg7/ZZ5/92T7//C/iv9qXX37qS1V5MGNv96UPSn/uWHVhAQlTV0wF4W96hBjAufZOZWZV5CtlAy6VzWDEj2UV2a40GVHjRw+/cK349Okj29t7pbqd+Got7iVgxhf1hRzStPjmaDXAmGUePCs3pW8mXxSytOyzBDeu37EbN+B7dv06UXwCecRqWEyDEIxAHj4vWnN354Xqy3Lez+2B+uiR+ujZ0y99UQyanEAZoPWn5HxdOtZJmNVYJAgu1q4jtOgLnjVnJR0WBG4CAUeEDpFxlrASZIPwvbnujCfYlCKUhyMJE+WDEHkXzd+P901XrLm5qdmmiMFAEZL1+l90cBfz0t4O7jWbFlo2ELg78sln4BafjGWaS4vvdmrO+wL4gfhI4D7r69xB0XqjosBdkDkrTS5E+3LX+bI1kuG8bmxe/lBekjWvm5IXuPPSePl+W+mJUsC9K5aP3ROwxbnBjjS39k/OhOOuchvNgVeQ5lc4047Z/m9I3FzqCbgcYAUNwPADj6RNdjRgAfcXX/xVoBa4PwPcf3Ft9eTJF9JSjx3cmIV9foNNFSCoxNw0EeKl5WU3LSPKG8EklMm8QnHB4mWj1ac+OBnoLAN9LnB/Kf/2U5X7VEDZ29v2qPBQ/rgumQEAcPPQykyYJHBzUnbn4a8jwM0ilM2tGz6/f+PG3Yh4A26BixVqKeId4O45uIkJMH324vkjmeZfZOD+xJ5JAG6/fOJz+8QqeBoP1wXgIURpB5qXWAJr67vqd/rfwS3BRdviIZmYk19fx11YNVYQYq1AaG8EBJF27puDW/vIH0GS+hfBmTjt+z7pisGdKGuEBlR6wydzhQncJYG7hOYuLElz160rn7ydK4tL0twC96RkxzLTD/oC9RwfyS8/kUY/k+buDAF4wfqTgg2nMpdUzkipdLM0eQxmhChRY39OW5rbGe3tLA0+7CqVBh8KxAP518MjbR/JHJfGdnMcrc2jl3j7SlKjvsJ/L9En3OykuUceCEJ77kl7vpQPyQMMD2V2Pnz4mfubPFDBnCwPWPgCEQ0uIuSYyKwOYwCygINlmICb/eSdfOGZlaFbwxjzYJuOQ6yeQwsdyL/d3n4p7fdI5X6uejxz35uFJYCDZa7MgxPBB9ShuWMOHr/7wumA5rffTgCGgBpmMHPvAJypPkC+jkmsMgAcS1GJfGOpOMDllgDwPdaES+A9UX9hogN2NDcPnODecC51H+t+syINE9qBKXBj/UQALsCNO1OtEClntiKeY4eJnPsTZepTWuR+u67DXSEv5scBOPuZC/+x0BWuUIsbGTc4yAXV7Kt8u8nI+khQdcBQUvhMUvRInXKkweVyBilH2IxBh0lZVFoUWAGAhMOQ5azingDdldbuTIryxzPWdlf7OdaXqQ7g8c9HU2l35S3dbRMJF8vXWcgul6Bp09KSB/asvK7ta0pvmlU/sFzt55ar3rdc+Y7qsK7zlwWExoXkRQp7w7BKlM72RzJPSXITdHGfWcxTUETCGRiw+8cpAObXxPJSf9nBAG2D1sGsjGgD02bNBnPia7Yhv/DOnY/t7t2PlN736aCYvim7b76/u+NrphnU9C51QcvzmCjMNnPjvLiBiDF1i3ruqCJhoWBhAGhMVFaI3ebRTZXF+m1WarGcFZBiuqPpAdbh3CIWyo4FLKENWWZL3WGEAuSaTh+6Mj2bjSDB3cBsxzRmwQqgq2m/T88JjJjK9B/tiuWlISy5GbyZhvXv3CPAiJbmYRaEJAIUzU+dASWzDpTlPxEtEPMCjU6n4/VH4CJUDyVU/UESBKNKoGym4FjQg0BwASGLCQvgTfQ9a+6rXH7KMFDlv6LILnb4el4BW3pU4DM7FrB3u12Z3dnA40hOWlXmJMsF8/zWtgZ9AnZfQA1gB5gJtHX4PgfsATwDNsG3WFhD3aZyAQB2rsRUXAB7WpIFUd4UsG/I5rwtFrgFbKvc1Xk3VA8Bu8Drn+KGcYPiFvFfnN2wALlvXqK3gjsDNiDHNEeL+gCXpeHA1gBl3joBm6kyNcKDUGgR1lSvrW764pM7dwLYt8UAAmADSABGRHh/NwM3ddGHeXIeqIDRvACb+WRWn/H4aVpCSnN8fbXuBSC+tnXTeGHBnTsfSLvyUMZt1SMeygCkaC+A7Q9gAG6Zv18LbiwM1ZVyACdCgqAWQGOuGuETa92X3ERnqWuadwfIaRGP+7v60FfMh3NfADZz+fQvwHZwy/0A2Eyf4YY4sKV06FzWGCS/mjyo+3lb7hJBTQH7XJYAPjzk8+xqM4KHhTXUmTpRtxRZh94E6O8J5Fe3Qs0hrH8OIt8DxRZNYS+/tlEt1qxVWRFvyDRfF/jWrT1ZE7esPa3JLI/gWr8kn7rM89Yy1wsyxwWuQx3fG9Vse1CzV/2avXSue7oj3htUPeJ+OCzLrC/ZmYRAGyEwlSSWuT9QHqNSy8YV+fvVazap3rRJ7Y74Q5vWf27W+I1Ycq76caa1twLcug7w4l5Ea1I6d5O+zf3ya0JjRdAnQD2/cAOhMOzzrjMNJg1mFrpgKgLsG9fvSmNLawvcrCi7fftDX48OwF1YeCFvp3ScwZYAJqR48CmtOoPQSGjMzY0tlfWhP9Ry7RoPtaw7+DBlAZAuDdY1F2Pg3USbYlpN5rnKoP53VMb9j35pP/v5r+2Xv/xH++Wv/lHbv7GPPvqF3f3gY/fJN7Yiis1DN2haFtIwL35wsCfTnCWlz2Sy7xjPePPCCAJorELzlWVyQXzuXtocTUzf08aBtn05rIQT7smrV89dEBBVRxC7daDzADaBOUx68vIpyuMDCQJmMJie1P2kI35gujLNnY1TT2daDAnlTHIBeo4zQdEZjqVp8zaeStMI1INR3k56U2n3UmZOy7+Z4ENHPu4n5uhgHWAgSqvztpVRvmhDCQ4A3FUKmDvaPhewz6cVCYyq0poNizekpe9ZXuA1pbnybcsLxHAOk7x0XW7ANWnsdcsXV5Q/z+tKkjurUBUZ/xIHvUsSx43mZQ09N3VhNAFTKMGnLukxOVd4y4nMbNZ7+zJTDWJ8UA803ZQvKq0Z/IED+UYWeCLSTPDJX1ukQR7Bo4GxAMTNZGkotKrXRT2PRgSczOGiFal/zFcXPEiEP3p+fuxa1e+bBv+S8o411avSqtJW0v7N1ooVZUKTK3DG95y9Q82tk3jBIT69a2zX3DGfTTCOvCiD/mEGgqkkgMPjmDGthCXHghlWsMULHqg7Jnus4mv46jYIF4ZbgnLB7/VXLVGmm/4aEwIzc9IEIvd2X3gdmW7kitm4VFuZD0fAcr9YaxDLVE+l9ZnPll89jqAZdSMGgMZmCtLNcWn+hlsdS9kIYbymcQNRUnx515i5Irpas9yrG63SH59sX7YVjWXJoaNTvjGmc0W3tW79Uc5O+hPbOdfAlAkOsDVMLa3Njmdr0SL6ShBYwB7rpl0Gdmhp+Fx8JiHRFrDbyr89rdsEIFc/slLtV5aX+Z0v37WCg/uW8Ctgl1jnuubAxhTP5Vl2WPIbhNaO+nt1Mo72vIsYBC7pZ+CWWX6UwB0vSQQomKpoLcB66/YH9sGHP/M13tcEdKaFAuB3I5pMejMB+7o/ShlLUmsCdrxgkYc8MP8xyfcys9yBA7ilIeNRzxsOMHx4AlaYxL7O+vRIWu7ItSr1Zw7eo+P+QIrArW0YX5OXBeokP48oNKBBoFB2Vz4rjAWSgE3qwGapqIM7zOropwC1LwjR9xmwM1OXfnL/FpADIoFbt8SBjRBJ17LYBkEAsKkz4837W30NuF34HO1Kmx9xh7IbRTMAdrZunkVE+Olym7q9dgBbAtMFD/2oc7E4EDoeM9E4pE4xRbjqAyTNhqQCHNo+XL5+3FwBXfWDI97XzrGhf+IEAsy+sjqiLim3XKnbZn3Tbjbv2e3Wz61R/lBgv2Xb3U354cu216vbwaBoJyM0sXxu3WjAPGEwlKSx5Y8PdeO7eQ1IgRCz/UDaeWcik31ct+ejhj0dikct8ZI9G6/azvSGHRc+sm7lNzas/tbGtd+a1X9nufo/mgnwucpH4jsCuXzw4pIkCY+mobWRJpcalr58DSWdQCr2y2KbwRGDceKgAiyAG439s1/8xv7xt/+H/e5//yf73f/2P+y3v8v4v/4P+0el/+W3/91++evf2ccyVe9JCPDuNAI7DLRYUJIeb0x1zMqn3JRmQIB4/ptBubYO+NCosY6dwBB54RIw6J1lbcU7z8knG6TOfJ0vJ20lmnfXMvLqcS5gYYVXsNdLx+gXHnDhYZrNTfx9Cb0Pfm737//CPvo4zPY7t2Wib2w6sNxfVl1Y7+5vk8VvlsZmBdq5zPH0SilmGpgSm0xZ5BKChPuBC0QEnEBkBBYRxtsyubFCTtX2+ZVo6hOVg7nO67FYD4DgIG+E4UTaPx7a8ZZmpLZ+pRPeH12p5v460lDIttRMNZL14mhwJNxAHTUYq4OlcSvyy6cCa5ef8JEv3h83rTdpWE+ghQeTug2nDWn4pk2JYovzhbqVxOViw5e5VuVb18syHatb1pJ/3arLR2zct9XGPVuu3ZLvv6Tz+T3sTDvLWnDT2zW0WHWar++3I25msGtu+W74b/7Ip7QIjM/G44loMzQbCyd86aOATtQbzQhoASAc7yDjjZ+xrjvewpLVl37UoEbzYAqz3ppBx3QR2jPG1dQ1IFqbqScsBvL0KHGhGCaotBbztlzAgg2+E8Qjio029ykjnU/UGq3F0lluKGDaywJqBPPQ2jxvjtWwNguo8chnCA+sDQDF4h20PRYG11JnX/et/fGmWDHWxEm8382fFxf4mBLkJZC8q42+pRzWpNPfxAJY1APjk9Mu5rZZD37C+9e0TX15oSIzASsrLFbhsdLo/1jAwiOk4hW5ErwUYm71nPel/hFUg3AZk2XDPDn3xGMJuA26L0Hco5R+17H1tXS1Zvk3JZrlnaMNfoqnJB5Kyg3ld4/5pZF8TcCu2VGvKjA3td209qiutCHtDrDrAnZDAoDpB1a8NR3UVXGt3LR6aUmWgPzCyqot1a7ZUl2DuHHHVut3Beyb1qps+g/fF1kxlyPqiulEhwPs+HAXPP2OdKEVevGyBg1CTPME7PbZqWtdH/gObAZkvN8bvxFt5K/5AdCk+g4TnQ5z8ALYEBqL9c+AHM3jgBG4mdpBR/LBb+VtqSwcwUzmCTHMXjQlEXNecYRFgXnPd4JR/nCIhB7+KODG1yRKTF1oH8UDLqLze9nz3ACbCDV1cZBkgEnAJjDo71Db2fYlpCwxZYXe9rZ8YoH8+BBwH16wNCMBMqL5LDWlDF8mqz4loMUPO6i3/d5RBn1JeZj+sV7+QFp234FNPADznTe48Dw7lgFTfby4glgEy06xpIiBcNzB3Vr1viJ/+obrGSPEOeiDAHbEEwA2qwQRnHFvuEfcobhPP1lwQ2hrflurWoyXEo6mAexxfkmABtgyr89rdi7Tui1Qn49qvn8g03sk5scL8gI169UrRTR1Q/lowAncALspYLcq6mgBe7lxWxzAXhKwGyX5mRIgeZnc/AQvgzY6n1v11RvxXQhw659rUjROvI0FcPPi/dDeDIgAtga/a+0tDbaIegM4OF6YmB7U4LU++KMB7Pl6Am4ECUBzzY3PLU3omlv10J9rboCN9kZTAWw0EtoZjR1g5W2mAewjgQxTFDMUIeFuhAQEC1lYHUcVGMxoYZ96E3MNPngE1JgKE9Bce0fgLxaHNF0z+1tPHz1wgPMeNV6SCLhPjrK3sxKNRnvzZlOlABvLAM3uwFZKPdHaVCYvMBMAXFtfV5nr3hZM51m8Q8BGaxN4Y9YBYN+4IfPe30gTC2mwnELIXtP9WfdVdAQSaTugxprh+Xmm0egzZhgANfeSp8i4T2Fx1eIe+S2K+xT37L3T1fvc34QIfqO5hW1/e0lFg5Tf3brZrNrHKw37aGXFPlKnf7R20262btlK5ZaVcrdsNLltneFdO+zfs93OPXvVvmsv4M4d2+3dtePRPetOP5Cz8aHVK/dtvfGRrdQ+EKBvCdDX5O+vubYfSJAwZw7zxBmr21ge8hUX6QqIG+kmGqlr2WAIoI3liuC/Aih3Y53iGr9O11xo55QGv07k55SOJ1Z+RJGJBDOg3WeelRvX6QoXGkSisSQI1KH54oWGq7Icqu5zM5WEObwvoPjCDgSV/Foe0sA09SAS9fY2EmlnDlr6NPNT6WH8ViwAgn7MJxNUZOntAQFACT8CXuT9avu5vXjJDwU8tKdPH/gqNB79ZFksK9GYpmLqCz8ZwGF+I3R4xRIaG3+daDxWCMKVep6d8agskXWWm9Y8QMfTX7fv3LNb8t+db96Vf3/PZyWYsSC9dedD8Qc+a8H5mPAIJ4KRk9FEFgrvl8Nfx7LgJY8nLtSufkR9c/pewU0zZ8y4U8rYK6kWy+WC3WqU7GcrVfvl2pL9enPD/kGa5f7qLduq37J68bblpnesO7orrf6BbXc+sOfnH9jjs+CX3Q9tb/ChnU7u26TwkbTRx7be/JnAfc+a5ZtWK8j3yi17ZL47KcnEZ9FLznqqyEAV8ufFs8p5wr8roQyMgNTBiimNGxAPbTDwxg6AAFsCnFfCeyjR3PalusX+qG8ccEzPmet8vF3CFkAbazBGME9l0Wi/jHP5fTDe9a0BL83lbxmVkAXglUrdr+GnfXjnOau2wnxmDTfvMh9l7Utt1E1V33qbKDOVR5tn8/loQIFCeeJLs9ab97ZjOvP02+7eS3spLf7sxSMH9JPHn0vD8yTYA3+pooNb5/HMO+WXyiWf2mOaz380QBYKGpTyPVh23hafq1wJIrlitBWQYsEAXAe0z0SkB1gu1rrDBDt58wtWj1sgEiSlYkXtMmnxvgTHmSyDAwmmbY8PoNldoM3fxstf3it9r+BOFENQpHbmc1NWmPoL/W80ytLcVfsF4N5YF7hvCtw3Z+A2u2M9gfuwd8/B/aJ9z56cBb+UJt8H3OMPZdp/ZLXKRwL3xw7ulsBdL8j3ygvcMul7LGyZ5AXyvIO7rwqxYi70CoN9VsPvTAGwpIU16DMA0HiKcVCjSTVCpq7hdIgqzAYB6dyASFXzdG6/KKqtfQnUGfOdQ4DLwS1wpYg3AzM1l3oRWAPc+Jus9+YxzPSyAs4nTuDLWuVi7Gy/dP8azcvbUX2VmYNbnMUxkuaetVENBOiA29/JJnCjUVlgArgxnx3cRxm4twF3aG8enHkscPNwyPPnj+MlDQQnpblHE2luuS2sGPOXPar+gA/NSnm8Q67dDnAPhrEKkgdesFJYEJM0900Be7a2ILEAfxONrnNYZ4BVQ4yk0SDmUPE29ruAW4Lv8NCfrjuRsEprCy7u0uX79b7p+/e5vX3RSP5r+OkfphzBtXjJIDKH1WxMm7nZzqCT6d7A16uUrS5fpiVfb5kpHPmiy9WKbTWqtlmHa7Zeq9pqpWpNdfzpIG8H3ZxM+IkEwti222Ntj+2kN5KJP7FhNsgZ/ggZlrN7rRIwrogAFD8KgKk2e1ChEO/qYlChLYheY/JhUuK/MXCiCm+oxxv2c64vw5TZC/r9HWcaYJjMRLeJIMNoHparUiZlYYr70kv1JdcldyCCa7x9Rf2SveETM3dV5rrPr3v0O/xa5trxR1kl5qu0BCjOJU/yvs2S1Vt3XKvSNsxhgmrMHcfDHWNZB/FKZt6kin/rL0D0wFsE33hxoz/QoWMRlFuW8ElvTbnmmvf27dDAuBQt+cnMONAe6oRA4TfD/O2om/G65A8++JmvukNjU0+EW3pIhPoTFMNd4ccaCGLiUlBfUvoIv5qgGSY6727Db6dfiJvQt2xzXtyruF9XOKzeRd9vQG2+TYDagT1LabRA7lthqteK8FQglWav5m2tXsjeRFqwjUZBgFaqfde073ZLPrvMel41vFwu6jq0h0B9PrZHpwP79Ghgj5U+gU8GMu1HsgJkHmoQAuyCqlDhRYfacGDz+Y53Yf565nGZ/2QXIOAVxAxUwMbAn4F7YzMGfxaJvtxrIn2NfOFQuakY0giGoYULMQB1HgOQuWuAQODOV8BJoPBebwJAvDOMc3gxYOQv1oB0P1rAYL7bV4VRX4Fvk/edy6piXpwBTJ7UmcdBCbr5oBdQY7UW89Qr/hth/Agg1/KmE6wD3o0OYFhlxrkJFAAV4YGgI2qND+3R6/UIcrEiz1ngpN94igyz+c7dWIKLtiXyTd/Sx/Q3mpo6IVRuZK90ZnEQwoB+4HzWhlMfd5u8E6JfITaJKaTYAcD3XxNV+3wqbXVNdZFW92W5GzOQE9gLNywR4yrbfL90lT++/01JAzL+0jcRrWUrWC6hM6by2WAi7SvuT+xEzvGxbOgTcUcH0bpDmbX82L2/uFACgB8FqGiMyoW3kvhzgfqz44HSvnWlqQdyrgfKfEsC4t5y0T5YKtkdMT8qcKvJDxTwaCpCBmviu98FwAYzdcLqL0xYf9OKz98yxXPkg5BBhzbCTIx3lfNTsfH88DwhdBK5C/EaobkT+5rno307zh7iSL8mioYCQDA+Z2gffuM7prX8LihNPzMcgaL4PS6CXnRL0nLM6fqcuUDLKje/Jq3llmkKMzPg7RKTRqQ8tLC/+IBlqrOlqh1/CQUWTjDTevFWFWdpeFybiCkQAGS+nWh/3QUiQgO/27Us7scknpU/UB/4k2pyAQA57aUNMV1GVHzT84t4QQbG+duv/qDHqRPPiXMvmV5Lv01GBJ7+IE/MfYRQCKotz+9CIOv/94Bu3b+r/PH9v4O8o+iqS72nb2l/GmBmXYG3K0CSngvcZ0PzlH2jDNzk0pSqh2vSvvFzvvL1lAGg/kxM2tc17mfqmi1p/A+WS863BGz/kQGZCMsSEh7xVa5XBW6IQYmJnDiWn8ZrcvFnGRA1pqSkwVg3zRw3A3Se5oENRS9dJrRK8m0BDPmziopByZQNc8GAGJMVEKRy0hSb5+H/4znvmFaTP8kKL8AqwUTemK34s2jzldWY30XD89goZfnqMJULsDDvASDLRmkfwTkXDpWaa0JMf6wa/xFDAZkHOAB0MM9hD7z/ADfWiLsNAByrQgIl8pJ14WVEH3Lv/BoJOfqb59URVLSFttIHTC9i8rsrIPOf/LyXPfXNGcUm8YPIj+WoBAPb8uHjIZSu+/xodPJPQoaU/ObBDb1vgP9w4J6ji+F5AfWZ9hD74haBcaB0IFeyp21Z1L6fKDNghfDJYbS1nyvua+A8lgn+5KTvpjj5ctswwfmR/FutsrR1/M52aH6WxoY5T+dfxQ0IbFPPWBQSPPBB5sDRAGagoaXhmRYVs3Dk7yWA5/0nngFE5eBvukZ3X5FIcWgZygptFX52IqpNXfnxA1Iiv77eWgOaRvn56u/wNwNQDGpA6m1EkFA2gBXz2uJYiFNxEGACu6Xg9xEQBhCdVVd/ZXJKxfSfCy1x3JcATAJq6kNfD6A2cQrnpn5nfp65fh78oL2xViD7zTMJBjjyDX7brY9pvHjrigtL3Uf/wUK1O/pRrHyjf7EoYp6bNwVBaUyl9H3RjwLcbyKHNgNU2/66WPbpH5oYLAvf/j0GsV+iTk2aNmdtmd2JX50NbPtcLJVfzE/910HgNTn0m3V+mbPsvyDCPt5BXhLT8d75V3ADUv2irqFR4TRYiSL7/LCbmQGwBLZvNwAu+iTKyJ6wUsf5RwfJlwUwqRwfzH5FVl6WRD3jGvIBgKQpD07k+tD8sQw2tS2uydqr9GIqMNqZpuqinCgjsf7pT/lk6Wx/Vv+oYFwbJnrUI+XtqT46O8srBEjqC8pNnPqANKoT+b6Noi6pXcqPetInDExd6j2pjJLvHtYQ4I7rU5tT+r5I9fwxgztLRclchy62oDgvKDqVPm7L/E7gPuwM7ag7VDoyueP+65vwkhxzfo6XHwEk+OaRcrH/5rbYO/+KbkC6sUGXW/A2uqqbf7nsNzcpztG/dO43KppBTkpfRXpBF4VeasfF7vnNr1C6It3/oMtXJE0IXW7TpS/fKK/Xr/l64vqUR6TU4fW+jnwj7/lj9MlV3d+3EeC+sMN+RJSafdE1b6Kv9KTv4vySfG5Z2NaUy7pezdtNbXy4UrJ7/B4YvwUmbc1vf7WksSvS1IBawt8vljz2nN+Q+0+CGGSv84yyPvhmFAP068aoa1rKmCtnvsg3UZyeznrtYqcoNzhVOvFlmr86tC6c7fgOFPmmWka+ae9lupryvg39KDX3RYekXrnoHbZSlzplm7rdsSEa6WL88Ujlcykd6TvnpGAZc+qJAbZbB1kWbuplPt1V0OWbe+nLjGJwqApZme+n7K+Wc0FvrtdXKZ13+frU/3H0m+T1rval6+fHwfz5Sai8K4/LdBl86fpE3zwfyMef8uNzYVUqvZSptv1Q2ndxjL6/qvv7NlJ7f5ya+92UOvN1ioAcjJfDPHlFXNcG02NrtYLM8IJHw1vlotXlI7rW1jkObu/ryPvSPfkJUQI2NL/9zenrr/nu3fZ6Gen7t6nvZaLJ0ewkNL49vbFW3zXTKyWz/w/nItMIIhmISAAAAABJRU5ErkJggg==\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer3122\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a20450\">durante el ejercicio 2023. D. Pablo Jim\u00e9nez de Parga (Secretario del Consejo de Administraci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a20451\">de PRISA y miembro de la Alta Direcci\u00f3n) es Vicepresidente Ejecutivo de<div class=\"d0 w265\">\u00a0</div>ECIJA. </div><div class=\"po0 fs26 cl2 l362 t4846\" id=\"a20453\">Saldos con personas, sociedades o entidades del Grupo y asociadas- </div><div class=\"po0 fs14 cl2 l362 t4847\" id=\"a20459\">El importe de 3.410 miles de euros (3.420 miles de euros a 31 de diciembre de 2023) incluye los </div><div class=\"po0 fs14 cl2 l362 t4848\" id=\"a20470\">saldos pendientes<div class=\"d0 w59\">\u00a0</div>de cobro<div class=\"d0 w21\">\u00a0</div>con sociedades<div class=\"d0 w24\">\u00a0</div>asociadas, fundamentalmente con<div class=\"d0 w31\">\u00a0</div>Wemass Media </div><div class=\"po0 fs14 cl2 l362 t4849\" id=\"a20471\">Audience Safe Solutions, S.L. por comercializaci\u00f3n de publicidad. </div><div class=\"po0 fs14 cl2 l362 t4850\" id=\"a20474\">El importe<div class=\"d0 w549\">\u00a0</div>de 582<div class=\"d0 w199\">\u00a0</div>miles<div class=\"d0 w21\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros (895<div class=\"d0 w334\">\u00a0</div>miles de<div class=\"d0 w3\">\u00a0</div>euros a<div class=\"d0 w474\">\u00a0</div>31<div class=\"d0 w63\">\u00a0</div>de diciembre<div class=\"d0 w486\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>2023)<div class=\"d0 w17\">\u00a0</div>incluye los </div><div class=\"po0 fs14 cl2 l362 t4351\" id=\"a20483\">saldos pendientes<div class=\"d0 w162\">\u00a0</div>de pago<div class=\"d0 w615\">\u00a0</div>con sociedades<div class=\"d0 w230\">\u00a0</div>asociadas, fundamentalmente<div class=\"d0 w518\">\u00a0</div>con Wemass<div class=\"d0 w239\">\u00a0</div>Media </div><div class=\"po0 fs14 cl2 l362 t4851\" id=\"a20487\">Audience Safe Solutions, S.L. por comisiones de publicidad. </div><div class=\"po0 fs26 cl2 l362 t1619\" id=\"a20493\">Saldos con accionistas significativos \u2013 </div><div class=\"po0 fs14 cl2 l362 t4852\" id=\"a20498\">Vivendi devino accionista significativo de<div class=\"d0 w395\">\u00a0</div>PRISA en el<div class=\"d0 w38\">\u00a0</div>ejercicio 2021 y est\u00e1 representado<div class=\"d0 w231\">\u00a0</div>en el </div><div class=\"po0 fs14 cl2 l362 t4853\" id=\"a20499\">Consejo de Administraci\u00f3n<div class=\"d0 w488\">\u00a0</div>de PRISA (a trav\u00e9s<div class=\"d0 w144\">\u00a0</div>de la consejera dominical<div class=\"d0 w621\">\u00a0</div>D\u00aa Carmen Fern\u00e1ndez </div><div class=\"po0 fs14 cl2 l362 t4854\" id=\"a20500\">de Alarc\u00f3n) desde junio de 2021.<div class=\"d0 w1368\">\u00a0</div></div><div class=\"po0 fs14 cl2 l362 t4855\" id=\"a20503\">El importe<div class=\"d0 w17\">\u00a0</div>agregado de 6.381<div class=\"d0 w27\">\u00a0</div>miles de euros<div class=\"d0 w9\">\u00a0</div>(9.015 miles de<div class=\"d0 w419\">\u00a0</div>euros a 31<div class=\"d0 w396\">\u00a0</div>de diciembre de<div class=\"d0 w39\">\u00a0</div>2023) </div><div class=\"po0 fs14 cl2 l362 t4856\" id=\"a20511\">incluye<div class=\"d0 w477\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>saldos<div class=\"d0 w288\">\u00a0</div>pendientes<div class=\"d0 w232\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>cobro<div class=\"d0 w334\">\u00a0</div>por<div class=\"d0 w292\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>prestaci\u00f3n<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>servicios<div class=\"d0 w226\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>publicidad<div class=\"d0 w391\">\u00a0</div>de<div class=\"d0 w501\">\u00a0</div>las </div><div class=\"po0 fs14 cl2 l362 t4857\" id=\"a20514\">empresas del Grupo<div class=\"d0 w171\">\u00a0</div>PRISA a<div class=\"d0 w246\">\u00a0</div>empresas del Grupo Vivendi.<div class=\"d0 w111\">\u00a0</div>A este respecto,<div class=\"d0 w57\">\u00a0</div>el saldo<div class=\"d0 w19\">\u00a0</div>recogido </div><div class=\"po0 fs14 cl2 l362 t4858\" id=\"a20523\">es el<div class=\"d0 w488\">\u00a0</div>reflejo de<div class=\"d0 w422\">\u00a0</div>la informaci\u00f3n<div class=\"d0 w1242\">\u00a0</div>contable recogida<div class=\"d0 w966\">\u00a0</div>en el<div class=\"d0 w634\">\u00a0</div>balance de<div class=\"d0 w386\">\u00a0</div>situaci\u00f3n consolidado<div class=\"d0 w966\">\u00a0</div>de Grupo </div><div class=\"po0 fs14 cl2 l362 t4859\" id=\"a20532\">PRISA.<div class=\"d0 w47\">\u00a0</div>Este importe<div class=\"d0 w164\">\u00a0</div>deriva, en<div class=\"d0 w343\">\u00a0</div>su<div class=\"d0 w50\">\u00a0</div>pr\u00e1ctica totalidad,<div class=\"d0 w474\">\u00a0</div>de relaciones<div class=\"d0 w419\">\u00a0</div>contractuales anteriores<div class=\"d0 w56\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l362 t4860\" id=\"a20543\">que<div class=\"d0 w368\">\u00a0</div>Vivendi tuviera<div class=\"d0 w282\">\u00a0</div>una participaci\u00f3n<div class=\"d0 w162\">\u00a0</div>significativa<div class=\"d0 w246\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>el capital<div class=\"d0 w297\">\u00a0</div>social<div class=\"d0 w22\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>PRISA y<div class=\"d0 w468\">\u00a0</div>estuviera </div><div class=\"po0 fs14 cl2 l362 t3391\" id=\"a20544\">representado<div class=\"d0 w461\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el<div class=\"d0 w378\">\u00a0</div>Consejo<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n<div class=\"d0 w222\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>PRISA.<div class=\"d0 w449\">\u00a0</div>A\u00fan<div class=\"d0 w633\">\u00a0</div>as\u00ed,<div class=\"d0 w294\">\u00a0</div>han<div class=\"d0 w336\">\u00a0</div>sido<div class=\"d0 w586\">\u00a0</div>incluidos<div class=\"d0 w494\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l362 t4861\" id=\"a20546\">importes de todas las transacciones del ejercicio 2024. </div><div class=\"po0 fs14 cl2 l362 t4862\" id=\"a20552\">El importe<div class=\"d0 w292\">\u00a0</div>de 808<div class=\"d0 w173\">\u00a0</div>miles<div class=\"d0 w21\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros (537<div class=\"d0 w334\">\u00a0</div>miles de<div class=\"d0 w3\">\u00a0</div>euros a<div class=\"d0 w474\">\u00a0</div>31<div class=\"d0 w63\">\u00a0</div>de diciembre<div class=\"d0 w486\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>2023)<div class=\"d0 w17\">\u00a0</div>incluye los </div><div class=\"po0 fs14 cl2 l362 t4863\" id=\"a20560\">saldos<div class=\"d0 w154\">\u00a0</div>pendientes<div class=\"d0 w350\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>pago<div class=\"d0 w679\">\u00a0</div>a<div class=\"d0 w637\">\u00a0</div>empresas<div class=\"d0 w155\">\u00a0</div>del<div class=\"d0 w158\">\u00a0</div>Grupo<div class=\"d0 w591\">\u00a0</div>Vivendi<div class=\"d0 w588\">\u00a0</div>por<div class=\"d0 w546\">\u00a0</div>la<div class=\"d0 w254\">\u00a0</div>compra<div class=\"d0 w643\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>espacios </div><div class=\"po0 fs14 cl2 l362 t4864\" id=\"a20561\">publicitarios<div class=\"d0 w4\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>recepci\u00f3n<div class=\"d0 w276\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>servicios<div class=\"d0 w278\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>estrategia,<div class=\"d0 w2\">\u00a0</div>estudios<div class=\"d0 w272\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>mercado,<div class=\"d0 w449\">\u00a0</div>creatividad<div class=\"d0 w4\">\u00a0</div>e </div><div class=\"po0 fs14 cl2 l362 t4865\" id=\"a20562\">identificaci\u00f3n de h\u00e1bitos de consumo y nichos de producto de<div class=\"d0 w125\">\u00a0</div>consumidores. </div></div></div><div class=\"po1 w502 h91 lh0\" id=\"TextBlockContainer3128\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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t4869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l3129 t4869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l3132 t4869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l3134 t4869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l3131 t4869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l3135 t4869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2720 t4869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l2710 t4869 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2695 t394 bgc0\">\u00a0</div>\n<div class=\"w1425 po0 h12 l2696 t394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3129 t394 bgc0\">\u00a0</div>\n<div class=\"w1421 po0 h12 l3130 t394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3132 t394 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h12 l3133 t394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3134 t394 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h12 l2929 t394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3131 t394 bgc0\">\u00a0</div>\n<div class=\"w1423 po0 h12 l1506 t394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3135 t394 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h12 l91 t394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2720 t394 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h12 l3136 t394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2710 t394 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2695 t4870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3129 t4870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3132 t4870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3134 t4870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3131 t4870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3135 t4870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2720 t4870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2710 t4870 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2695 t611 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3129 t611 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3132 t611 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3134 t611 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3131 t611 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3135 t611 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2720 t611 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2710 t611 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2695 t4871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3129 t4871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3132 t4871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3134 t4871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3131 t4871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3135 t4871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2720 t4871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2710 t4871 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2695 t616 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3129 t616 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3132 t616 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3134 t616 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3131 t616 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3135 t616 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2720 t616 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2710 t616 bgc0\">\u00a0</div>\n<div class=\"w1425 po0 h143 l2696 t4872 bgc3\">\u00a0</div>\n<div class=\"w1310 po0 h175 l2698 t3576 bgc3\">\u00a0</div>\n<div class=\"w1423 po0 h143 l3130 t4872 bgc3\">\u00a0</div>\n<div class=\"w934 po0 h175 l3137 t3576 bgc3\">\u00a0</div>\n<div class=\"w1426 po0 h143 l3138 t4872 bgc3\">\u00a0</div>\n<div class=\"w1427 po0 h175 l3139 t3576 bgc3\">\u00a0</div>\n<div class=\"w1426 po0 h143 l3140 t4872 bgc3\">\u00a0</div>\n<div class=\"w1427 po0 h175 l3141 t3576 bgc3\">\u00a0</div>\n<div class=\"w1423 po0 h143 l1506 t4872 bgc3\">\u00a0</div>\n<div class=\"w934 po0 h175 l3142 t3576 bgc3\">\u00a0</div>\n<div class=\"w1422 po0 h143 l91 t4872 bgc3\">\u00a0</div>\n<div class=\"w1428 po0 h175 l3143 t3576 bgc3\">\u00a0</div>\n<div class=\"w1422 po0 h143 l3136 t4872 bgc3\">\u00a0</div>\n<div class=\"w1429 po0 h175 l3144 t3576 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2695 t3996 bgc0\">\u00a0</div>\n<div class=\"w1425 po0 h12 l2696 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3129 t3996 bgc0\">\u00a0</div>\n<div class=\"w1421 po0 h12 l3130 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3132 t3996 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h12 l3133 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3134 t3996 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h12 l2929 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3131 t3996 bgc0\">\u00a0</div>\n<div class=\"w1423 po0 h12 l1506 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3135 t3996 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h12 l91 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2720 t3996 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h12 l3136 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2710 t3996 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2695 t4872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2695 t4342 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2695 t4342 bgc0\">\u00a0</div>\n<div class=\"w1425 po0 h12 l2696 t4342 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3129 t4872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3129 t4342 bgc0\">\u00a0</div>\n<div class=\"w1421 po0 h12 l3130 t4342 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3132 t4872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3132 t4342 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h12 l3133 t4342 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3134 t4872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3134 t4342 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h12 l2929 t4342 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3131 t4872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3131 t4342 bgc0\">\u00a0</div>\n<div class=\"w1423 po0 h12 l1506 t4342 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3135 t4872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3135 t4342 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h12 l91 t4342 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2720 t4872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2720 t4342 bgc0\">\u00a0</div>\n<div class=\"w1422 po0 h12 l3136 t4342 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2710 t4872 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2710 t4342 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2710 t4342 bgc0\">\u00a0</div>\n<div class=\"w1430 po0 h12 l529 t4873 bgc0\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer3128\"><div class=\"po0 fs25 cl2 l362 t756\" id=\"a20575\">Transacciones efectuadas con partes vinculadas </div><div class=\"po0 fs14 cl2 l362 t2948\" id=\"a20578\">Las transacciones efectuadas durante los ejercicios 2024<div class=\"d0 w39\">\u00a0</div>y 2023 con partes<div class=\"d0 w246\">\u00a0</div>vinculadas han sido </div><div class=\"po0 fs14 cl2 l362 t2949\" id=\"a20581\">las siguientes, en miles de euros: </div><div class=\"po0 fs38 cl2 l1844 t2950\" id=\"a20585\">2024 </div><div class=\"po0 fs38 cl2 l1998 t2950\" id=\"a20587\">2023 </div><div class=\"po0 fs38 cl2 l1789 t4874\" id=\"a20589\">Administradores </div><div class=\"po0 fs38 cl2 l2721 t2447\" id=\"a20590\">y Directivos </div><div class=\"po0 fs38 cl2 l3145 t4875\" id=\"a20592\">Personas, </div><div class=\"po0 fs38 cl2 l1058 t4876\" id=\"a20593\">sociedades o </div><div class=\"po0 fs38 cl2 l3146 t4877\" id=\"a20594\">entidades del </div><div class=\"po0 fs38 cl2 l668 t4878\" id=\"a20595\">Grupo y </div><div class=\"po0 fs38 cl2 l3147 t1785\" id=\"a20596\">asociadas </div><div class=\"po0 fs38 cl2 l2124 t4874\" id=\"a20598\">Accionistas </div><div class=\"po0 fs38 cl2 l2958 t2447\" id=\"a20599\">significativos </div><div class=\"po0 fs38 cl2 l2103 t4874\" id=\"a20601\">Administradores </div><div class=\"po0 fs38 cl2 l2099 t2447\" id=\"a20602\">y Directivos </div><div class=\"po0 fs38 cl2 l2746 t4875\" id=\"a20604\">Personas, </div><div class=\"po0 fs38 cl2 l3148 t4876\" id=\"a20605\">sociedades o </div><div class=\"po0 fs38 cl2 l2747 t4877\" id=\"a20606\">entidades del </div><div class=\"po0 fs38 cl2 l3149 t4878\" id=\"a20607\">Grupo y </div><div class=\"po0 fs38 cl2 l3150 t1785\" id=\"a20608\">asociadas </div><div class=\"po0 fs38 cl2 l2229 t4874\" id=\"a20610\">Accionistas </div><div class=\"po0 fs38 cl2 l3151 t2447\" id=\"a20611\">significativos </div><div class=\"po0 fs38 cl2 l2729 t678\" id=\"a20613\">Recepci\u00f3n de servicios </div><div class=\"po0 fs38 cl2 l922 t678\" id=\"a20615\">42 </div><div class=\"po0 fs38 cl2 l2933 t678\" id=\"a20617\">1.211 </div><div class=\"po0 fs38 cl2 l3152 t678\" id=\"a20619\">2.280 </div><div class=\"po0 fs38 cl2 l663 t678\" id=\"a20621\">131 </div><div class=\"po0 fs38 cl2 l3074 t678\" id=\"a20623\">750 </div><div class=\"po0 fs38 cl2 l2100 t678\" id=\"a20625\">2.039 </div><div class=\"po0 fs38 cl2 l2729 t1103\" id=\"a20627\">Gastos financieros </div><div class=\"po0 fs38 cl2 l3153 t1103\" id=\"a20629\">- </div><div class=\"po0 fs38 cl2 l3154 t1103\" id=\"a20631\">- </div><div class=\"po0 fs38 cl2 l2986 t1103\" id=\"a20633\">- </div><div class=\"po0 fs38 cl2 l3155 t1103\" id=\"a20635\">- </div><div class=\"po0 fs38 cl2 l1903 t1103\" id=\"a20637\">13 </div><div class=\"po0 fs38 cl2 l3156 t1103\" id=\"a20639\">- </div><div class=\"po0 fs38 cl2 l2729 t3054\" id=\"a20641\">Otros gastos </div><div class=\"po0 fs38 cl2 l1007 t3054\" id=\"a20643\">5.288 </div><div class=\"po0 fs38 cl2 l834 t3054\" id=\"a20645\">2 </div><div class=\"po0 fs38 cl2 l2986 t3054\" id=\"a20647\">- </div><div class=\"po0 fs38 cl2 l2413 t3054\" id=\"a20649\">5.497 </div><div class=\"po0 fs38 cl2 l672 t3054\" id=\"a20651\">4 </div><div class=\"po0 fs38 cl2 l3156 t3054\" id=\"a20653\">- </div><div class=\"po0 fs39 cl2 l2729 t4879\" id=\"a20655\">Total gastos </div><div class=\"po0 fs39 cl2 l1007 t4879\" id=\"a20657\">5.330 </div><div class=\"po0 fs39 cl2 l2933 t4879\" id=\"a20659\">1.213 </div><div class=\"po0 fs39 cl2 l3152 t4879\" id=\"a20661\">2.280 </div><div class=\"po0 fs39 cl2 l2413 t4879\" id=\"a20663\">5.628 </div><div class=\"po0 fs39 cl2 l3074 t4879\" id=\"a20665\">767 </div><div class=\"po0 fs39 cl2 l2100 t4879\" id=\"a20667\">2.039 </div><div class=\"po0 fs38 cl2 l2729 t4880\" id=\"a20669\">Ingresos financieros </div><div class=\"po0 fs38 cl2 l3153 t4880\" id=\"a20672\">- </div><div class=\"po0 fs38 cl2 l846 t4880\" id=\"a20674\">24 </div><div class=\"po0 fs38 cl2 l2986 t4880\" id=\"a20676\">- </div><div class=\"po0 fs38 cl2 l3155 t4880\" id=\"a20678\">- </div><div class=\"po0 fs38 cl2 l1903 t4880\" id=\"a20680\">15 </div><div class=\"po0 fs38 cl2 l3156 t4880\" id=\"a20682\">- </div><div class=\"po0 fs38 cl2 l2729 t2734\" id=\"a20684\">Dividendos recibidos </div><div class=\"po0 fs38 cl2 l3153 t2734\" id=\"a20686\">- </div><div class=\"po0 fs38 cl2 l2933 t2734\" id=\"a20688\">1.036 </div><div class=\"po0 fs38 cl2 l2986 t2734\" id=\"a20690\">- </div><div class=\"po0 fs38 cl2 l3155 t2734\" id=\"a20692\">- </div><div class=\"po0 fs38 cl2 l3157 t2734\" id=\"a20694\">5.184 </div><div class=\"po0 fs38 cl2 l3156 t2734\" id=\"a20696\">- </div><div class=\"po0 fs38 cl2 l2729 t2963\" id=\"a20698\">Prestaci\u00f3n de servicios </div><div class=\"po0 fs38 cl2 l3158 t2963\" id=\"a20700\">1 </div><div class=\"po0 fs38 cl2 l2933 t2963\" id=\"a20702\">9.436 </div><div class=\"po0 fs38 cl2 l2360 t2963\" id=\"a20704\">28.191 </div><div class=\"po0 fs38 cl2 l3159 t2963\" id=\"a20706\">1 </div><div class=\"po0 fs38 cl2 l3157 t2963\" id=\"a20708\">9.549 </div><div class=\"po0 fs38 cl2 l1691 t2963\" id=\"a20710\">27.993 </div><div class=\"po0 fs38 cl2 l2729 t4881\" id=\"a20712\">Otros ingresos </div><div class=\"po0 fs38 cl2 l3153 t4881\" id=\"a20714\">- </div><div class=\"po0 fs38 cl2 l3154 t4881\" id=\"a20716\">- </div><div class=\"po0 fs38 cl2 l2986 t4881\" id=\"a20718\">- </div><div class=\"po0 fs38 cl2 l3155 t4881\" id=\"a20720\">- </div><div class=\"po0 fs38 cl2 l3074 t4881\" id=\"a20722\">445 </div><div class=\"po0 fs38 cl2 l3156 t4881\" id=\"a20724\">- </div><div class=\"po0 fs39 cl2 l2729 t4882\" id=\"a20726\">Total ingresos </div><div class=\"po0 fs39 cl2 l3158 t4882\" id=\"a20728\">1 </div><div class=\"po0 fs39 cl2 l1744 t4882\" id=\"a20730\">10.496 </div><div class=\"po0 fs39 cl2 l2360 t4882\" id=\"a20732\">28.191 </div><div class=\"po0 fs39 cl2 l3159 t4882\" id=\"a20734\">1 </div><div class=\"po0 fs39 cl2 l3160 t4882\" id=\"a20736\">15.193 </div><div class=\"po0 fs39 cl2 l1691 t4882\" id=\"a20738\">27.993 </div><div class=\"po0 fs14 cl2 l362 t4883\" id=\"a20742\">Todas las operaciones con partes vinculadas se han efectuado en condiciones<div class=\"d0 w516\">\u00a0</div>de mercado. </div><div class=\"po0 fs26 cl2 l362 t4884\" id=\"a20746\">Operaciones realizadas con Administradores y Directivos- </div></div><div class=\"po0 l342 t3023 f0\" id=\"div_3125_XBRL_TS_3ed2cb2d7b5b4cb390dc6457d36ecd22\"><div class=\"po1 w502 h184 lh0\" id=\"TextBlockContainer3126\"><div class=\"po1 w502 z0\" id=\"TextContainer3126\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a20750\">El importe<div class=\"d0 w125\">\u00a0</div>agregado de<div class=\"d0 w414\">\u00a0</div>42 miles<div class=\"d0 w141\">\u00a0</div>de euros<div class=\"d0 w584\">\u00a0</div>(131 miles<div class=\"d0 w140\">\u00a0</div>de euros<div class=\"d0 w584\">\u00a0</div>en el<div class=\"d0 w557\">\u00a0</div>ejercicio 2023)<div class=\"d0 w403\">\u00a0</div>se corresponde </div><div class=\"po0 fs14 cl2 l340 t757\" id=\"a20763\">con: </div><div class=\"po0 fs14 cl2 l3161 t1009\" id=\"a20766\">i.</div><div class=\"po0 fs14 cl2 l1111 t1009\" id=\"a20768\">Servicios de<div class=\"d0 w543\">\u00a0</div>asesoramiento legal puntuales<div class=\"d0 w396\">\u00a0</div>prestados por la<div class=\"d0 w174\">\u00a0</div>firma de<div class=\"d0 w246\">\u00a0</div>abogados ECIJA a </div><div class=\"po0 fs14 cl2 l1111 t953\" id=\"a20771\">sociedades del Grupo PRISA durante el ejercicio 2024.<div class=\"d0 w1086\">\u00a0</div></div><div class=\"po0 fs14 cl2 l3162 t2245\" id=\"a20781\">ii.</div><div class=\"po0 fs14 cl2 l1111 t2245\" id=\"a20783\">Servicios de<div class=\"d0 w425\">\u00a0</div>b\u00fasqueda y<div class=\"d0 w342\">\u00a0</div>coordinaci\u00f3n<div class=\"d0 w402\">\u00a0</div>de artistas<div class=\"d0 w740\">\u00a0</div>y de<div class=\"d0 w472\">\u00a0</div>labores de<div class=\"d0 w143\">\u00a0</div>direcci\u00f3n<div class=\"d0 w406\">\u00a0</div>para programas </div><div class=\"po0 fs14 cl2 l1111 t4885\" id=\"a20789\">de TV, prestados a Lacoproductora,<div class=\"d0 w840\">\u00a0</div>S.L. y a Podium<div class=\"d0 w516\">\u00a0</div>Podcast, S.L.U. (empresas del Grupo </div><div class=\"po0 fs14 cl2 l1111 t2980\" id=\"a20797\">PRISA)<div class=\"d0 w256\">\u00a0</div>por<div class=\"d0 w150\">\u00a0</div>The<div class=\"d0 w194\">\u00a0</div>Pool<div class=\"d0 w601\">\u00a0</div>Guest,<div class=\"d0 w588\">\u00a0</div>S.L.<div class=\"d0 w188\">\u00a0</div>y<div class=\"d0 w154\">\u00a0</div>The<div class=\"d0 w194\">\u00a0</div>Pool<div class=\"d0 w601\">\u00a0</div>Talent<div class=\"d0 w430\">\u00a0</div>Management<div class=\"d0 w429\">\u00a0</div>S.L.,<div class=\"d0 w348\">\u00a0</div>sociedades </div><div class=\"po0 fs14 cl2 l1111 t4886\" id=\"a20801\">participadas por el consejero de PRISA<div class=\"d0 w268\">\u00a0</div>D. Andr\u00e9s Varela Entrecanales (quien, adem\u00e1s,<div class=\"d0 w299\">\u00a0</div>es </div><div class=\"po0 fs14 cl2 l1111 t4887\" id=\"a20802\">Administrador y Presidente de las mismas). </div><div class=\"po0 fs14 cl2 l362 t1450\" id=\"a20807\">El importe<div class=\"d0 w292\">\u00a0</div>de<div class=\"d0 w17\">\u00a0</div>5.288 miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>euros (5.497<div class=\"d0 w225\">\u00a0</div>miles de<div class=\"d0 w3\">\u00a0</div>euros<div class=\"d0 w59\">\u00a0</div>en el<div class=\"d0 w282\">\u00a0</div>ejercicio 2023)<div class=\"d0 w389\">\u00a0</div>corresponde<div class=\"d0 w26\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l362 t1451\" id=\"a20820\">devengo de las remuneraciones<div class=\"d0 w251\">\u00a0</div>de Administradores por<div class=\"d0 w423\">\u00a0</div>importe de 3.843 miles<div class=\"d0 w113\">\u00a0</div>de euros (3.905 </div><div class=\"po0 fs14 cl2 l362 t1452\" id=\"a20823\">miles de<div class=\"d0 w129\">\u00a0</div>euros en el<div class=\"d0 w420\">\u00a0</div>ejercicio 2023) </div><div class=\"po0 fs26 cl2 l658 t4888\" id=\"a20828\">(v\u00e9ase nota 21)</div><div class=\"po0 fs14 cl2 l3163 t1452\" id=\"a20829\"><div class=\"d0 w1431\">\u00a0</div>y Alta<div class=\"d0 w50\">\u00a0</div>Direcci\u00f3n por importe<div class=\"d0 w31\">\u00a0</div>de 1.445 miles </div><div class=\"po0 fs14 cl2 l504 t2944\" id=\"a20836\">de euros (1.592 miles de euros en el ejercicio 2023).</div></div></div></div><div class=\"po1 w502 z0\" id=\"TextContainer3129\"><div class=\"po0 fs14 cl2 l340 t4889\" id=\"a20845\">Remuneraciones de la Alta Direcci\u00f3n: </div><div class=\"po0 fs14 cl2 l340 t4890\" id=\"a20850\">La<div class=\"d0 w416\">\u00a0</div>remuneraci\u00f3n<div class=\"d0 w294\">\u00a0</div>agregada<div class=\"d0 w506\">\u00a0</div>de<div class=\"d0 w440\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>Alta<div class=\"d0 w270\">\u00a0</div>Direcci\u00f3n<div class=\"d0 w536\">\u00a0</div>es<div class=\"d0 w269\">\u00a0</div>el<div class=\"d0 w434\">\u00a0</div>reflejo<div class=\"d0 w448\">\u00a0</div>contable<div class=\"d0 w507\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>remuneraci\u00f3n </div><div class=\"po0 fs14 cl2 l340 t4479\" id=\"a20854\">correspondiente a<div class=\"d0 w375\">\u00a0</div>los miembros<div class=\"d0 w758\">\u00a0</div>de la<div class=\"d0 w386\">\u00a0</div>Alta Direcci\u00f3n,<div class=\"d0 w567\">\u00a0</div>que no<div class=\"d0 w697\">\u00a0</div>son consejeros<div class=\"d0 w143\">\u00a0</div>ejecutivos de<div class=\"d0 w96\">\u00a0</div>PRISA. </div><div class=\"po0 fs14 cl2 l340 t4891\" id=\"a20859\">En el ejercicio<div class=\"d0 w113\">\u00a0</div>2024 ha ascendido<div class=\"d0 w330\">\u00a0</div>a 1.445 miles<div class=\"d0 w299\">\u00a0</div>de euros y<div class=\"d0 w141\">\u00a0</div>la correspondiente<div class=\"d0 w532\">\u00a0</div>al ejercicio 2023<div class=\"d0 w402\">\u00a0</div>fue </div><div class=\"po0 fs14 cl2 l340 t4892\" id=\"a20869\">de 1.592 miles de euros. </div></div></div><div class=\"po1 w681 h150 lh0\" id=\"TextBlockContainer3132\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w1432 po0 h12 l3164 t4893 bgc0\">\u00a0</div>\n<div class=\"w1432 po0 h12 l1556 t4894 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer3132\"><div class=\"po0 fs14 cl2 l509 t816\" id=\"a20884\">En relaci\u00f3n con el ejercicio 2024 </div><div class=\"po0 fs14 cl2 l3165 t817\" id=\"a20887\">i.</div><div class=\"po0 fs14 cl2 l2155 t817\" id=\"a20889\">La remuneraci\u00f3n incluida a<div class=\"d0 w330\">\u00a0</div>31 de diciembre<div class=\"d0 w140\">\u00a0</div>de 2024 es la correspondiente<div class=\"d0 w753\">\u00a0</div>a los siguientes </div><div class=\"po0 fs14 cl2 l2155 t4895\" id=\"a20890\">directivos:<div class=\"d0 w233\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>Secretario<div class=\"d0 w169\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>Consejo<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>Administraci\u00f3n<div class=\"d0 w223\">\u00a0</div>D.<div class=\"d0 w485\">\u00a0</div>Pablo<div class=\"d0 w245\">\u00a0</div>Jim\u00e9nez<div class=\"d0 w394\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>Parga;<div class=\"d0 w421\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l2155 t4896\" id=\"a20891\">Director<div class=\"d0 w382\">\u00a0</div>Corporativo<div class=\"d0 w477\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>Relaciones<div class=\"d0 w162\">\u00a0</div>Institucionales<div class=\"d0 w98\">\u00a0</div>D.<div class=\"d0 w586\">\u00a0</div>Jorge<div class=\"d0 w2\">\u00a0</div>Rivera;<div class=\"d0 w337\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>Directora<div class=\"d0 w531\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l2155 t4897\" id=\"a20893\">Sostenibilidad D\u00aa Rosa Junquera; la Directora<div class=\"d0 w125\">\u00a0</div>de Comunicaci\u00f3n D\u00aa Ana Ortas;<div class=\"d0 w141\">\u00a0</div>el Director </div><div class=\"po0 fs14 cl2 l2155 t4898\" id=\"a20894\">Corporativo de Personas y Talento D. Jes\u00fas Torres (desde su incorporaci\u00f3n a la Sociedad </div><div class=\"po0 fs14 cl2 l2155 t4899\" id=\"a20897\">en<div class=\"d0 w8\">\u00a0</div>septiembre<div class=\"d0 w361\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>2024);<div class=\"d0 w8\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>Directora<div class=\"d0 w21\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Personas<div class=\"d0 w361\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>Talento<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>Prisa<div class=\"d0 w39\">\u00a0</div>MEDIA<div class=\"d0 w7\">\u00a0</div>D\u00aa<div class=\"d0 w296\">\u00a0</div>Marta </div><div class=\"po0 fs14 cl2 l2155 t4900\" id=\"a20902\">Bretos<div class=\"d0 w21\">\u00a0</div>(hasta que<div class=\"d0 w249\">\u00a0</div>dej\u00f3 de<div class=\"d0 w249\">\u00a0</div>formar parte<div class=\"d0 w367\">\u00a0</div>del colectivo<div class=\"d0 w475\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la alta<div class=\"d0 w380\">\u00a0</div>direcci\u00f3n, en<div class=\"d0 w233\">\u00a0</div>septiembre </div><div class=\"po0 fs14 cl2 l2155 t4901\" id=\"a20903\">2024); y, adem\u00e1s, la directora de auditor\u00eda interna de PRISA D\u00aa Virginia<div class=\"d0 w515\">\u00a0</div>Fern\u00e1ndez.<div class=\"d0 w724\">\u00a0</div></div><div class=\"po0 fs14 cl2 l2155 t3234\" id=\"a20905\">El Sr. Jim\u00e9nez de Parga tiene<div class=\"d0 w620\">\u00a0</div>suscrito con la Sociedad un contrato<div class=\"d0 w410\">\u00a0</div>mercantil de prestaci\u00f3n </div><div class=\"po0 fs14 cl2 l2155 t2470\" id=\"a20906\">de servicios profesionales,<div class=\"d0 w33\">\u00a0</div>en virtud del<div class=\"d0 w23\">\u00a0</div>cual la contraprestaci\u00f3n que<div class=\"d0 w111\">\u00a0</div>le corresponde por </div><div class=\"po0 fs14 cl2 l2155 t4902\" id=\"a20907\">los<div class=\"d0 w210\">\u00a0</div>servicios<div class=\"d0 w398\">\u00a0</div>profesionales<div class=\"d0 w719\">\u00a0</div>que<div class=\"d0 w467\">\u00a0</div>presta<div class=\"d0 w715\">\u00a0</div>a<div class=\"d0 w210\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>Sociedad<div class=\"d0 w699\">\u00a0</div>consiste<div class=\"d0 w438\">\u00a0</div>exclusivamente<div class=\"d0 w491\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>una </div><div class=\"po0 fs14 cl2 l2155 t4903\" id=\"a20909\">retribuci\u00f3n fija mensual. </div><div class=\"po0 fs14 cl2 l3166 t4904\" id=\"a20912\">ii.</div><div class=\"po0 fs14 cl2 l2155 t4904\" id=\"a20914\">La remuneraci\u00f3n de los Directivos incluye, entre otros conceptos:<div class=\"d0 w406\">\u00a0</div></div><div class=\"po0 fs29 cl2 l488 t4905\" id=\"a20916\">o</div><div class=\"po0 fs14 cl2 l2999 t4906\" id=\"a20918\">Sueldos </div><div class=\"po0 fs29 cl2 l488 t4907\" id=\"a20921\">o</div><div class=\"po0 fs14 cl2 l2999 t1925\" id=\"a20923\">Retribuci\u00f3n<div class=\"d0 w20\">\u00a0</div>variable anual<div class=\"d0 w448\">\u00a0</div>(bonus):<div class=\"d0 w23\">\u00a0</div>es<div class=\"d0 w129\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>reflejo<div class=\"d0 w22\">\u00a0</div>contable<div class=\"d0 w20\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>retribuci\u00f3n variable </div><div class=\"po0 fs14 cl2 l2999 t4908\" id=\"a20924\">anual te\u00f3rica de los Directivos en el cumplimiento de los objetivos de<div class=\"d0 w342\">\u00a0</div>gesti\u00f3n 2024.<div class=\"d0 w1433\">\u00a0</div></div><div class=\"po0 fs29 cl2 l488 t4909\" id=\"a20927\">o</div><div class=\"po0 fs14 cl2 l2999 t4910\" id=\"a20929\">Regularizaci\u00f3n del bono 2023 pagado en 2024. </div><div class=\"po0 fs29 cl2 l488 t4911\" id=\"a20932\">o</div><div class=\"po0 fs14 cl2 l2999 t1967\" id=\"a20934\">\u201cPlan<div class=\"d0 w510\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>incentivos<div class=\"d0 w272\">\u00a0</div>2022-2025<div class=\"d0 w207\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>Equipo<div class=\"d0 w492\">\u00a0</div>Directivo<div class=\"d0 w586\">\u00a0</div>(PRISA<div class=\"d0 w717\">\u00a0</div>Media,<div class=\"d0 w467\">\u00a0</div>Santillana<div class=\"d0 w495\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l2999 t4912\" id=\"a20937\">PRISA<div class=\"d0 w150\">\u00a0</div>Corporativo)\u201d:<div class=\"d0 w149\">\u00a0</div>El<div class=\"d0 w155\">\u00a0</div>Consejo<div class=\"d0 w152\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>Administraci\u00f3n<div class=\"d0 w598\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>PRISA<div class=\"d0 w150\">\u00a0</div>en<div class=\"d0 w159\">\u00a0</div>su<div class=\"d0 w304\">\u00a0</div>reuni\u00f3n </div><div class=\"po0 fs14 cl2 l2999 t4913\" id=\"a20938\">celebrada el 26 de abril de 2022 aprob\u00f3 un plan de incentivos a medio plazo, del que </div><div class=\"po0 fs14 cl2 l2999 t4914\" id=\"a20939\">son<div class=\"d0 w379\">\u00a0</div>beneficiarios<div class=\"d0 w230\">\u00a0</div>un<div class=\"d0 w477\">\u00a0</div>colectivo<div class=\"d0 w247\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>directivos<div class=\"d0 w485\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>PRISA<div class=\"d0 w284\">\u00a0</div>Media,<div class=\"d0 w336\">\u00a0</div>Santillana<div class=\"d0 w247\">\u00a0</div>y<div class=\"d0 w288\">\u00a0</div>PRISA </div><div class=\"po0 fs14 cl2 l2999 t4915\" id=\"a20942\">Corporativo.<div class=\"d0 w229\">\u00a0</div>A<div class=\"d0 w280\">\u00a0</div>31<div class=\"d0 w293\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>diciembre<div class=\"d0 w420\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2024<div class=\"d0 w293\">\u00a0</div>ning\u00fan<div class=\"d0 w421\">\u00a0</div>miembro<div class=\"d0 w174\">\u00a0</div>del<div class=\"d0 w175\">\u00a0</div>colectivo<div class=\"d0 w383\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>alta </div><div class=\"po0 fs14 cl2 l2999 t4916\" id=\"a20943\">direcci\u00f3n es beneficiario de este Plan.<div class=\"d0 w289\">\u00a0</div></div><div class=\"po0 fs29 cl2 l488 t4917\" id=\"a20945\">o</div><div class=\"po0 fs14 cl2 l2999 t4918\" id=\"a20947\">Seguros de salud y vida/accidentes.<div class=\"d0 w1434\">\u00a0</div></div><div class=\"po0 fs14 cl2 l3167 t4919\" id=\"a20949\">iii.</div><div class=\"po0 fs14 cl2 l2155 t4919\" id=\"a20951\">No se han realizado otros cr\u00e9ditos, anticipos, pr\u00e9stamos,<div class=\"d0 w113\">\u00a0</div>ni se han contra\u00eddo obligaciones </div><div class=\"po0 fs14 cl2 l2155 t4920\" id=\"a20954\">en materia de pensiones, respecto<div class=\"d0 w325\">\u00a0</div>a los miembros<div class=\"d0 w251\">\u00a0</div>de la Alta Direcci\u00f3n durante<div class=\"d0 w515\">\u00a0</div>el ejercicio </div><div class=\"po0 fs14 cl2 l2155 t4514\" id=\"a20955\">2024. </div><div class=\"po0 fs14 cl2 l451 t4921\" id=\"a20958\">En relaci\u00f3n con el ejercicio 2023 </div><div class=\"po0 fs14 cl2 l3168 t4922\" id=\"a20961\">i.</div><div class=\"po0 fs14 cl2 l2155 t4922\" id=\"a20963\">La remuneraci\u00f3n incluida a<div class=\"d0 w330\">\u00a0</div>31 de diciembre<div class=\"d0 w140\">\u00a0</div>de 2023 es la correspondiente<div class=\"d0 w753\">\u00a0</div>a los siguientes </div><div class=\"po0 fs14 cl2 l2155 t4923\" id=\"a20964\">directivos: la CFO de PRISA D\u00aa Pilar Gil (\u00fanicamente<div class=\"d0 w413\">\u00a0</div>por los meses de enero y febrero de </div><div class=\"po0 fs14 cl2 l2155 t4924\" id=\"a20965\">2023); el Secretario del Consejo de Administraci\u00f3n D. Pablo Jim\u00e9nez de<div class=\"d0 w406\">\u00a0</div>Parga, el Director </div><div class=\"po0 fs14 cl2 l2155 t4925\" id=\"a20968\">Corporativo y de<div class=\"d0 w413\">\u00a0</div>Relaciones Institucionales<div class=\"d0 w758\">\u00a0</div>D. Jorge<div class=\"d0 w515\">\u00a0</div>Rivera, la<div class=\"d0 w423\">\u00a0</div>Directora de<div class=\"d0 w558\">\u00a0</div>Sostenibilidad </div><div class=\"po0 fs14 cl2 l2155 t4926\" id=\"a20969\">D\u00aa Rosa Junquera, la Directora de Comunicaci\u00f3n D\u00aa Ana Ortas (desde<div class=\"d0 w488\">\u00a0</div>su incorporaci\u00f3n a </div><div class=\"po0 fs14 cl2 l2155 t1910\" id=\"a20970\">este cargo<div class=\"d0 w353\">\u00a0</div>en abril<div class=\"d0 w423\">\u00a0</div>de 2023),<div class=\"d0 w488\">\u00a0</div>la anterior<div class=\"d0 w411\">\u00a0</div>Directora de<div class=\"d0 w558\">\u00a0</div>Comunicaci\u00f3n D\u00aa<div class=\"d0 w634\">\u00a0</div>Cristina Zoilo<div class=\"d0 w330\">\u00a0</div>(hasta </div></div></div><div class=\"po1 w681 h111 lh0\" id=\"TextBlockContainer3135\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer3135\"><div class=\"po0 fs14 cl2 l2155 t756\" id=\"a20981\">su<div class=\"d0 w50\">\u00a0</div>cese en<div class=\"d0 w232\">\u00a0</div>abril de<div class=\"d0 w421\">\u00a0</div>2023), la<div class=\"d0 w369\">\u00a0</div>Directora de<div class=\"d0 w175\">\u00a0</div>Personas y<div class=\"d0 w345\">\u00a0</div>Talento </div><div class=\"po0 fs14 cl2 l588 t756\" id=\"a20982\">de Prisa<div class=\"d0 w169\">\u00a0</div>MEDIA D\u00aa<div class=\"d0 w248\">\u00a0</div>Marta </div><div class=\"po0 fs14 cl2 l2155 t4927\" id=\"a20984\">Bretos y, adem\u00e1s, la directora de auditor\u00eda interna de PRISA D\u00aa Virginia<div class=\"d0 w561\">\u00a0</div>Fern\u00e1ndez.<div class=\"d0 w724\">\u00a0</div></div><div class=\"po0 fs14 cl2 l3169 t4928\" id=\"a20987\">ii.</div><div class=\"po0 fs14 cl2 l2155 t4928\" id=\"a20989\">La remuneraci\u00f3n de los Directivos incluye, entre otros conceptos:<div class=\"d0 w406\">\u00a0</div></div><div class=\"po0 fs29 cl2 l488 t4929\" id=\"a20992\">o</div><div class=\"po0 fs14 cl2 l3170 t4930\" id=\"a20994\">Sueldos </div><div class=\"po0 fs29 cl2 l488 t4931\" id=\"a20997\">o</div><div class=\"po0 fs14 cl2 l3170 t4932\" id=\"a20999\">Reflejo contable de la retribuci\u00f3n variable<div class=\"d0 w395\">\u00a0</div>anual (bonus) te\u00f3rica de<div class=\"d0 w7\">\u00a0</div>los Directivos en </div><div class=\"po0 fs14 cl2 l3170 t4933\" id=\"a21001\">el cumplimiento de los objetivos de gesti\u00f3n 2023.<div class=\"d0 w846\">\u00a0</div></div><div class=\"po0 fs29 cl2 l488 t4934\" id=\"a21004\">o</div><div class=\"po0 fs14 cl2 l3170 t4935\" id=\"a21006\">Regularizaci\u00f3n del bono 2022 pagado en 2023. </div><div class=\"po0 fs29 cl2 l488 t4254\" id=\"a21010\">o</div><div class=\"po0 fs14 cl2 l3170 t4936\" id=\"a21012\">\u201cPlan<div class=\"d0 w510\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>incentivos<div class=\"d0 w272\">\u00a0</div>2022-2025<div class=\"d0 w536\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>Equipo<div class=\"d0 w492\">\u00a0</div>Directivo<div class=\"d0 w718\">\u00a0</div>(PRISA<div class=\"d0 w493\">\u00a0</div>Media,<div class=\"d0 w467\">\u00a0</div>Santillana<div class=\"d0 w447\">\u00a0</div>y </div><div class=\"po0 fs14 cl2 l3170 t4937\" id=\"a21015\">PRISA Corporativo)\u201d: en ejercicio 2023 y en<div class=\"d0 w24\">\u00a0</div>relaci\u00f3n con el \u00fanico directivo de la alta </div><div class=\"po0 fs14 cl2 l3170 t4938\" id=\"a21016\">direcci\u00f3n que<div class=\"d0 w383\">\u00a0</div>era beneficiario<div class=\"d0 w20\">\u00a0</div>de este<div class=\"d0 w404\">\u00a0</div>Plan, se<div class=\"d0 w169\">\u00a0</div>registr\u00f3 un<div class=\"d0 w24\">\u00a0</div>gasto por<div class=\"d0 w286\">\u00a0</div>este Plan<div class=\"d0 w31\">\u00a0</div>de 22 </div><div class=\"po0 fs14 cl2 l3170 t4939\" id=\"a21017\">miles de<div class=\"d0 w172\">\u00a0</div>euros, considerando<div class=\"d0 w34\">\u00a0</div>el grado<div class=\"d0 w361\">\u00a0</div>de consecuci\u00f3n<div class=\"d0 w264\">\u00a0</div>de los<div class=\"d0 w391\">\u00a0</div>objetivos y<div class=\"d0 w231\">\u00a0</div>valorando </div><div class=\"po0 fs14 cl2 l3170 t4940\" id=\"a21020\">las acciones al precio de cotizaci\u00f3n de Prisa en la fecha de<div class=\"d0 w265\">\u00a0</div>medici\u00f3n.<div class=\"d0 w1121\">\u00a0</div></div><div class=\"po0 fs29 cl2 l488 t4941\" id=\"a21023\">o</div><div class=\"po0 fs14 cl2 l3170 t4942\" id=\"a21025\">El gasto por la terminaci\u00f3n de la relaci\u00f3n contractual de la Sra. Zoilo. </div><div class=\"po0 fs29 cl2 l488 t4943\" id=\"a21028\">o</div><div class=\"po0 fs14 cl2 l2999 t3361\" id=\"a21030\">Seguros de salud y vida/accidentes.<div class=\"d0 w1434\">\u00a0</div></div><div class=\"po0 fs14 cl2 l3167 t4944\" id=\"a21033\">iii.</div><div class=\"po0 fs14 cl2 l2155 t4944\" id=\"a21035\">No se han realizado otros cr\u00e9ditos, anticipos, pr\u00e9stamos,<div class=\"d0 w113\">\u00a0</div>ni se han contra\u00eddo obligaciones </div><div class=\"po0 fs14 cl2 l2155 t1128\" id=\"a21036\">en materia de pensiones, respecto<div class=\"d0 w325\">\u00a0</div>a los miembros<div class=\"d0 w251\">\u00a0</div>de la Alta Direcci\u00f3n durante<div class=\"d0 w515\">\u00a0</div>el ejercicio </div><div class=\"po0 fs14 cl2 l2155 t838\" id=\"a21037\">2023. </div><div class=\"po0 fs26 cl2 l451 t4945\" id=\"a21040\">Operaciones realizadas entre personas, sociedades o entidades del Grupo y asociadas- </div><div class=\"po0 fs14 cl2 l451 t4946\" id=\"a21047\">El importe agregado de 1.213 miles de euros<div class=\"d0 w59\">\u00a0</div>de gastos (767 miles de euros en el ejercicio 2023) </div><div class=\"po0 fs14 cl2 l451 t4947\" id=\"a21059\">comprende,<div class=\"d0 w380\">\u00a0</div>fundamentalmente,<div class=\"d0 w169\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>gasto<div class=\"d0 w160\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>comisiones<div class=\"d0 w229\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>publicidad<div class=\"d0 w286\">\u00a0</div>con<div class=\"d0 w477\">\u00a0</div>Wemass<div class=\"d0 w391\">\u00a0</div>Media </div><div class=\"po0 fs14 cl2 l451 t4948\" id=\"a21062\">Audience Safe Solutions, S.L. </div><div class=\"po0 fs14 cl2 l451 t4949\" id=\"a21065\">El<div class=\"d0 w408\">\u00a0</div>importe<div class=\"d0 w940\">\u00a0</div>de<div class=\"d0 w750\">\u00a0</div>9.436<div class=\"d0 w191\">\u00a0</div>miles<div class=\"d0 w151\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>euros<div class=\"d0 w941\">\u00a0</div>(9.549<div class=\"d0 w208\">\u00a0</div>miles<div class=\"d0 w151\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>euros<div class=\"d0 w443\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>el<div class=\"d0 w601\">\u00a0</div>ejercicio<div class=\"d0 w831\">\u00a0</div>2023)<div class=\"d0 w636\">\u00a0</div>incluye, </div><div class=\"po0 fs14 cl2 l451 t1505\" id=\"a21083\">fundamentalmente,<div class=\"d0 w110\">\u00a0</div>los<div class=\"d0 w31\">\u00a0</div>ingresos<div class=\"d0 w26\">\u00a0</div>percibidos<div class=\"d0 w20\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>comercializaci\u00f3n de<div class=\"d0 w166\">\u00a0</div>publicidad<div class=\"d0 w395\">\u00a0</div>con<div class=\"d0 w264\">\u00a0</div>Wemass </div><div class=\"po0 fs14 cl2 l451 t4950\" id=\"a21085\">Media Audience Safe Solutions, S.L. </div><div class=\"po0 fs14 cl2 l451 t4951\" id=\"a21088\">Por<div class=\"d0 w60\">\u00a0</div>\u00faltimo,<div class=\"d0 w286\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>importe<div class=\"d0 w24\">\u00a0</div>de<div class=\"d0 w366\">\u00a0</div>1.036 miles<div class=\"d0 w381\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>euros<div class=\"d0 w48\">\u00a0</div>incluye,<div class=\"d0 w8\">\u00a0</div>fundamentalmente, los<div class=\"d0 w160\">\u00a0</div>ingresos<div class=\"d0 w26\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l451 t4952\" id=\"a21094\">dividendos de Sociedad Espa\u00f1ola de Radiodifusi\u00f3n,<div class=\"d0 w20\">\u00a0</div>S.L.U. por su participaci\u00f3n accionarial en </div><div class=\"po0 fs14 cl2 l451 t4953\" id=\"a21098\">Sistema Radi\u00f3polis, S.A. de C.V. (5.184 miles de euros en el ejercicio<div class=\"d0 w402\">\u00a0</div>2023). </div><div class=\"po0 fs26 cl2 l451 t3263\" id=\"a21106\">Operaciones realizadas con accionistas significativos- </div><div class=\"po0 fs14 cl2 l451 t4954\" id=\"a21110\">El importe agregado de 2.280<div class=\"d0 w327\">\u00a0</div>miles de euros de<div class=\"d0 w472\">\u00a0</div>gastos incluye, fundamentalmente, el<div class=\"d0 w422\">\u00a0</div>gasto por </div><div class=\"po0 fs14 cl2 l451 t4955\" id=\"a21114\">la<div class=\"d0 w433\">\u00a0</div>compra<div class=\"d0 w719\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>espacios<div class=\"d0 w4\">\u00a0</div>publicitarios<div class=\"d0 w277\">\u00a0</div>y<div class=\"d0 w739\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>recepci\u00f3n<div class=\"d0 w275\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>servicios<div class=\"d0 w278\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>estrategia,<div class=\"d0 w460\">\u00a0</div>estudios<div class=\"d0 w379\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t4956\" id=\"a21115\">mercado,<div class=\"d0 w150\">\u00a0</div>creatividad<div class=\"d0 w196\">\u00a0</div>e<div class=\"d0 w313\">\u00a0</div>identificaci\u00f3n<div class=\"d0 w191\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>h\u00e1bitos<div class=\"d0 w743\">\u00a0</div>de<div class=\"d0 w149\">\u00a0</div>consumo<div class=\"d0 w256\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>nichos<div class=\"d0 w643\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>producto<div class=\"d0 w640\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l451 t4957\" id=\"a21116\">consumidores con empresas de Grupo Vivendi (2.039 miles de euros en el ejercicio<div class=\"d0 w423\">\u00a0</div>2023).<div class=\"d0 w1433\">\u00a0</div></div></div></div><div class=\"po1 w681 h281 lh0\" id=\"TextBlockContainer3138\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l3171 t4958 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3171 t4958 bgc0\">\u00a0</div>\n<div class=\"w1435 po0 h12 l3172 t4958 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3173 t4958 bgc0\">\u00a0</div>\n<div class=\"w1436 po0 h12 l3174 t4958 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t4958 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t4958 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l3171 t4959 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l3173 t4959 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h160 l1317 t4959 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3171 t4960 bgc0\">\u00a0</div>\n<div class=\"w931 po0 h12 l3172 t4960 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3175 t4960 bgc0\">\u00a0</div>\n<div class=\"w1437 po0 h12 l3176 t4960 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3173 t4960 bgc0\">\u00a0</div>\n<div class=\"w938 po0 h12 l3174 t4960 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3177 t4960 bgc0\">\u00a0</div>\n<div class=\"w1437 po0 h12 l3178 t4960 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t4960 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h352 l3171 t4961 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h352 l3175 t4961 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h352 l3173 t4961 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h352 l3177 t4961 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h352 l1317 t4961 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3179 t4962 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3179 t4962 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1649 t4962 bgc0\">\u00a0</div>\n<div class=\"w1438 po0 h12 l2364 t4962 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3171 t4962 bgc0\">\u00a0</div>\n<div class=\"w931 po0 h12 l3172 t4962 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3175 t4962 bgc0\">\u00a0</div>\n<div class=\"w1437 po0 h12 l3176 t4962 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3173 t4962 bgc0\">\u00a0</div>\n<div class=\"w938 po0 h12 l3174 t4962 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3177 t4962 bgc0\">\u00a0</div>\n<div class=\"w1437 po0 h12 l3178 t4962 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t4962 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3179 t2515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3179 t4963 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3179 t4963 bgc0\">\u00a0</div>\n<div class=\"w1439 po0 h12 l1649 t4963 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3171 t2515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3171 t4963 bgc0\">\u00a0</div>\n<div class=\"w931 po0 h12 l3172 t4963 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3175 t2515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3175 t4963 bgc0\">\u00a0</div>\n<div class=\"w1437 po0 h12 l3176 t4963 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3173 t2515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3173 t4963 bgc0\">\u00a0</div>\n<div class=\"w938 po0 h12 l3174 t4963 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3177 t2515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3177 t4963 bgc0\">\u00a0</div>\n<div class=\"w1437 po0 h12 l3178 t4963 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l1317 t2515 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t4963 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1317 t4963 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer3138\"><div class=\"po0 fs14 cl2 l451 t756\" id=\"a21140\">Por su parte,<div class=\"d0 w200\">\u00a0</div>el importe agregado<div class=\"d0 w24\">\u00a0</div>de 28.191 miles de<div class=\"d0 w518\">\u00a0</div>euros de ingresos<div class=\"d0 w246\">\u00a0</div>(27.993 miles de<div class=\"d0 w57\">\u00a0</div>euros </div><div class=\"po0 fs14 cl2 l451 t816\" id=\"a21146\">en el ejercicio<div class=\"d0 w39\">\u00a0</div>2023) incluye, fundamentalmente, el<div class=\"d0 w55\">\u00a0</div>ingreso de las<div class=\"d0 w48\">\u00a0</div>sociedades pertenecientes al </div><div class=\"po0 fs14 cl2 l451 t902\" id=\"a21155\">Grupo PRISA por prestaci\u00f3n de servicios de publicidad con empresas del Grupo Vivendi. Este </div><div class=\"po0 fs14 cl2 l451 t817\" id=\"a21163\">importe deriva,<div class=\"d0 w200\">\u00a0</div>en su<div class=\"d0 w129\">\u00a0</div>pr\u00e1ctica totalidad,<div class=\"d0 w480\">\u00a0</div>de relaciones<div class=\"d0 w239\">\u00a0</div>contractuales anteriores<div class=\"d0 w50\">\u00a0</div>a que<div class=\"d0 w295\">\u00a0</div>Vivendi </div><div class=\"po0 fs14 cl2 l451 t818\" id=\"a21166\">tuviera una participaci\u00f3n<div class=\"d0 w342\">\u00a0</div>significativa en el<div class=\"d0 w353\">\u00a0</div>capital social de<div class=\"d0 w354\">\u00a0</div>PRISA y estuviera<div class=\"d0 w498\">\u00a0</div>representado en </div><div class=\"po0 fs14 cl2 l451 t819\" id=\"a21167\">el Consejo de Administraci\u00f3n de PRISA.<div class=\"d0 w846\">\u00a0</div></div><div class=\"po0 fs14 cl2 l451 t821\" id=\"a21172\">Las operaciones descritas anteriormente<div class=\"d0 w584\">\u00a0</div>son el reflejo de la<div class=\"d0 w85\">\u00a0</div>informaci\u00f3n contable<div class=\"d0 w140\">\u00a0</div>recogida en la </div><div class=\"po0 fs14 cl2 l451 t822\" id=\"a21176\">cuenta<div class=\"d0 w253\">\u00a0</div>de<div class=\"d0 w511\">\u00a0</div>resultados<div class=\"d0 w602\">\u00a0</div>consolidada<div class=\"d0 w551\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>Grupo<div class=\"d0 w255\">\u00a0</div>PRISA<div class=\"d0 w542\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>son<div class=\"d0 w430\">\u00a0</div>transacciones<div class=\"d0 w351\">\u00a0</div>realizadas<div class=\"d0 w68\">\u00a0</div>entre </div><div class=\"po0 fs14 cl2 l451 t823\" id=\"a21183\">empresas del Grupo Vivendi y empresas del Grupo PRISA.<div class=\"d0 w119\">\u00a0</div></div><div class=\"po0 fs26 cl2 l509 t2391\" id=\"a21186\">Nota informativa adicional </div><div class=\"po0 fs14 cl2 l509 t4964\" id=\"a21189\">El<div class=\"d0 w226\">\u00a0</div>consejero<div class=\"d0 w382\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>PRISA<div class=\"d0 w284\">\u00a0</div>D.<div class=\"d0 w335\">\u00a0</div>Joseph<div class=\"d0 w162\">\u00a0</div>Oughourlian<div class=\"d0 w229\">\u00a0</div>ostenta<div class=\"d0 w469\">\u00a0</div>una<div class=\"d0 w226\">\u00a0</div>participaci\u00f3n<div class=\"d0 w483\">\u00a0</div>significativa<div class=\"d0 w287\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l509 t4965\" id=\"a21190\">capital social de Indra Sistemas, S.A., a trav\u00e9s de Amber<div class=\"d0 w406\">\u00a0</div>Capital UK, LLP, desde el a\u00f1o 2022.<div class=\"d0 w1434\">\u00a0</div></div><div class=\"po0 fs14 cl2 l509 t3296\" id=\"a21193\">En<div class=\"d0 w431\">\u00a0</div>diciembre<div class=\"d0 w277\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>2022<div class=\"d0 w275\">\u00a0</div>expiraron<div class=\"d0 w503\">\u00a0</div>los<div class=\"d0 w210\">\u00a0</div>contratos<div class=\"d0 w586\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>prestaci\u00f3n<div class=\"d0 w503\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>servicios<div class=\"d0 w398\">\u00a0</div>que<div class=\"d0 w467\">\u00a0</div>Indra<div class=\"d0 w467\">\u00a0</div>ven\u00eda </div><div class=\"po0 fs14 cl2 l509 t4966\" id=\"a21194\">prestando<div class=\"d0 w1440\">\u00a0</div>a<div class=\"d0 w156\">\u00a0</div>las<div class=\"d0 w541\">\u00a0</div>empresas<div class=\"d0 w408\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>Grupo<div class=\"d0 w255\">\u00a0</div>PRISA<div class=\"d0 w749\">\u00a0</div>desde<div class=\"d0 w348\">\u00a0</div>2017.<div class=\"d0 w155\">\u00a0</div>Santillana<div class=\"d0 w190\">\u00a0</div>y<div class=\"d0 w257\">\u00a0</div>PRISA<div class=\"d0 w188\">\u00a0</div>Media<div class=\"d0 w347\">\u00a0</div>han </div><div class=\"po0 fs14 cl2 l509 t4967\" id=\"a21195\">contratado nuevos<div class=\"d0 w483\">\u00a0</div>servicios inform\u00e1ticos<div class=\"d0 w290\">\u00a0</div>a Indra<div class=\"d0 w250\">\u00a0</div>para<div class=\"d0 w22\">\u00a0</div>el periodo<div class=\"d0 w172\">\u00a0</div>2023-2025. Adicionalmente, </div><div class=\"po0 fs14 cl2 l509 t3541\" id=\"a21199\">durante el ejercicio<div class=\"d0 w329\">\u00a0</div>2024, Indra y las<div class=\"d0 w266\">\u00a0</div>empresas del<div class=\"d0 w267\">\u00a0</div>Grupo PRISA han<div class=\"d0 w126\">\u00a0</div>mantenido otras relaciones </div><div class=\"po0 fs14 cl2 l509 t2268\" id=\"a21204\">comerciales puntuales en<div class=\"d0 w423\">\u00a0</div>el curso<div class=\"d0 w125\">\u00a0</div>habitual de sus<div class=\"d0 w499\">\u00a0</div>negocios. Si bien<div class=\"d0 w324\">\u00a0</div>estas transacciones no<div class=\"d0 w330\">\u00a0</div>tienen </div><div class=\"po0 fs14 cl2 l509 t2269\" id=\"a21205\">la<div class=\"d0 w59\">\u00a0</div>consideraci\u00f3n<div class=\"d0 w20\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>operaciones vinculadas<div class=\"d0 w227\">\u00a0</div>bajo la<div class=\"d0 w2\">\u00a0</div>NIC<div class=\"d0 w418\">\u00a0</div>24 y<div class=\"d0 w4\">\u00a0</div>no<div class=\"d0 w32\">\u00a0</div>est\u00e1n<div class=\"d0 w47\">\u00a0</div>incluidas en<div class=\"d0 w291\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>cuadro </div><div class=\"po0 fs14 cl2 l509 t3542\" id=\"a21207\">anterior,<div class=\"d0 w38\">\u00a0</div>a efectos<div class=\"d0 w539\">\u00a0</div>informativos y<div class=\"d0 w239\">\u00a0</div>en aras<div class=\"d0 w227\">\u00a0</div>de una<div class=\"d0 w394\">\u00a0</div>mayor transparencia,<div class=\"d0 w165\">\u00a0</div>se hace<div class=\"d0 w166\">\u00a0</div>constar que<div class=\"d0 w293\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l509 t3543\" id=\"a21208\">gasto<div class=\"d0 w404\">\u00a0</div>registrado<div class=\"d0 w238\">\u00a0</div>en<div class=\"d0 w249\">\u00a0</div>la<div class=\"d0 w174\">\u00a0</div>cuenta<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>resultados<div class=\"d0 w165\">\u00a0</div>consolidada<div class=\"d0 w57\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>PRISA<div class=\"d0 w284\">\u00a0</div>durante<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>ejercicio<div class=\"d0 w369\">\u00a0</div>2024 </div><div class=\"po0 fs14 cl2 l509 t3544\" id=\"a21217\">asciende a aproximadamente 5 millones<div class=\"d0 w50\">\u00a0</div>de euros (aproximadamente 5 millones de euros en<div class=\"d0 w264\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l509 t3545\" id=\"a21224\">ejercicio 2023). </div><div class=\"po0 fs25 cl2 l509 t882\" id=\"a21228\">Otras transacciones </div><div class=\"po0 fs14 cl2 l509 t4863\" id=\"a21230\">Por \u00faltimo,<div class=\"d0 w389\">\u00a0</div>el detalle<div class=\"d0 w361\">\u00a0</div>de otras<div class=\"d0 w235\">\u00a0</div>transacciones efectuadas<div class=\"d0 w23\">\u00a0</div>durante los<div class=\"d0 w283\">\u00a0</div>ejercicios 2023<div class=\"d0 w23\">\u00a0</div>y 2024<div class=\"d0 w485\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l509 t4864\" id=\"a21231\">partes vinculadas ha sido el siguiente, en miles de euros: </div><div class=\"po0 fs38 cl2 l570 t4968\" id=\"a21235\">31.12.2024 </div><div class=\"po0 fs38 cl2 l3180 t4968\" id=\"a21237\">31.12.2023 </div><div class=\"po0 fs38 cl2 l3181 t4969\" id=\"a21240\">Administradores </div><div class=\"po0 fs38 cl2 l3182 t4970\" id=\"a21241\">y Directivos </div><div class=\"po0 fs38 cl2 l3053 t4969\" id=\"a21243\">Accionistas </div><div class=\"po0 fs38 cl2 l904 t4970\" id=\"a21244\">significativos </div><div class=\"po0 fs38 cl2 l3183 t4969\" id=\"a21246\">Administradores </div><div class=\"po0 fs38 cl2 l3184 t4970\" id=\"a21247\">y Directivos </div><div class=\"po0 fs38 cl2 l3185 t4969\" id=\"a21249\">Accionistas </div><div class=\"po0 fs38 cl2 l2208 t4970\" id=\"a21250\">significativos </div><div class=\"po0 fs38 cl2 l3186 t4971\" id=\"a21252\">Otras operaciones </div><div class=\"po0 fs38 cl2 l3187 t4971\" id=\"a21254\">180 </div><div class=\"po0 fs38 cl2 l2745 t4971\" id=\"a21256\">69.611 </div><div class=\"po0 fs38 cl2 l3115 t4971\" id=\"a21258\">190 </div><div class=\"po0 fs38 cl2 l3188 t4971\" id=\"a21260\">74.553 </div><div class=\"po0 fs26 cl2 l509 t4972\" id=\"a21264\">Transacciones realizadas con administradores y directivos- </div><div class=\"po0 fs14 cl2 l509 t4973\" id=\"a21268\">El<div class=\"d0 w339\">\u00a0</div>importe<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>180<div class=\"d0 w291\">\u00a0</div>miles<div class=\"d0 w447\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>euros<div class=\"d0 w161\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>corresponde<div class=\"d0 w474\">\u00a0</div>con<div class=\"d0 w501\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>servicios<div class=\"d0 w339\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>asesoramiento<div class=\"d0 w2\">\u00a0</div>legal </div><div class=\"po0 fs14 cl2 l509 t4974\" id=\"a21273\">puntuales<div class=\"d0 w23\">\u00a0</div>asociados a<div class=\"d0 w175\">\u00a0</div>las emisiones<div class=\"d0 w245\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>obligaciones convertibles<div class=\"d0 w361\">\u00a0</div>y prestados<div class=\"d0 w176\">\u00a0</div>por<div class=\"d0 w17\">\u00a0</div>la firma<div class=\"d0 w174\">\u00a0</div>de </div></div></div><div class=\"po1 w502 h64 lh0\" id=\"TextBlockContainer3141\"><img alt=\"doc2p9i1\" class=\"po0 l360 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l361 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w502 z0\" id=\"TextContainer3141\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a21288\">abogados ECIJA a<div class=\"d0 w532\">\u00a0</div>PRISA (190 miles<div class=\"d0 w329\">\u00a0</div>de euros en<div class=\"d0 w267\">\u00a0</div>el ejercicio<div class=\"d0 w556\">\u00a0</div>2023 por el<div class=\"d0 w341\">\u00a0</div>mismo concepto, ligados </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a21294\">a la Emisi\u00f3n 2023).<div class=\"d0 w1441\">\u00a0</div></div><div class=\"po0 fs26 cl2 l340 t4846\" id=\"a21298\">Transacciones realizadas con accionistas significativos- </div><div class=\"po0 fs14 cl2 l340 t4975\" id=\"a21302\">El<div class=\"d0 w191\">\u00a0</div>importe<div class=\"d0 w707\">\u00a0</div>de<div class=\"d0 w750\">\u00a0</div>69.611<div class=\"d0 w191\">\u00a0</div>miles<div class=\"d0 w151\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>euros<div class=\"d0 w68\">\u00a0</div>se<div class=\"d0 w197\">\u00a0</div>corresponde<div class=\"d0 w513\">\u00a0</div>con<div class=\"d0 w534\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>importe<div class=\"d0 w512\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>las<div class=\"d0 w541\">\u00a0</div>obligaciones </div><div class=\"po0 fs14 cl2 l340 t4976\" id=\"a21307\">convertibles en acciones<div class=\"d0 w19\">\u00a0</div>suscritas en<div class=\"d0 w110\">\u00a0</div>la Emisi\u00f3n 2024<div class=\"d0 w50\">\u00a0</div>por accionistas significativos<div class=\"d0 w38\">\u00a0</div>(el importe </div><div class=\"po0 fs14 cl2 l340 t4977\" id=\"a21308\">del ejercicio 2023 se corresponde con la Emisi\u00f3n 2023) (</div><div class=\"po0 fs26 cl2 l2934 t4320\" id=\"a21309\">v\u00e9ase nota 1b</div><div class=\"po0 fs14 cl2 l3189 t4978\" id=\"a21310\">).</div></div></div><div class=\"po1 w681 h353 lh0\" id=\"TextBlockContainer3147\"><div class=\"po0 l342 t756 f0\" id=\"div_3144_XBRL_TS_4c0f21f8f4cc47c3b40745158929150a\"><div class=\"po1 w681 h353 lh0\" id=\"TextBlockContainer3145\"><div class=\"w89 po0 h12 l3190 t1611 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3190 t1611 bgc0\">\u00a0</div>\n<div class=\"w982 po0 h12 l3191 t1611 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3192 t1611 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3192 t1611 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l3190 t4979 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h41 l3192 t4979 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3190 t3033 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l3191 t3033 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3193 t3033 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l3194 t3033 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3192 t3033 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3190 t4980 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3193 t4980 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3192 t4980 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2141 t2097 bgc0\">\u00a0</div>\n<div class=\"w1442 po0 h12 l2142 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3190 t2097 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l3191 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3193 t2097 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l3194 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3192 t2097 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l2140 t4981 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l3190 t4981 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l3193 t4981 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h182 l3192 t4981 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2140 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3190 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3193 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3192 t2374 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2140 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3190 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3193 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3192 t3911 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l2140 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3190 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3193 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h147 l3192 t2297 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l2140 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3190 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3193 t3913 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h141 l3192 t3913 bgc0\">\u00a0</div>\n<div class=\"w1443 po0 h41 l2141 t4982 bgc3\">\u00a0</div>\n<div class=\"w91 po0 h33 l1936 t4778 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h41 l3191 t4982 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l3195 t4778 bgc3\">\u00a0</div>\n<div class=\"w984 po0 h41 l3194 t4982 bgc3\">\u00a0</div>\n<div class=\"w988 po0 h33 l3196 t4778 bgc3\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t4983 bgc0\">\u00a0</div>\n<div class=\"w1443 po0 h12 l2141 t4983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3190 t4983 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l3191 t4983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3193 t4983 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l3194 t4983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3192 t4983 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l2140 t4982 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t1520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l2140 t1520 bgc0\">\u00a0</div>\n<div class=\"w1443 po0 h12 l2141 t1520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3190 t4982 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3190 t1520 bgc0\">\u00a0</div>\n<div class=\"w984 po0 h12 l3191 t1520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3193 t4982 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3193 t1520 bgc0\">\u00a0</div>\n<div class=\"w983 po0 h12 l3194 t1520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h143 l3192 t4982 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3192 t1520 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3192 t1520 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer3145\"><div class=\"po0 fs25 cl2 l340 t756\" id=\"a21314\">(21)<div class=\"d0 w391\">\u00a0</div>RETRIBUCIONES Y OTRAS PRESTACIONES<div class=\"d0 w265\">\u00a0</div>AL CONSEJO DE ADMINISTRACI\u00d3N </div><div class=\"po0 fs14 cl2 l451 t1561\" id=\"a21318\">Durante<div class=\"d0 w501\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>ejercicios<div class=\"d0 w2\">\u00a0</div>2024<div class=\"d0 w291\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>2023,<div class=\"d0 w226\">\u00a0</div>las<div class=\"d0 w388\">\u00a0</div>sociedades<div class=\"d0 w160\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>Grupo<div class=\"d0 w340\">\u00a0</div>han<div class=\"d0 w336\">\u00a0</div>registrado<div class=\"d0 w474\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>siguientes </div><div class=\"po0 fs14 cl2 l451 t1562\" id=\"a21319\">importes por retribuciones a los miembros del Consejo de<div class=\"d0 w479\">\u00a0</div>Administraci\u00f3n de PRISA: </div><div class=\"po0 fs38 cl2 l1098 t4984\" id=\"a21325\">Miles de euros </div><div class=\"po0 fs38 cl2 l707 t4985\" id=\"a21328\">2024 </div><div class=\"po0 fs38 cl2 l2728 t4985\" id=\"a21330\">2023 </div><div class=\"po0 fs38 cl2 l2150 t4986\" id=\"a21332\">Remuneraci\u00f3n por pertenencia<div class=\"d0 w97\">\u00a0</div>al Consejo y/o Comisiones del </div><div class=\"po0 fs38 cl2 l2150 t4987\" id=\"a21333\">Consejo </div><div class=\"po0 fs38 cl2 l1772 t4988\" id=\"a21335\">1.205 </div><div class=\"po0 fs38 cl2 l3197 t4988\" id=\"a21337\">1.164 </div><div class=\"po0 fs38 cl2 l2150 t4989\" id=\"a21339\">Sueldos </div><div class=\"po0 fs38 cl2 l1772 t4989\" id=\"a21341\">1.225 </div><div class=\"po0 fs38 cl2 l3197 t4989\" id=\"a21343\">1.167 </div><div class=\"po0 fs38 cl2 l2150 t4990\" id=\"a21345\">Retribuci\u00f3n variable en efectivo </div><div class=\"po0 fs38 cl2 l2436 t4990\" id=\"a21347\">601 </div><div class=\"po0 fs38 cl2 l1277 t4990\" id=\"a21349\">695 </div><div class=\"po0 fs38 cl2 l2150 t4991\" id=\"a21351\">Sistema de retribuciones basados en<div class=\"d0 w1444\">\u00a0</div>acciones </div><div class=\"po0 fs38 cl2 l2436 t4991\" id=\"a21353\">784 </div><div class=\"po0 fs38 cl2 l1277 t4991\" id=\"a21355\">849 </div><div class=\"po0 fs38 cl2 l2150 t4992\" id=\"a21357\">Otros </div><div class=\"po0 fs38 cl2 l1830 t4992\" id=\"a21359\">28 </div><div class=\"po0 fs38 cl2 l3198 t4992\" id=\"a21361\">30 </div><div class=\"po0 fs39 cl2 l2150 t4993\" id=\"a21363\">Total </div><div class=\"po0 fs39 cl2 l1772 t4993\" id=\"a21365\">3.843 </div><div class=\"po0 fs39 cl2 l3197 t4993\" id=\"a21367\">3.905 </div><div class=\"po0 fs25 cl2 l3199 t4994\" id=\"a21371\">Observaciones generales: </div><div class=\"po0 fs14 cl2 l3200 t4995\" id=\"a21374\">La<div class=\"d0 w335\">\u00a0</div>remuneraci\u00f3n<div class=\"d0 w486\">\u00a0</div>agregada<div class=\"d0 w482\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>los<div class=\"d0 w293\">\u00a0</div>Consejeros<div class=\"d0 w288\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>PRISA<div class=\"d0 w284\">\u00a0</div>que<div class=\"d0 w175\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>refleja<div class=\"d0 w282\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>tabla<div class=\"d0 w224\">\u00a0</div>anterior </div><div class=\"po0 fs14 cl2 l3200 t4996\" id=\"a21375\">corresponde al gasto registrado por PRISA as\u00ed como por otras sociedades del Grupo distintas </div><div class=\"po0 fs14 cl2 l3200 t4997\" id=\"a21376\">a<div class=\"d0 w291\">\u00a0</div>\u00e9sta<div class=\"d0 w175\">\u00a0</div>y,<div class=\"d0 w485\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>consecuencia,<div class=\"d0 w333\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>ajusta<div class=\"d0 w293\">\u00a0</div>a<div class=\"d0 w119\">\u00a0</div>las<div class=\"d0 w237\">\u00a0</div>provisiones<div class=\"d0 w233\">\u00a0</div>contables<div class=\"d0 w390\">\u00a0</div>realizadas<div class=\"d0 w237\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>cuenta<div class=\"d0 w230\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l3200 t4998\" id=\"a21378\">resultados consolidada. </div><div class=\"po0 fs14 cl2 l3200 t4999\" id=\"a21381\">Por tanto, la<div class=\"d0 w478\">\u00a0</div>remuneraci\u00f3n que<div class=\"d0 w634\">\u00a0</div>se refleja<div class=\"d0 w140\">\u00a0</div>en la<div class=\"d0 w402\">\u00a0</div>tabla anterior<div class=\"d0 w330\">\u00a0</div>no coincide,<div class=\"d0 w267\">\u00a0</div>en algunos conceptos, </div><div class=\"po0 fs14 cl2 l3200 t5000\" id=\"a21382\">con las retribuciones que se declarar\u00e1n en el Informe sobre Remuneraciones de los consejeros </div><div class=\"po0 fs14 cl2 l3200 t5001\" id=\"a21383\">de 2024<div class=\"d0 w286\">\u00a0</div>y en<div class=\"d0 w475\">\u00a0</div>el Informe Anual<div class=\"d0 w391\">\u00a0</div>de Gobierno<div class=\"d0 w57\">\u00a0</div>Corporativo 2024,<div class=\"d0 w264\">\u00a0</div>en los<div class=\"d0 w543\">\u00a0</div>que se<div class=\"d0 w484\">\u00a0</div>sigue el<div class=\"d0 w58\">\u00a0</div>criterio </div><div class=\"po0 fs14 cl2 l3200 t5002\" id=\"a21385\">exigido en la<div class=\"d0 w181\">\u00a0</div>Circular 3/2021 de<div class=\"d0 w21\">\u00a0</div>la CNMV (por<div class=\"d0 w27\">\u00a0</div>la que se<div class=\"d0 w396\">\u00a0</div>modifican los modelos<div class=\"d0 w17\">\u00a0</div>de informe </div><div class=\"po0 fs14 cl2 l3200 t5003\" id=\"a21386\">anual<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>gobierno<div class=\"d0 w395\">\u00a0</div>corporativo y<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>informe anual<div class=\"d0 w337\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>remuneraciones<div class=\"d0 w236\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>consejeros<div class=\"d0 w231\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l3200 t5004\" id=\"a21387\">sociedades an\u00f3nimas cotizadas), que no es el criterio de provisi\u00f3n contable. </div><div class=\"po0 fs14 cl2 l3200 t5005\" id=\"a21391\">Al 31 de diciembre<div class=\"d0 w498\">\u00a0</div>de 2024 el Consejo<div class=\"d0 w341\">\u00a0</div>de Administraci\u00f3n<div class=\"d0 w392\">\u00a0</div>estaba constituido por 15<div class=\"d0 w446\">\u00a0</div>miembros, </div><div class=\"po0 fs14 cl2 l3200 t5006\" id=\"a21392\">de los cuales 7 son hombres y 8 mujeres. </div><div class=\"po0 fs14 cl2 l3200 t5007\" id=\"a21396\">El 26 de febrero de<div class=\"d0 w295\">\u00a0</div>2025 el consejero<div class=\"d0 w95\">\u00a0</div>ejecutivo D. Carlos N\u00fa\u00f1ez ha<div class=\"d0 w21\">\u00a0</div>cesado como consejero de </div><div class=\"po0 fs14 cl2 l3200 t5008\" id=\"a21397\">PRISA y como Presidente Ejecutivo de PRISA Media. </div></div></div></div></div><div class=\"po1 w681 h326 lh0\" id=\"TextBlockContainer3151\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w1432 po0 h12 l3201 t5009 bgc0\">\u00a0</div>\n<div class=\"w1445 po0 h35 l3202 t4250 bgc1\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer3151\"><div class=\"po0 fs14 cl2 l3200 t756\" id=\"a21410\">En relaci\u00f3n con el ejercicio 2024<div class=\"d0 w1446\">\u00a0</div></div><div class=\"po0 fs14 cl2 l2262 t902\" id=\"a21413\">i.</div><div class=\"po0 fs14 cl2 l488 t902\" id=\"a21415\">Al inicio de la pandemia de<div class=\"d0 w95\">\u00a0</div>la COVID-19 el Consejo de Administraci\u00f3n de PRISA puso </div><div class=\"po0 fs14 cl2 l488 t817\" id=\"a21418\">en marcha<div class=\"d0 w232\">\u00a0</div>un plan<div class=\"d0 w229\">\u00a0</div>de contingencia<div class=\"d0 w7\">\u00a0</div>para la<div class=\"d0 w245\">\u00a0</div>adecuaci\u00f3n de<div class=\"d0 w286\">\u00a0</div>las estructuras<div class=\"d0 w200\">\u00a0</div>de costes<div class=\"d0 w518\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t818\" id=\"a21419\">sus negocios a las circunstancias, lo que dio lugar a una serie de medidas de contenci\u00f3n </div><div class=\"po0 fs14 cl2 l488 t819\" id=\"a21421\">de<div class=\"d0 w271\">\u00a0</div>gastos<div class=\"d0 w517\">\u00a0</div>que<div class=\"d0 w3\">\u00a0</div>se<div class=\"d0 w336\">\u00a0</div>aplicaron<div class=\"d0 w382\">\u00a0</div>en<div class=\"d0 w337\">\u00a0</div>los<div class=\"d0 w291\">\u00a0</div>ejercicios<div class=\"d0 w338\">\u00a0</div>2020<div class=\"d0 w291\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>2021.<div class=\"d0 w226\">\u00a0</div>Algunas<div class=\"d0 w225\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>estas<div class=\"d0 w468\">\u00a0</div>medidas </div><div class=\"po0 fs14 cl2 l488 t820\" id=\"a21422\">continuaron aplic\u00e1ndose<div class=\"d0 w246\">\u00a0</div>sobre la<div class=\"d0 w394\">\u00a0</div>retribuci\u00f3n de<div class=\"d0 w18\">\u00a0</div>los consejeros<div class=\"d0 w296\">\u00a0</div>no ejecutivos<div class=\"d0 w418\">\u00a0</div>de PRISA </div><div class=\"po0 fs14 cl2 l488 t821\" id=\"a21423\">en los ejercicios<div class=\"d0 w63\">\u00a0</div>2022 y 2023 y<div class=\"d0 w55\">\u00a0</div>han seguido aplic\u00e1ndose durante el<div class=\"d0 w239\">\u00a0</div>ejercicio 2024, seg\u00fan </div><div class=\"po0 fs14 cl2 l488 t822\" id=\"a21427\">se explica en<div class=\"d0 w17\">\u00a0</div>el Informe de Remuneraciones<div class=\"d0 w32\">\u00a0</div>de los consejeros remitido<div class=\"d0 w95\">\u00a0</div>a la CNMV<div class=\"d0 w24\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l488 t823\" id=\"a21429\">fecha 12 de marzo de 2024 (n\u00ba registro:</div><div class=\"po0 fs14 cl2 l1820 t823\" id=\"a21431\">27403). </div><div class=\"po0 fs14 cl2 l873 t825\" id=\"a21434\">ii.</div><div class=\"po0 fs14 cl2 l488 t825\" id=\"a21436\">Dentro de la </div><div class=\"po0 fs26 cl2 l3203 t3537\" id=\"a21437\">\u201cRemuneraci\u00f3n por<div class=\"d0 w584\">\u00a0</div>pertenencia al<div class=\"d0 w614\">\u00a0</div>Consejo y/o<div class=\"d0 w299\">\u00a0</div>Comisiones del<div class=\"d0 w325\">\u00a0</div>Consejo\u201d </div><div class=\"po0 fs14 cl2 l3204 t825\" id=\"a21438\">se incluye </div><div class=\"po0 fs14 cl2 l488 t826\" id=\"a21439\">la<div class=\"d0 w59\">\u00a0</div>remuneraci\u00f3n<div class=\"d0 w201\">\u00a0</div>correspondiente a<div class=\"d0 w225\">\u00a0</div>D.<div class=\"d0 w333\">\u00a0</div>Miguel<div class=\"d0 w395\">\u00a0</div>Barroso<div class=\"d0 w38\">\u00a0</div>Ayats<div class=\"d0 w32\">\u00a0</div>hasta<div class=\"d0 w7\">\u00a0</div>el momento<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>su </div><div class=\"po0 fs14 cl2 l488 t903\" id=\"a21440\">fallecimiento en<div class=\"d0 w394\">\u00a0</div>enero de<div class=\"d0 w367\">\u00a0</div>2024, as\u00ed<div class=\"d0 w248\">\u00a0</div>como la<div class=\"d0 w167\">\u00a0</div>remuneraci\u00f3n correspondiente<div class=\"d0 w63\">\u00a0</div>a D\u00aa<div class=\"d0 w235\">\u00a0</div>Sylvia </div><div class=\"po0 fs14 cl2 l488 t1056\" id=\"a21441\">Bigio desde su nombramiento como consejera el 21 de febrero de 2024. </div><div class=\"po0 fs14 cl2 l466 t1059\" id=\"a21444\">iii.</div><div class=\"po0 fs14 cl2 l488 t1059\" id=\"a21446\">Dentro de la </div><div class=\"po0 fs26 cl2 l3205 t1060\" id=\"a21447\">\u201cRetribuci\u00f3n variable en efectivo\u201d,</div><div class=\"po0 fs14 cl2 l2389 t1059\" id=\"a21448\"><div class=\"d0 w352\">\u00a0</div>est\u00e1n incluidos los siguientes conceptos:<div class=\"d0 w574\">\u00a0</div></div><div class=\"po0 fs29 cl2 l3007 t5010\" id=\"a21452\">o</div><div class=\"po0 fs14 cl2 l3170 t1124\" id=\"a21454\">Reflejo contable<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la retribuci\u00f3n<div class=\"d0 w175\">\u00a0</div>variable anual<div class=\"d0 w281\">\u00a0</div>(bonus) te\u00f3rica<div class=\"d0 w247\">\u00a0</div>de D\u00aa<div class=\"d0 w161\">\u00a0</div>Pilar Gil,<div class=\"d0 w233\">\u00a0</div>D. </div><div class=\"po0 fs14 cl2 l3170 t1062\" id=\"a21455\">Francisco Cuadrado y D. Carlos Nu\u00f1ez, consejeros ejecutivos de la Sociedad a cierre </div><div class=\"po0 fs14 cl2 l3170 t1063\" id=\"a21457\">del ejercicio 2024,<div class=\"d0 w368\">\u00a0</div>en el cumplimiento<div class=\"d0 w418\">\u00a0</div>de los objetivos de<div class=\"d0 w333\">\u00a0</div>gesti\u00f3n 2024, en<div class=\"d0 w543\">\u00a0</div>tanto que </div><div class=\"po0 fs14 cl2 l3170 t1125\" id=\"a21461\">son<div class=\"d0 w162\">\u00a0</div>CFO<div class=\"d0 w373\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>PRISA,<div class=\"d0 w469\">\u00a0</div>Presidente<div class=\"d0 w3\">\u00a0</div>Ejecutivo<div class=\"d0 w175\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>Santillana<div class=\"d0 w247\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>Presidente<div class=\"d0 w281\">\u00a0</div>Ejecutivo<div class=\"d0 w3\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l3170 t1064\" id=\"a21466\">PRISA<div class=\"d0 w366\">\u00a0</div>Media,<div class=\"d0 w175\">\u00a0</div>respectivamente.<div class=\"d0 w39\">\u00a0</div>En<div class=\"d0 w361\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>ejercicio<div class=\"d0 w23\">\u00a0</div>2024<div class=\"d0 w293\">\u00a0</div>se<div class=\"d0 w368\">\u00a0</div>ha<div class=\"d0 w290\">\u00a0</div>registrado<div class=\"d0 w26\">\u00a0</div>un<div class=\"d0 w111\">\u00a0</div>gasto<div class=\"d0 w234\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l3170 t1065\" id=\"a21469\">importe de 598 miles de euros por este concepto. </div><div class=\"po0 fs29 cl2 l3007 t5011\" id=\"a21472\">o</div><div class=\"po0 fs14 cl2 l3170 t1129\" id=\"a21474\">Regularizaci\u00f3n del<div class=\"d0 w236\">\u00a0</div>bono 2023<div class=\"d0 w366\">\u00a0</div>de los<div class=\"d0 w395\">\u00a0</div>consejeros ejecutivos<div class=\"d0 w59\">\u00a0</div>a cierre<div class=\"d0 w23\">\u00a0</div>del ejercicio 2024 </div><div class=\"po0 fs14 cl2 l3170 t1130\" id=\"a21478\">(D\u00aa Pilar<div class=\"d0 w55\">\u00a0</div>Gil, D Francisco<div class=\"d0 w165\">\u00a0</div>Cuadrado y<div class=\"d0 w21\">\u00a0</div>D. Carlos Nu\u00f1ez),<div class=\"d0 w230\">\u00a0</div>por importe de<div class=\"d0 w421\">\u00a0</div>3 miles de </div><div class=\"po0 fs14 cl2 l3170 t1131\" id=\"a21482\">euros. </div><div class=\"po0 fs14 cl2 l3206 t1134\" id=\"a21485\">iv.</div><div class=\"po0 fs14 cl2 l488 t1134\" id=\"a21487\">En<div class=\"d0 w376\">\u00a0</div>relaci\u00f3n<div class=\"d0 w380\">\u00a0</div>con<div class=\"d0 w501\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>\u201c</div><div class=\"po0 fs26 cl2 l3010 t1135\" id=\"a21488\">Sistemas<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w382\">\u00a0</div>retribuciones<div class=\"d0 w291\">\u00a0</div>basados<div class=\"d0 w5\">\u00a0</div>en<div class=\"d0 w278\">\u00a0</div>acciones\u201d</div><div class=\"po0 fs14 cl2 l948 t1134\" id=\"a21489\">,<div class=\"d0 w339\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>hace<div class=\"d0 w2\">\u00a0</div>constar<div class=\"d0 w285\">\u00a0</div>lo </div><div class=\"po0 fs14 cl2 l488 t1272\" id=\"a21490\">siguiente:<div class=\"d0 w1447\">\u00a0</div></div><div class=\"po0 fs29 cl2 l3007 t4372\" id=\"a21493\">o</div><div class=\"po0 fs14 cl2 l3170 t1274\" id=\"a21495\">\u201cPlan de incentivos 2022-2025 de la CFO de PRISA: </div><div class=\"po0 fs14 cl2 l3170 t5012\" id=\"a21499\">La CFO de<div class=\"d0 w324\">\u00a0</div>PRISA, D\u00aa<div class=\"d0 w125\">\u00a0</div>Pilar Gil, es<div class=\"d0 w424\">\u00a0</div>beneficiaria de<div class=\"d0 w330\">\u00a0</div>un plan de<div class=\"d0 w328\">\u00a0</div>incentivos a<div class=\"d0 w251\">\u00a0</div>medio plazo </div><div class=\"po0 fs14 cl2 l3170 t5013\" id=\"a21500\">ligado<div class=\"d0 w1448\">\u00a0</div>al<div class=\"d0 w1449\">\u00a0</div>cumplimiento<div class=\"d0 w1450\">\u00a0</div>de<div class=\"d0 w1107\">\u00a0</div>determinados<div class=\"d0 w732\">\u00a0</div>objetivos<div class=\"d0 w1451\">\u00a0</div>cuantitativos<div class=\"d0 w1452\">\u00a0</div>financieros </div><div class=\"po0 fs14 cl2 l3170 t3811\" id=\"a21501\">recogidos en el presupuesto de PRISA (Cash Flow ajustado del Grupo PRISA) en los </div><div class=\"po0 fs14 cl2 l3170 t4238\" id=\"a21502\">ejercicios 2022, 2023, 2024 y 2025, que es pagadero en acciones. El Plan fue aprobado </div><div class=\"po0 fs14 cl2 l3170 t4239\" id=\"a21504\">por el<div class=\"d0 w39\">\u00a0</div>Consejo de Administraci\u00f3n<div class=\"d0 w239\">\u00a0</div>de PRISA el<div class=\"d0 w111\">\u00a0</div>26 de julio<div class=\"d0 w111\">\u00a0</div>de 2022<div class=\"d0 w395\">\u00a0</div>y por<div class=\"d0 w63\">\u00a0</div>la Junta<div class=\"d0 w23\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l3170 t4240\" id=\"a21505\">Accionistas celebrada el 27 de junio de 2023.<div class=\"d0 w292\">\u00a0</div></div><div class=\"po0 fs14 cl2 l3170 t5014\" id=\"a21508\">A la Sra.<div class=\"d0 w329\">\u00a0</div>Gil se<div class=\"d0 w561\">\u00a0</div>le han<div class=\"d0 w328\">\u00a0</div>asignado un<div class=\"d0 w328\">\u00a0</div>n\u00famero te\u00f3rico<div class=\"d0 w331\">\u00a0</div>de acciones equivalente<div class=\"d0 w697\">\u00a0</div>a 300<div class=\"d0 w406\">\u00a0</div>miles </div><div class=\"po0 fs14 cl2 l3170 t5015\" id=\"a21511\">de euros brutos<div class=\"d0 w300\">\u00a0</div>por cada a\u00f1o de<div class=\"d0 w329\">\u00a0</div>duraci\u00f3n del<div class=\"d0 w140\">\u00a0</div>Plan (concretamente<div class=\"d0 w532\">\u00a0</div>se le han asignado </div><div class=\"po0 fs14 cl2 l3170 t5016\" id=\"a21513\">554.097 acciones<div class=\"d0 w286\">\u00a0</div>te\u00f3ricas por<div class=\"d0 w238\">\u00a0</div>cada a\u00f1o<div class=\"d0 w296\">\u00a0</div>de duraci\u00f3n<div class=\"d0 w418\">\u00a0</div>del Plan,<div class=\"d0 w169\">\u00a0</div>que hacen<div class=\"d0 w295\">\u00a0</div>un total<div class=\"d0 w175\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l3170 t5017\" id=\"a21514\">2.216.388 acciones te\u00f3ricas). El c\u00e1lculo anterior se ha realizado considerando el valor </div><div class=\"po0 fs14 cl2 l3170 t5018\" id=\"a21518\">burs\u00e1til<div class=\"d0 w391\">\u00a0</div>promedio<div class=\"d0 w518\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>acci\u00f3n<div class=\"d0 w164\">\u00a0</div>durante<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>\u00faltimo<div class=\"d0 w344\">\u00a0</div>trimestre<div class=\"d0 w539\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>2021.<div class=\"d0 w111\">\u00a0</div>Asimismo,<div class=\"d0 w419\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l3170 t4478\" id=\"a21519\">incentivo se podr\u00e1 incrementar en funci\u00f3n de la evoluci\u00f3n del precio de la acci\u00f3n de </div><div class=\"po0 fs14 cl2 l3170 t4480\" id=\"a21520\">PRISA. </div></div></div><div class=\"po1 w681 h61 lh0\" id=\"TextBlockContainer3157\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer3157\"><div class=\"po0 fs14 cl2 l3170 t756\" id=\"a21532\">En<div class=\"d0 w504\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>ejercicio<div class=\"d0 w282\">\u00a0</div>2024<div class=\"d0 w275\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>ha<div class=\"d0 w494\">\u00a0</div>registrado<div class=\"d0 w437\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>gasto<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>254<div class=\"d0 w276\">\u00a0</div>miles<div class=\"d0 w381\">\u00a0</div>euros<div class=\"d0 w461\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>este<div class=\"d0 w461\">\u00a0</div>Plan </div><div class=\"po0 fs14 cl2 l3170 t816\" id=\"a21534\">(considerando<div class=\"d0 w195\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>grado<div class=\"d0 w187\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>consecuci\u00f3n<div class=\"d0 w649\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>objetivos<div class=\"d0 w941\">\u00a0</div>correspondientes<div class=\"d0 w544\">\u00a0</div>a<div class=\"d0 w194\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l3170 t902\" id=\"a21535\">ejercicios 2024, 2023 y 2022<div class=\"d0 w141\">\u00a0</div>y valorando las acciones al<div class=\"d0 w85\">\u00a0</div>precio de cotizaci\u00f3n de<div class=\"d0 w532\">\u00a0</div>PRISA </div><div class=\"po0 fs14 cl2 l3170 t817\" id=\"a21536\">en las fechas de medici\u00f3n). </div><div class=\"po0 fs29 cl2 l3007 t5019\" id=\"a21539\">o</div><div class=\"po0 fs14 cl2 l3170 t819\" id=\"a21541\">\u201cPlan de incentivos 2022-2025 del Presidente Ejecutivo de Santillana\u201d: </div><div class=\"po0 fs14 cl2 l3170 t5020\" id=\"a21545\">El Presidente<div class=\"d0 w229\">\u00a0</div>Ejecutivo de<div class=\"d0 w394\">\u00a0</div>Santillana, D.<div class=\"d0 w24\">\u00a0</div>Francisco Cuadrado,<div class=\"d0 w518\">\u00a0</div>es beneficiario de<div class=\"d0 w287\">\u00a0</div>un </div><div class=\"po0 fs14 cl2 l3170 t5021\" id=\"a21546\">plan de incentivos a medio plazo ligado al<div class=\"d0 w38\">\u00a0</div>cumplimiento de determinados objetivos </div><div class=\"po0 fs14 cl2 l3170 t5022\" id=\"a21547\">cuantitativos<div class=\"d0 w389\">\u00a0</div>financieros<div class=\"d0 w361\">\u00a0</div>recogidos<div class=\"d0 w223\">\u00a0</div>en<div class=\"d0 w229\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>presupuesto<div class=\"d0 w167\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>Santillana<div class=\"d0 w343\">\u00a0</div>(vinculados<div class=\"d0 w369\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l3170 t5023\" id=\"a21549\">EBIT<div class=\"d0 w32\">\u00a0</div>y<div class=\"d0 w9\">\u00a0</div>al Cash<div class=\"d0 w290\">\u00a0</div>Flow) en<div class=\"d0 w500\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>ejercicios 2022,<div class=\"d0 w338\">\u00a0</div>2023, 2024<div class=\"d0 w291\">\u00a0</div>y 2025,<div class=\"d0 w288\">\u00a0</div>que<div class=\"d0 w129\">\u00a0</div>es pagadero<div class=\"d0 w248\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l3170 t5024\" id=\"a21550\">acciones.<div class=\"d0 w271\">\u00a0</div>El<div class=\"d0 w226\">\u00a0</div>plan<div class=\"d0 w337\">\u00a0</div>fue<div class=\"d0 w335\">\u00a0</div>aprobado<div class=\"d0 w288\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>Consejo<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Administraci\u00f3n<div class=\"d0 w222\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>su<div class=\"d0 w274\">\u00a0</div>reuni\u00f3n </div><div class=\"po0 fs14 cl2 l3170 t5025\" id=\"a21551\">celebrada el<div class=\"d0 w110\">\u00a0</div>24 de<div class=\"d0 w391\">\u00a0</div>mayo<div class=\"d0 w47\">\u00a0</div>de 2022<div class=\"d0 w286\">\u00a0</div>y por<div class=\"d0 w390\">\u00a0</div>la Junta<div class=\"d0 w369\">\u00a0</div>Ordinaria de<div class=\"d0 w57\">\u00a0</div>Accionistas de<div class=\"d0 w539\">\u00a0</div>PRISA </div><div class=\"po0 fs14 cl2 l3170 t5026\" id=\"a21553\">celebrada el 28 de junio de 2022. </div><div class=\"po0 fs14 cl2 l3170 t5027\" id=\"a21557\">Al<div class=\"d0 w38\">\u00a0</div>Sr. Cuadrado<div class=\"d0 w58\">\u00a0</div>se le<div class=\"d0 w173\">\u00a0</div>han asignado<div class=\"d0 w111\">\u00a0</div>un n\u00famero<div class=\"d0 w239\">\u00a0</div>de acciones<div class=\"d0 w343\">\u00a0</div>te\u00f3ricas equivalentes<div class=\"d0 w236\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l3170 t5028\" id=\"a21558\">500<div class=\"d0 w552\">\u00a0</div>miles<div class=\"d0 w552\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>euros<div class=\"d0 w545\">\u00a0</div>brutos<div class=\"d0 w719\">\u00a0</div>por<div class=\"d0 w510\">\u00a0</div>cada<div class=\"d0 w398\">\u00a0</div>a\u00f1o<div class=\"d0 w431\">\u00a0</div>de<div class=\"d0 w207\">\u00a0</div>duraci\u00f3n<div class=\"d0 w163\">\u00a0</div>del<div class=\"d0 w467\">\u00a0</div>Plan<div class=\"d0 w510\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>servir\u00e1n<div class=\"d0 w263\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l3170 t5029\" id=\"a21563\">referencia para determinar el n\u00famero final de<div class=\"d0 w47\">\u00a0</div>acciones a entregar (concretamente se </div><div class=\"po0 fs14 cl2 l3170 t5030\" id=\"a21564\">le<div class=\"d0 w223\">\u00a0</div>han<div class=\"d0 w368\">\u00a0</div>asignado<div class=\"d0 w396\">\u00a0</div>923.494<div class=\"d0 w111\">\u00a0</div>acciones<div class=\"d0 w395\">\u00a0</div>te\u00f3ricas<div class=\"d0 w395\">\u00a0</div>por<div class=\"d0 w366\">\u00a0</div>cada<div class=\"d0 w368\">\u00a0</div>a\u00f1o<div class=\"d0 w361\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>duraci\u00f3n<div class=\"d0 w543\">\u00a0</div>del<div class=\"d0 w129\">\u00a0</div>Plan,<div class=\"d0 w239\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l3170 t5031\" id=\"a21565\">hacen<div class=\"d0 w291\">\u00a0</div>un<div class=\"d0 w226\">\u00a0</div>total<div class=\"d0 w98\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>3.693.976<div class=\"d0 w245\">\u00a0</div>acciones<div class=\"d0 w249\">\u00a0</div>te\u00f3ricas).<div class=\"d0 w483\">\u00a0</div>El<div class=\"d0 w98\">\u00a0</div>c\u00e1lculo<div class=\"d0 w172\">\u00a0</div>anterior<div class=\"d0 w615\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>ha<div class=\"d0 w469\">\u00a0</div>realizado </div><div class=\"po0 fs14 cl2 l3170 t5032\" id=\"a21571\">considerando<div class=\"d0 w169\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>valor<div class=\"d0 w200\">\u00a0</div>burs\u00e1til<div class=\"d0 w395\">\u00a0</div>promedio<div class=\"d0 w234\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>la<div class=\"d0 w59\">\u00a0</div>acci\u00f3n<div class=\"d0 w333\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>PRISA<div class=\"d0 w366\">\u00a0</div>durante<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w231\">\u00a0</div>\u00faltimo </div><div class=\"po0 fs14 cl2 l3170 t5033\" id=\"a21572\">trimestre<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>2021.<div class=\"d0 w98\">\u00a0</div>Asimismo,<div class=\"d0 w485\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>incentivo<div class=\"d0 w475\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>podr\u00e1<div class=\"d0 w250\">\u00a0</div>incrementar<div class=\"d0 w174\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>funci\u00f3n<div class=\"d0 w175\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l3170 t5034\" id=\"a21574\">evoluci\u00f3n del precio de la acci\u00f3n de PRISA. </div><div class=\"po0 fs14 cl2 l3170 t5035\" id=\"a21577\">En<div class=\"d0 w504\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>ejercicio<div class=\"d0 w282\">\u00a0</div>2024<div class=\"d0 w275\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>ha<div class=\"d0 w494\">\u00a0</div>registrado<div class=\"d0 w437\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>gasto<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>266<div class=\"d0 w276\">\u00a0</div>miles<div class=\"d0 w381\">\u00a0</div>euros<div class=\"d0 w461\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>este<div class=\"d0 w461\">\u00a0</div>Plan </div><div class=\"po0 fs14 cl2 l3170 t5036\" id=\"a21579\">(considerando<div class=\"d0 w195\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>grado<div class=\"d0 w187\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>consecuci\u00f3n<div class=\"d0 w649\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>objetivos<div class=\"d0 w707\">\u00a0</div>correspondientes<div class=\"d0 w544\">\u00a0</div>a<div class=\"d0 w194\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l3170 t5037\" id=\"a21581\">ejercicios 2024, 2023 y 2022<div class=\"d0 w141\">\u00a0</div>y valorando las acciones al<div class=\"d0 w85\">\u00a0</div>precio de cotizaci\u00f3n de<div class=\"d0 w532\">\u00a0</div>PRISA </div><div class=\"po0 fs14 cl2 l3170 t5038\" id=\"a21582\">en las fechas de medici\u00f3n). </div><div class=\"po0 fs29 cl2 l3007 t5039\" id=\"a21585\">o</div><div class=\"po0 fs14 cl2 l3170 t5040\" id=\"a21587\">\u201cPlan de incentivos 2022-2025 del Presidente Ejecutivo de PRISA Media\u201d: </div><div class=\"po0 fs14 cl2 l2999 t5041\" id=\"a21591\">Como se ha mencionado anteriormente, se<div class=\"d0 w47\">\u00a0</div>hace constar que el 26 de<div class=\"d0 w57\">\u00a0</div>febrero de 2025 </div><div class=\"po0 fs14 cl2 l2999 t5042\" id=\"a21593\">el consejero<div class=\"d0 w383\">\u00a0</div>ejecutivo D. Carlos<div class=\"d0 w165\">\u00a0</div>N\u00fa\u00f1ez ha<div class=\"d0 w26\">\u00a0</div>cesado como<div class=\"d0 w21\">\u00a0</div>consejero de PRISA<div class=\"d0 w228\">\u00a0</div>y como </div><div class=\"po0 fs14 cl2 l2999 t5043\" id=\"a21594\">Presidente Ejecutivo de PRISA Media. </div><div class=\"po0 fs14 cl2 l2999 t5044\" id=\"a21598\">A 31<div class=\"d0 w18\">\u00a0</div>de diciembre de 2024,<div class=\"d0 w383\">\u00a0</div>el Sr. N\u00fa\u00f1ez,<div class=\"d0 w27\">\u00a0</div>era beneficiario de un<div class=\"d0 w23\">\u00a0</div>plan de incentivos<div class=\"d0 w47\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l2999 t5045\" id=\"a21606\">medio<div class=\"d0 w834\">\u00a0</div>plazo<div class=\"d0 w658\">\u00a0</div>ligado<div class=\"d0 w1085\">\u00a0</div>al<div class=\"d0 w316\">\u00a0</div>cumplimiento<div class=\"d0 w741\">\u00a0</div>de<div class=\"d0 w596\">\u00a0</div>determinados<div class=\"d0 w308\">\u00a0</div>objetivos<div class=\"d0 w579\">\u00a0</div>cuantitativos </div><div class=\"po0 fs14 cl2 l2999 t5046\" id=\"a21607\">financieros<div class=\"d0 w475\">\u00a0</div>recogidos<div class=\"d0 w235\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>presupuesto<div class=\"d0 w167\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>PRISA<div class=\"d0 w284\">\u00a0</div>Media<div class=\"d0 w250\">\u00a0</div>(vinculados<div class=\"d0 w369\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>EBITDA, </div><div class=\"po0 fs14 cl2 l2999 t3813\" id=\"a21608\">Cash<div class=\"d0 w376\">\u00a0</div>Flow<div class=\"d0 w720\">\u00a0</div>e<div class=\"d0 w463\">\u00a0</div>ingresos<div class=\"d0 w500\">\u00a0</div>digitales)<div class=\"d0 w163\">\u00a0</div>en<div class=\"d0 w448\">\u00a0</div>los<div class=\"d0 w276\">\u00a0</div>ejercicios<div class=\"d0 w2\">\u00a0</div>2022,<div class=\"d0 w339\">\u00a0</div>2023,<div class=\"d0 w381\">\u00a0</div>2024<div class=\"d0 w276\">\u00a0</div>y<div class=\"d0 w277\">\u00a0</div>2025,<div class=\"d0 w339\">\u00a0</div>que<div class=\"d0 w336\">\u00a0</div>es </div><div class=\"po0 fs14 cl2 l2999 t5047\" id=\"a21610\">pagadero en acciones.<div class=\"d0 w1367\">\u00a0</div></div><div class=\"po0 fs14 cl2 l2999 t1941\" id=\"a21613\">El Plan<div class=\"d0 w366\">\u00a0</div>fue aprobado<div class=\"d0 w20\">\u00a0</div>por el<div class=\"d0 w39\">\u00a0</div>Consejo de<div class=\"d0 w129\">\u00a0</div>Administraci\u00f3n el<div class=\"d0 w47\">\u00a0</div>21 de<div class=\"d0 w395\">\u00a0</div>diciembre de<div class=\"d0 w27\">\u00a0</div>2021, </div><div class=\"po0 fs14 cl2 l2999 t5048\" id=\"a21614\">fue posteriormente modificado<div class=\"d0 w299\">\u00a0</div>por el Consejo (para<div class=\"d0 w251\">\u00a0</div>hacerlo extensivo al a\u00f1o<div class=\"d0 w299\">\u00a0</div>2025, en </div><div class=\"po0 fs14 cl2 l2999 t5049\" id=\"a21615\">l\u00ednea con el Plan Estrat\u00e9gico de la<div class=\"d0 w561\">\u00a0</div>Compa\u00f1\u00eda) con fecha 26 de abril de<div class=\"d0 w406\">\u00a0</div>2022 y tambi\u00e9n </div><div class=\"po0 fs14 cl2 l2999 t5050\" id=\"a21616\">fue aprobado en la Junta Ordinaria de Accionistas de PRISA celebrada el 28 de junio </div><div class=\"po0 fs14 cl2 l2999 t5051\" id=\"a21619\">de 2022. Desde<div class=\"d0 w515\">\u00a0</div>el momento en<div class=\"d0 w328\">\u00a0</div>que el Sr.<div class=\"d0 w406\">\u00a0</div>N\u00fa\u00f1ez ha<div class=\"d0 w516\">\u00a0</div>dejado la Compa\u00f1\u00eda,<div class=\"d0 w341\">\u00a0</div>en febrero de </div><div class=\"po0 fs14 cl2 l2999 t5052\" id=\"a21622\">2025, este Plan ha dejado de estar en vigor </div></div></div><div class=\"po1 w681 h150 lh0\" id=\"TextBlockContainer3163\"><img alt=\"doc2p9i1\" class=\"po0 l479 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l480 t813 bgc4\">\u00a0</div>\n<div class=\"w1432 po0 h12 l530 t5053 bgc0\">\u00a0</div>\n<div class=\"po1 w681 z0\" id=\"TextContainer3163\"><div class=\"po0 fs14 cl2 l2999 t756\" id=\"a21634\">Al Sr. N\u00fa\u00f1ez<div class=\"d0 w423\">\u00a0</div>se le hab\u00edan<div class=\"d0 w387\">\u00a0</div>asignado un<div class=\"d0 w328\">\u00a0</div>n\u00famero de acciones<div class=\"d0 w560\">\u00a0</div>te\u00f3ricas equivalentes<div class=\"d0 w265\">\u00a0</div>a 500 </div><div class=\"po0 fs14 cl2 l2999 t816\" id=\"a21641\">miles de euros brutos<div class=\"d0 w24\">\u00a0</div>por cada a\u00f1o<div class=\"d0 w95\">\u00a0</div>de duraci\u00f3n del Plan que<div class=\"d0 w39\">\u00a0</div>servir\u00edan de referencia </div><div class=\"po0 fs14 cl2 l2999 t902\" id=\"a21647\">para determinar<div class=\"d0 w324\">\u00a0</div>el n\u00famero<div class=\"d0 w758\">\u00a0</div>final de<div class=\"d0 w550\">\u00a0</div>acciones a<div class=\"d0 w414\">\u00a0</div>entregar (concretamente<div class=\"d0 w427\">\u00a0</div>se le<div class=\"d0 w251\">\u00a0</div>asignaron </div><div class=\"po0 fs14 cl2 l2999 t817\" id=\"a21650\">923.494 acciones<div class=\"d0 w391\">\u00a0</div>te\u00f3ricas por<div class=\"d0 w238\">\u00a0</div>cada a\u00f1o<div class=\"d0 w539\">\u00a0</div>de duraci\u00f3n<div class=\"d0 w165\">\u00a0</div>del Plan,<div class=\"d0 w169\">\u00a0</div>que hacen<div class=\"d0 w421\">\u00a0</div>un total<div class=\"d0 w175\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l2999 t818\" id=\"a21651\">3.693.976<div class=\"d0 w206\">\u00a0</div>acciones<div class=\"d0 w202\">\u00a0</div>te\u00f3ricas).<div class=\"d0 w1023\">\u00a0</div>El<div class=\"d0 w441\">\u00a0</div>c\u00e1lculo<div class=\"d0 w436\">\u00a0</div>anterior<div class=\"d0 w462\">\u00a0</div>se<div class=\"d0 w415\">\u00a0</div>realiz\u00f3<div class=\"d0 w431\">\u00a0</div>considerando<div class=\"d0 w436\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>valor </div><div class=\"po0 fs14 cl2 l2999 t819\" id=\"a21655\">burs\u00e1til<div class=\"d0 w428\">\u00a0</div>promedio<div class=\"d0 w1023\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>acci\u00f3n<div class=\"d0 w706\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>PRISA<div class=\"d0 w188\">\u00a0</div>durante<div class=\"d0 w244\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>\u00faltimo<div class=\"d0 w261\">\u00a0</div>trimestre<div class=\"d0 w552\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>2021. </div><div class=\"po0 fs14 cl2 l2999 t820\" id=\"a21656\">Asimismo, el incentivo se<div class=\"d0 w556\">\u00a0</div>pod\u00eda incrementar en funci\u00f3n<div class=\"d0 w405\">\u00a0</div>de la evoluci\u00f3n del<div class=\"d0 w267\">\u00a0</div>precio de </div><div class=\"po0 fs14 cl2 l2999 t821\" id=\"a21661\">la acci\u00f3n de PRISA. </div><div class=\"po0 fs14 cl2 l3170 t823\" id=\"a21664\">En<div class=\"d0 w504\">\u00a0</div>el<div class=\"d0 w25\">\u00a0</div>ejercicio<div class=\"d0 w282\">\u00a0</div>2024<div class=\"d0 w275\">\u00a0</div>se<div class=\"d0 w269\">\u00a0</div>ha<div class=\"d0 w494\">\u00a0</div>registrado<div class=\"d0 w437\">\u00a0</div>un<div class=\"d0 w339\">\u00a0</div>gasto<div class=\"d0 w531\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>264<div class=\"d0 w276\">\u00a0</div>miles<div class=\"d0 w381\">\u00a0</div>euros<div class=\"d0 w461\">\u00a0</div>por<div class=\"d0 w449\">\u00a0</div>este<div class=\"d0 w461\">\u00a0</div>Plan </div><div class=\"po0 fs14 cl2 l3170 t824\" id=\"a21666\">(considerando<div class=\"d0 w195\">\u00a0</div>el<div class=\"d0 w509\">\u00a0</div>grado<div class=\"d0 w187\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>consecuci\u00f3n<div class=\"d0 w649\">\u00a0</div>de<div class=\"d0 w209\">\u00a0</div>los<div class=\"d0 w206\">\u00a0</div>objetivos<div class=\"d0 w941\">\u00a0</div>correspondientes<div class=\"d0 w544\">\u00a0</div>a<div class=\"d0 w194\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l3170 t825\" id=\"a21667\">ejercicios 2024, 2023 y 2022<div class=\"d0 w141\">\u00a0</div>y valorando las acciones al<div class=\"d0 w85\">\u00a0</div>precio de cotizaci\u00f3n de<div class=\"d0 w532\">\u00a0</div>PRISA </div><div class=\"po0 fs14 cl2 l3170 t826\" id=\"a21668\">en las fechas de medici\u00f3n). </div><div class=\"po0 fs14 cl2 l2999 t1056\" id=\"a21671\">Adicionalmente<div class=\"d0 w435\">\u00a0</div>se<div class=\"d0 w242\">\u00a0</div>hace<div class=\"d0 w583\">\u00a0</div>constar<div class=\"d0 w719\">\u00a0</div>que<div class=\"d0 w242\">\u00a0</div>en<div class=\"d0 w244\">\u00a0</div>el<div class=\"d0 w407\">\u00a0</div>ejercicio<div class=\"d0 w612\">\u00a0</div>2024,<div class=\"d0 w191\">\u00a0</div>la<div class=\"d0 w433\">\u00a0</div>Sra.<div class=\"d0 w244\">\u00a0</div>Gil<div class=\"d0 w431\">\u00a0</div>y<div class=\"d0 w465\">\u00a0</div>los<div class=\"d0 w210\">\u00a0</div>Sres. </div><div class=\"po0 fs14 cl2 l2999 t1057\" id=\"a21672\">Cuadrado y N\u00fanez,<div class=\"d0 w402\">\u00a0</div>han recibido un determinado<div class=\"d0 w1242\">\u00a0</div>n\u00famero de acciones netas<div class=\"d0 w330\">\u00a0</div>(289.675, </div><div class=\"po0 fs14 cl2 l2999 t1059\" id=\"a21673\">369.374<div class=\"d0 w378\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>253.185<div class=\"d0 w162\">\u00a0</div>acciones,<div class=\"d0 w170\">\u00a0</div>respectivamente)<div class=\"d0 w230\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>liquidaci\u00f3n<div class=\"d0 w469\">\u00a0</div>del<div class=\"d0 w336\">\u00a0</div>primer<div class=\"d0 w468\">\u00a0</div>tercio<div class=\"d0 w170\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l2999 t1061\" id=\"a21680\">incentivo del<div class=\"d0 w539\">\u00a0</div>ejercicio 2023<div class=\"d0 w486\">\u00a0</div>y del<div class=\"d0 w420\">\u00a0</div>segundo tercio<div class=\"d0 w169\">\u00a0</div>del incentivo<div class=\"d0 w539\">\u00a0</div>del ejercicio<div class=\"d0 w480\">\u00a0</div>2022, de </div><div class=\"po0 fs14 cl2 l2999 t1124\" id=\"a21681\">acuerdo con las<div class=\"d0 w480\">\u00a0</div>condiciones de los<div class=\"d0 w246\">\u00a0</div>Planes. Estas entregas<div class=\"d0 w38\">\u00a0</div>de acciones no<div class=\"d0 w49\">\u00a0</div>han tenido </div><div class=\"po0 fs14 cl2 l2999 t1062\" id=\"a21682\">ning\u00fan impacto en la cuenta de resultados consolidada del ejercicio<div class=\"d0 w498\">\u00a0</div>2024. </div><div class=\"po0 fs14 cl2 l3166 t1125\" id=\"a21686\">v.</div><div class=\"po0 fs14 cl2 l488 t1125\" id=\"a21688\">Dentro de \u201cOtros\u201d se incluyen los seguros de salud y vida/accidentes de los consejeros </div><div class=\"po0 fs14 cl2 l488 t1064\" id=\"a21689\">ejecutivos<div class=\"d0 w504\">\u00a0</div>a<div class=\"d0 w276\">\u00a0</div>cierre<div class=\"d0 w294\">\u00a0</div>del<div class=\"d0 w269\">\u00a0</div>ejercicio<div class=\"d0 w282\">\u00a0</div>2024<div class=\"d0 w275\">\u00a0</div>(D\u00aa<div class=\"d0 w463\">\u00a0</div>Pilar<div class=\"d0 w168\">\u00a0</div>Gil,<div class=\"d0 w272\">\u00a0</div>D.<div class=\"d0 w586\">\u00a0</div>Carlos<div class=\"d0 w494\">\u00a0</div>Nu\u00f1ez<div class=\"d0 w494\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>D.<div class=\"d0 w718\">\u00a0</div>Francisco </div><div class=\"po0 fs14 cl2 l488 t1065\" id=\"a21692\">Cuadrado).<div class=\"d0 w1441\">\u00a0</div></div><div class=\"po0 fs14 cl2 l3206 t1129\" id=\"a21697\">vi.</div><div class=\"po0 fs14 cl2 l488 t1129\" id=\"a21699\">No se<div class=\"d0 w498\">\u00a0</div>han realizado<div class=\"d0 w559\">\u00a0</div>otros cr\u00e9ditos,<div class=\"d0 w556\">\u00a0</div>anticipos,<div class=\"d0 w140\">\u00a0</div>pr\u00e9stamos, ni<div class=\"d0 w557\">\u00a0</div>se han<div class=\"d0 w300\">\u00a0</div>contra\u00eddo obligaciones </div><div class=\"po0 fs14 cl2 l488 t1130\" id=\"a21700\">en<div class=\"d0 w229\">\u00a0</div>materia<div class=\"d0 w486\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>pensiones,<div class=\"d0 w344\">\u00a0</div>respecto<div class=\"d0 w296\">\u00a0</div>al<div class=\"d0 w419\">\u00a0</div>Consejo<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w296\">\u00a0</div>durante<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>ejercicio </div><div class=\"po0 fs14 cl2 l488 t1131\" id=\"a21701\">2024. </div><div class=\"po0 fs14 cl2 l340 t1134\" id=\"a21704\">En relaci\u00f3n con el ejercicio 2023: </div><div class=\"po0 fs14 cl2 l3165 t1273\" id=\"a21708\">i.</div><div class=\"po0 fs14 cl2 l488 t1273\" id=\"a21710\">La retribuci\u00f3n de la<div class=\"d0 w265\">\u00a0</div>consejera ejecutiva D\u00aa Pilar Gil<div class=\"d0 w423\">\u00a0</div>(CFO de PRISA), que se incorpor\u00f3<div class=\"d0 w392\">\u00a0</div>al </div><div class=\"po0 fs14 cl2 l488 t1274\" id=\"a21711\">Consejo<div class=\"d0 w439\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>Administraci\u00f3n<div class=\"d0 w25\">\u00a0</div>en<div class=\"d0 w440\">\u00a0</div>febrero<div class=\"d0 w699\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>2023,<div class=\"d0 w278\">\u00a0</div>se<div class=\"d0 w467\">\u00a0</div>refleja<div class=\"d0 w612\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>la<div class=\"d0 w272\">\u00a0</div>siguiente<div class=\"d0 w841\">\u00a0</div>forma:<div class=\"d0 w612\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l488 t1275\" id=\"a21712\">retribuci\u00f3n<div class=\"d0 w390\">\u00a0</div>correspondiente<div class=\"d0 w334\">\u00a0</div>al<div class=\"d0 w174\">\u00a0</div>periodo<div class=\"d0 w161\">\u00a0</div>comprendido<div class=\"d0 w169\">\u00a0</div>entre<div class=\"d0 w250\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>1<div class=\"d0 w119\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>marzo<div class=\"d0 w539\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>31<div class=\"d0 w119\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l488 t5054\" id=\"a21713\">diciembre de<div class=\"d0 w338\">\u00a0</div>2023,<div class=\"d0 w110\">\u00a0</div>est\u00e1 incluida<div class=\"d0 w338\">\u00a0</div>en<div class=\"d0 w22\">\u00a0</div>la remuneraci\u00f3n<div class=\"d0 w164\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>administradores, mientras </div><div class=\"po0 fs14 cl2 l488 t1276\" id=\"a21715\">que<div class=\"d0 w197\">\u00a0</div>la<div class=\"d0 w203\">\u00a0</div>retribuci\u00f3n<div class=\"d0 w240\">\u00a0</div>correspondiente<div class=\"d0 w212\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>enero<div class=\"d0 w209\">\u00a0</div>y<div class=\"d0 w400\">\u00a0</div>febrero<div class=\"d0 w204\">\u00a0</div>de<div class=\"d0 w192\">\u00a0</div>2023<div class=\"d0 w206\">\u00a0</div>est\u00e1<div class=\"d0 w415\">\u00a0</div>recogida<div class=\"d0 w244\">\u00a0</div>en<div class=\"d0 w208\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l488 t1277\" id=\"a21716\">remuneraci\u00f3n de los<div class=\"d0 w418\">\u00a0</div>miembros de la<div class=\"d0 w59\">\u00a0</div>alta direcci\u00f3n,<div class=\"d0 w357\">\u00a0</div>excepto lo que<div class=\"d0 w34\">\u00a0</div>se refiere<div class=\"d0 w20\">\u00a0</div>a su Plan </div><div class=\"po0 fs14 cl2 l488 t1278\" id=\"a21717\">de<div class=\"d0 w315\">\u00a0</div>Incentivos<div class=\"d0 w453\">\u00a0</div>que<div class=\"d0 w866\">\u00a0</div>se<div class=\"d0 w866\">\u00a0</div>ha<div class=\"d0 w773\">\u00a0</div>incluido<div class=\"d0 w519\">\u00a0</div>en<div class=\"d0 w320\">\u00a0</div>su<div class=\"d0 w454\">\u00a0</div>totalidad<div class=\"d0 w592\">\u00a0</div>en<div class=\"d0 w668\">\u00a0</div>la<div class=\"d0 w860\">\u00a0</div>remuneraci\u00f3n<div class=\"d0 w1453\">\u00a0</div>de<div class=\"d0 w661\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l488 t5055\" id=\"a21719\">administradores. </div><div class=\"po0 fs14 cl2 l3166 t5056\" id=\"a21722\">ii.</div><div class=\"po0 fs14 cl2 l488 t5056\" id=\"a21724\">Dentro<div class=\"d0 w505\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>la </div><div class=\"po0 fs26 cl2 l3207 t5057\" id=\"a21725\">\u201cRemuneraci\u00f3n<div class=\"d0 w274\">\u00a0</div>por<div class=\"d0 w611\">\u00a0</div>pertenencia<div class=\"d0 w463\">\u00a0</div>al<div class=\"d0 w535\">\u00a0</div>Consejo<div class=\"d0 w684\">\u00a0</div>y/o<div class=\"d0 w503\">\u00a0</div>Comisiones<div class=\"d0 w270\">\u00a0</div>del<div class=\"d0 w684\">\u00a0</div>Consejo\u201d</div><div class=\"po0 fs14 cl2 l3208 t5056\" id=\"a21726\"><div class=\"d0 w210\">\u00a0</div>se </div><div class=\"po0 fs14 cl2 l488 t5058\" id=\"a21728\">incluye: </div><div class=\"po0 fs29 cl2 l3007 t5059\" id=\"a21731\">o</div><div class=\"po0 fs14 cl2 l3170 t5060\" id=\"a21733\">La remuneraci\u00f3n correspondiente a D\u00aa M\u00aa<div class=\"d0 w383\">\u00a0</div>Teresa Ballester, Amber Capital UK<div class=\"d0 w264\">\u00a0</div>LLP, </div><div class=\"po0 fs14 cl2 l3170 t5061\" id=\"a21734\">D. Rosauro<div class=\"d0 w479\">\u00a0</div>Varo y<div class=\"d0 w324\">\u00a0</div>D. Khalid<div class=\"d0 w326\">\u00a0</div>Thani Abdullah<div class=\"d0 w472\">\u00a0</div>Al Thani,<div class=\"d0 w143\">\u00a0</div>hasta el<div class=\"d0 w342\">\u00a0</div>momento de<div class=\"d0 w725\">\u00a0</div>sus ceses </div><div class=\"po0 fs14 cl2 l3170 t5062\" id=\"a21735\">como consejeros,<div class=\"d0 w49\">\u00a0</div>en junio (en<div class=\"d0 w543\">\u00a0</div>el caso<div class=\"d0 w17\">\u00a0</div>de los<div class=\"d0 w395\">\u00a0</div>dos primeros), mayo<div class=\"d0 w55\">\u00a0</div>y febrero de<div class=\"d0 w293\">\u00a0</div>2023, </div><div class=\"po0 fs14 cl2 l3170 t5063\" id=\"a21736\">respectivamente </div></div></div><div class=\"po1 w751 h354 lh0\" id=\"TextBlockContainer3169\"><img alt=\"doc2p9i1\" class=\"po0 l492 t942 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l493 t943 bgc4\">\u00a0</div>\n<div class=\"po1 w751 z0\" id=\"TextContainer3169\"><div class=\"po0 fs29 cl2 l3209 t756\" id=\"a21749\">o</div><div class=\"po0 fs14 cl2 l3210 t756\" id=\"a21751\">La remuneraci\u00f3n<div class=\"d0 w22\">\u00a0</div>correspondiente a los<div class=\"d0 w56\">\u00a0</div>siguientes consejeros, desde<div class=\"d0 w233\">\u00a0</div>el momento de </div><div class=\"po0 fs14 cl2 l3210 t944\" id=\"a21752\">su<div class=\"d0 w334\">\u00a0</div>incorporaci\u00f3n<div class=\"d0 w169\">\u00a0</div>al<div class=\"d0 w419\">\u00a0</div>Consejo,<div class=\"d0 w235\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>27<div class=\"d0 w293\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>junio<div class=\"d0 w290\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2023:<div class=\"d0 w111\">\u00a0</div>D.<div class=\"d0 w164\">\u00a0</div>Miguel<div class=\"d0 w391\">\u00a0</div>Barroso<div class=\"d0 w394\">\u00a0</div>Ayats,<div class=\"d0 w419\">\u00a0</div>D. </div><div class=\"po0 fs14 cl2 l3210 t945\" id=\"a21753\">Fernando Carrillo<div class=\"d0 w489\">\u00a0</div>Fl\u00f3rez, D\u00aa<div class=\"d0 w560\">\u00a0</div>Margarita Garijo-Bettencourt<div class=\"d0 w966\">\u00a0</div>y D\u00aa<div class=\"d0 w621\">\u00a0</div>Isabel S\u00e1nchez<div class=\"d0 w550\">\u00a0</div>Garc\u00eda. </div><div class=\"po0 fs14 cl2 l3211 t5064\" id=\"a21758\">iii.</div><div class=\"po0 fs14 cl2 l3212 t5064\" id=\"a21760\">Dentro de la </div><div class=\"po0 fs26 cl2 l3213 t5065\" id=\"a21761\">\u201cRetribuci\u00f3n variable en efectivo\u201d,</div><div class=\"po0 fs14 cl2 l3214 t5064\" id=\"a21762\"><div class=\"d0 w352\">\u00a0</div>est\u00e1n incluidos los siguientes conceptos:<div class=\"d0 w574\">\u00a0</div></div><div class=\"po0 fs29 cl2 l3209 t1566\" id=\"a21766\">o</div><div class=\"po0 fs14 cl2 l3210 t5066\" id=\"a21768\">Reflejo contable<div class=\"d0 w250\">\u00a0</div>de<div class=\"d0 w246\">\u00a0</div>la retribuci\u00f3n<div class=\"d0 w175\">\u00a0</div>variable anual<div class=\"d0 w281\">\u00a0</div>(bonus) te\u00f3rica<div class=\"d0 w247\">\u00a0</div>de D\u00aa<div class=\"d0 w161\">\u00a0</div>Pilar Gil,<div class=\"d0 w233\">\u00a0</div>D. </div><div class=\"po0 fs14 cl2 l3210 t5067\" id=\"a21769\">Francisco Cuadrado y D.<div class=\"d0 w59\">\u00a0</div>Carlos Nu\u00f1ez, consejeros ejecutivos de<div class=\"d0 w48\">\u00a0</div>la Compa\u00f1\u00eda, en el </div><div class=\"po0 fs14 cl2 l3210 t5068\" id=\"a21770\">cumplimiento<div class=\"d0 w1088\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>los<div class=\"d0 w156\">\u00a0</div>objetivos<div class=\"d0 w941\">\u00a0</div>de<div class=\"d0 w409\">\u00a0</div>gesti\u00f3n<div class=\"d0 w430\">\u00a0</div>2023,<div class=\"d0 w408\">\u00a0</div>en<div class=\"d0 w159\">\u00a0</div>tanto<div class=\"d0 w151\">\u00a0</div>que<div class=\"d0 w197\">\u00a0</div>CFO,<div class=\"d0 w940\">\u00a0</div>Presidente </div><div class=\"po0 fs14 cl2 l3210 t5069\" id=\"a21771\">Ejecutivo de Santillana y Presidente Ejecutivo de PRISA Media, respectivamente. En </div><div class=\"po0 fs14 cl2 l3210 t5070\" id=\"a21774\">el<div class=\"d0 w222\">\u00a0</div>ejercicio<div class=\"d0 w245\">\u00a0</div>2023<div class=\"d0 w119\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>registr\u00f3<div class=\"d0 w230\">\u00a0</div>un<div class=\"d0 w98\">\u00a0</div>gasto<div class=\"d0 w404\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>importe<div class=\"d0 w230\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>682<div class=\"d0 w293\">\u00a0</div>miles<div class=\"d0 w476\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>euros<div class=\"d0 w199\">\u00a0</div>por<div class=\"d0 w284\">\u00a0</div>este </div><div class=\"po0 fs14 cl2 l3210 t5071\" id=\"a21775\">concepto. </div><div class=\"po0 fs29 cl2 l3209 t5072\" id=\"a21778\">o</div><div class=\"po0 fs14 cl2 l3210 t5073\" id=\"a21780\">Regularizaci\u00f3n del<div class=\"d0 w236\">\u00a0</div>bono 2022<div class=\"d0 w17\">\u00a0</div>de los<div class=\"d0 w286\">\u00a0</div>consejeros ejecutivos, D\u00aa<div class=\"d0 w171\">\u00a0</div>Pilar Gil,<div class=\"d0 w9\">\u00a0</div>D Francisco </div><div class=\"po0 fs14 cl2 l3210 t5074\" id=\"a21781\">Cuadrado y D. Carlos Nu\u00f1ez, por importe de 13 miles de euros. </div><div class=\"po0 fs14 cl2 l3215 t5075\" id=\"a21784\">iv.</div><div class=\"po0 fs26 cl2 l3212 t5076\" id=\"a21786\"><div class=\"d0 w613\">\u00a0</div>\u201cSistemas de<div class=\"d0 w291\">\u00a0</div>retribuciones basados<div class=\"d0 w247\">\u00a0</div>en<div class=\"d0 w55\">\u00a0</div>acciones\u201d</div><div class=\"po0 fs14 cl2 l3216 t5075\" id=\"a21788\">:<div class=\"d0 w110\">\u00a0</div>en relaci\u00f3n<div class=\"d0 w420\">\u00a0</div>con<div class=\"d0 w47\">\u00a0</div>los<div class=\"d0 w63\">\u00a0</div>Planes<div class=\"d0 w55\">\u00a0</div>de Incentivos </div><div class=\"po0 fs14 cl2 l3212 t5077\" id=\"a21789\">2022-2025<div class=\"d0 w861\">\u00a0</div>de<div class=\"d0 w661\">\u00a0</div>PRISA,<div class=\"d0 w319\">\u00a0</div>Santillana<div class=\"d0 w1454\">\u00a0</div>y<div class=\"d0 w321\">\u00a0</div>PRISA<div class=\"d0 w660\">\u00a0</div>Media,<div class=\"d0 w866\">\u00a0</div>de<div class=\"d0 w661\">\u00a0</div>los<div class=\"d0 w656\">\u00a0</div>que<div class=\"d0 w520\">\u00a0</div>son<div class=\"d0 w860\">\u00a0</div>beneficiarios, </div><div class=\"po0 fs14 cl2 l3212 t5078\" id=\"a21792\">respectivamente, la CFO de<div class=\"d0 w267\">\u00a0</div>PRISA, D\u00aa Pilar<div class=\"d0 w268\">\u00a0</div>Gil, el Presidente Ejecutivo<div class=\"d0 w326\">\u00a0</div>de Santillana, D. </div><div class=\"po0 fs14 cl2 l3212 t5079\" id=\"a21793\">Francisco Cuadrado y<div class=\"d0 w171\">\u00a0</div>el Presidente Ejecutivo<div class=\"d0 w57\">\u00a0</div>de PRISA Media,<div class=\"d0 w27\">\u00a0</div>D. Carlos Nu\u00f1ez,<div class=\"d0 w58\">\u00a0</div>en el </div><div class=\"po0 fs14 cl2 l3212 t620\" id=\"a21796\">ejercicio 2023 se registr\u00f3 un gasto<div class=\"d0 w231\">\u00a0</div>de 849 miles de euros<div class=\"d0 w23\">\u00a0</div>(270 miles euros por el Plan<div class=\"d0 w9\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l3212 t5080\" id=\"a21797\">la Sra. Gil, 360 miles<div class=\"d0 w267\">\u00a0</div>euros por el Plan del<div class=\"d0 w498\">\u00a0</div>Sr. Cuadrado y 219<div class=\"d0 w557\">\u00a0</div>miles euros por el Plan<div class=\"d0 w516\">\u00a0</div>del </div><div class=\"po0 fs14 cl2 l3212 t5081\" id=\"a21799\">Sr. N\u00fa\u00f1ez).<div class=\"d0 w677\">\u00a0</div></div><div class=\"po0 fs14 cl2 l3212 t5082\" id=\"a21802\">Adicionalmente se<div class=\"d0 w385\">\u00a0</div>hace constar<div class=\"d0 w1089\">\u00a0</div>que en<div class=\"d0 w478\">\u00a0</div>el ejercicio<div class=\"d0 w1355\">\u00a0</div>2023 se<div class=\"d0 w387\">\u00a0</div>hicieron las<div class=\"d0 w713\">\u00a0</div>siguientes entregas </div><div class=\"po0 fs14 cl2 l3212 t5083\" id=\"a21803\">de acciones netas, en liquidaci\u00f3n de un tercio del incentivo resultante del ejercicio 2022, </div><div class=\"po0 fs14 cl2 l3212 t5084\" id=\"a21804\">de acuerdo con las condiciones de los respectivos Planes, las cuales no tuvieron ning\u00fan </div><div class=\"po0 fs14 cl2 l3212 t5085\" id=\"a21806\">impacto en la<div class=\"d0 w59\">\u00a0</div>cuenta de resultados consolidada<div class=\"d0 w34\">\u00a0</div>del ejercicio 2023: 139.234<div class=\"d0 w236\">\u00a0</div>acciones a la </div><div class=\"po0 fs14 cl2 l3212 t5086\" id=\"a21807\">Sra. Gil, 182.153 acciones al Sr. Cuadrado y 63.132 acciones al Sr.<div class=\"d0 w406\">\u00a0</div>N\u00fa\u00f1ez.<div class=\"d0 w1433\">\u00a0</div></div><div class=\"po0 fs14 cl2 l3217 t5087\" id=\"a21810\">v.</div><div class=\"po0 fs14 cl2 l3212 t5087\" id=\"a21812\">Dentro de </div><div class=\"po0 fs26 cl2 l3218 t5088\" id=\"a21813\">\u201cOtros\u201d</div><div class=\"po0 fs14 cl2 l3219 t5087\" id=\"a21814\"><div class=\"d0 w613\">\u00a0</div>se incluyen los seguros de salud<div class=\"d0 w9\">\u00a0</div>y vida/accidentes de los consejeros </div><div class=\"po0 fs14 cl2 l3212 t5089\" id=\"a21816\">ejecutivos D\u00aa Pilar Gil, D. Carlos Nu\u00f1ez y D. Francisco Cuadrado.<div class=\"d0 w802\">\u00a0</div></div><div class=\"po0 fs14 cl2 l3215 t5090\" id=\"a21819\">vi.</div><div class=\"po0 fs14 cl2 l3212 t5090\" id=\"a21821\">No se<div class=\"d0 w498\">\u00a0</div>han realizado<div class=\"d0 w559\">\u00a0</div>otros cr\u00e9ditos,<div class=\"d0 w556\">\u00a0</div>anticipos,<div class=\"d0 w140\">\u00a0</div>pr\u00e9stamos, ni<div class=\"d0 w557\">\u00a0</div>se han<div class=\"d0 w300\">\u00a0</div>contra\u00eddo obligaciones </div><div class=\"po0 fs14 cl2 l3212 t5091\" id=\"a21822\">en<div class=\"d0 w229\">\u00a0</div>materia<div class=\"d0 w486\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>pensiones,<div class=\"d0 w344\">\u00a0</div>respecto<div class=\"d0 w296\">\u00a0</div>al<div class=\"d0 w419\">\u00a0</div>Consejo<div class=\"d0 w296\">\u00a0</div>de<div class=\"d0 w167\">\u00a0</div>Administraci\u00f3n,<div class=\"d0 w296\">\u00a0</div>durante<div class=\"d0 w8\">\u00a0</div>el<div class=\"d0 w223\">\u00a0</div>ejercicio </div><div class=\"po0 fs14 cl2 l3212 t5092\" id=\"a21823\">2023. </div><div class=\"po0 fs26 cl2 l473 t5093\" id=\"a21826\">Informaci\u00f3n en relaci\u00f3n con situaciones de conflicto de inter\u00e9s por parte<div class=\"d0 w126\">\u00a0</div>de los Administradores- </div><div class=\"po0 fs14 cl2 l473 t5094\" id=\"a21830\">A los<div class=\"d0 w18\">\u00a0</div>efectos del art\u00edculo<div class=\"d0 w24\">\u00a0</div>229 de la<div class=\"d0 w129\">\u00a0</div>Ley de Sociedades<div class=\"d0 w49\">\u00a0</div>de Capital se<div class=\"d0 w19\">\u00a0</div>hace constar que,<div class=\"d0 w27\">\u00a0</div>al cierre </div><div class=\"po0 fs14 cl2 l473 t5095\" id=\"a21831\">del<div class=\"d0 w467\">\u00a0</div>ejercicio<div class=\"d0 w612\">\u00a0</div>2024,<div class=\"d0 w398\">\u00a0</div>al<div class=\"d0 w379\">\u00a0</div>Consejo<div class=\"d0 w439\">\u00a0</div>de<div class=\"d0 w440\">\u00a0</div>Administraci\u00f3n<div class=\"d0 w378\">\u00a0</div>no<div class=\"d0 w504\">\u00a0</div>se<div class=\"d0 w467\">\u00a0</div>le<div class=\"d0 w25\">\u00a0</div>han<div class=\"d0 w467\">\u00a0</div>comunicado<div class=\"d0 w470\">\u00a0</div>situaciones<div class=\"d0 w447\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l473 t5096\" id=\"a21833\">conflicto, directo<div class=\"d0 w38\">\u00a0</div>o indirecto,<div class=\"d0 w110\">\u00a0</div>que los<div class=\"d0 w295\">\u00a0</div>consejeros o las<div class=\"d0 w223\">\u00a0</div>personas vinculadas a<div class=\"d0 w421\">\u00a0</div>ellos (de<div class=\"d0 w59\">\u00a0</div>acuerdo </div><div class=\"po0 fs14 cl2 l473 t5097\" id=\"a21834\">con el art\u00edculo 231 de la citada Ley) pudieran tener con el inter\u00e9s de la Sociedad. </div></div></div><div class=\"po1 w198 h356 lh0\" id=\"TextBlockContainer3175\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"w89 po0 h12 l3211 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3211 t2417 bgc0\">\u00a0</div>\n<div class=\"w1455 po0 h12 l3220 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3221 t2417 bgc0\">\u00a0</div>\n<div class=\"w1195 po0 h12 l3222 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3223 t2417 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l3224 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3225 t2417 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l963 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3226 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3226 t2417 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h199 l3211 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h199 l3221 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h199 l3223 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h199 l3225 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h199 l3226 t2418 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3211 t5098 bgc0\">\u00a0</div>\n<div class=\"w1455 po0 h12 l3220 t5098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3221 t5098 bgc0\">\u00a0</div>\n<div class=\"w1195 po0 h12 l3222 t5098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3223 t5098 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l3224 t5098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3225 t5098 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l963 t5098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3226 t5098 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l3211 t1753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l3221 t1753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l3223 t1753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l3225 t1753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h127 l3226 t1753 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3211 t671 bgc0\">\u00a0</div>\n<div class=\"w1455 po0 h12 l3220 t671 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3221 t671 bgc0\">\u00a0</div>\n<div class=\"w1195 po0 h12 l3222 t671 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3223 t671 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l3224 t671 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3225 t671 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l963 t671 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3226 t671 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h355 l3211 t5099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3211 t5100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3211 t5100 bgc0\">\u00a0</div>\n<div class=\"w1455 po0 h12 l3220 t5100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h355 l3221 t5099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3221 t5100 bgc0\">\u00a0</div>\n<div class=\"w1195 po0 h12 l3222 t5100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h355 l3223 t5099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3223 t5100 bgc0\">\u00a0</div>\n<div class=\"w1236 po0 h12 l3224 t5100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h355 l3225 t5099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3225 t5100 bgc0\">\u00a0</div>\n<div class=\"w1045 po0 h12 l963 t5100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h355 l3226 t5099 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3226 t5100 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3226 t5100 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer3175\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a21846\">No obstante lo anterior, el Consejo de Administraci\u00f3n ha sido informado por los consejeros de </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a21847\">las<div class=\"d0 w551\">\u00a0</div>siguientes<div class=\"d0 w262\">\u00a0</div>actividades<div class=\"d0 w552\">\u00a0</div>que<div class=\"d0 w415\">\u00a0</div>desarrollan<div class=\"d0 w202\">\u00a0</div>ellos<div class=\"d0 w509\">\u00a0</div>mismos<div class=\"d0 w438\">\u00a0</div>o<div class=\"d0 w209\">\u00a0</div>determinadas<div class=\"d0 w438\">\u00a0</div>personas<div class=\"d0 w438\">\u00a0</div>a<div class=\"d0 w206\">\u00a0</div>ellos </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a21848\">vinculadas, en sociedades con el mismo, an\u00e1logo<div class=\"d0 w532\">\u00a0</div>o complementario g\u00e9nero de actividad al<div class=\"d0 w515\">\u00a0</div>que </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a21851\">constituye el objeto social de la Compa\u00f1\u00eda o de las sociedades de su Grupo: </div><div class=\"po0 fs39 cl2 l3227 t5101\" id=\"a21854\">Consejero </div><div class=\"po0 fs39 cl2 l3228 t5101\" id=\"a21856\">Actividad </div><div class=\"po0 fs39 cl2 l3229 t5101\" id=\"a21858\">Persona vinculada </div><div class=\"po0 fs39 cl2 l3229 t5102\" id=\"a21859\">al Consejero </div><div class=\"po0 fs39 cl2 l757 t5101\" id=\"a21861\">Actividad </div><div class=\"po0 fs39 cl2 l3227 t5103\" id=\"a21863\">Joseph Oughourlian </div><div class=\"po0 fs42 cl2 l3228 t5104\" id=\"a21865\">Ver nota (*) </div><div class=\"po0 fs38 cl2 l3230 t3104\" id=\"a21868\">--- </div><div class=\"po0 fs38 cl2 l594 t3104\" id=\"a21870\">--- </div><div class=\"po0 fs39 cl2 l3227 t5105\" id=\"a21872\">Javier Santiso Guimaras </div><div class=\"po0 fs38 cl2 l3228 t3379\" id=\"a21874\">CEO y General Partner<div class=\"d0 w949\">\u00a0</div>de Mundi Ventures,<div class=\"d0 w43\">\u00a0</div>firma </div><div class=\"po0 fs38 cl2 l3228 t5106\" id=\"a21877\">de<div class=\"d0 w253\">\u00a0</div>Venture<div class=\"d0 w679\">\u00a0</div>Capital,<div class=\"d0 w1456\">\u00a0</div>enfocada<div class=\"d0 w600\">\u00a0</div>en<div class=\"d0 w156\">\u00a0</div>empresas </div><div class=\"po0 fs38 cl2 l3228 t2401\" id=\"a21878\">tecnol\u00f3gicas. </div><div class=\"po0 fs42 cl2 l3228 t5107\" id=\"a21880\">Ver nota (**) </div><div class=\"po0 fs38 cl2 l3230 t3379\" id=\"a21882\">--- </div><div class=\"po0 fs38 cl2 l594 t3379\" id=\"a21884\">--- </div><div class=\"po0 fs32 cl2 l340 t5108\" id=\"a21887\">(*) D. Joseph Oughourlian controla Amber Capital, sus asociadas y filiales (en conjunto \"Amber Capital\"),<div class=\"d0 w390\">\u00a0</div>quienes </div><div class=\"po0 fs32 cl2 l340 t5109\" id=\"a21889\">act\u00faan como<div class=\"d0 w1089\">\u00a0</div>directores de<div class=\"d0 w747\">\u00a0</div>inversiones,<div class=\"d0 w1089\">\u00a0</div>socios, gestores<div class=\"d0 w698\">\u00a0</div>y directivos<div class=\"d0 w490\">\u00a0</div>de fondos,<div class=\"d0 w14\">\u00a0</div>cuentas y<div class=\"d0 w560\">\u00a0</div>otros veh\u00edculos<div class=\"d0 w89\">\u00a0</div>de inversi\u00f3n </div><div class=\"po0 fs32 cl2 l340 t5110\" id=\"a21890\">(en conjunto,<div class=\"d0 w490\">\u00a0</div>los \"Fondos<div class=\"d0 w1457\">\u00a0</div>Amber \")<div class=\"d0 w96\">\u00a0</div>que invierten<div class=\"d0 w698\">\u00a0</div>en empresas<div class=\"d0 w1334\">\u00a0</div>cotizadas y<div class=\"d0 w756\">\u00a0</div>no cotizadas<div class=\"d0 w1338\">\u00a0</div>en Europa,<div class=\"d0 w1458\">\u00a0</div>Am\u00e9rica del<div class=\"d0 w1194\">\u00a0</div>Norte </div><div class=\"po0 fs32 cl2 l340 t5111\" id=\"a21892\">y<div class=\"d0 w536\">\u00a0</div>Am\u00e9rica<div class=\"d0 w166\">\u00a0</div>Latina,<div class=\"d0 w633\">\u00a0</div>lo<div class=\"d0 w448\">\u00a0</div>que<div class=\"d0 w378\">\u00a0</div>incluye<div class=\"d0 w5\">\u00a0</div>actividades<div class=\"d0 w161\">\u00a0</div>de<div class=\"d0 w25\">\u00a0</div>trading<div class=\"d0 w284\">\u00a0</div>de<div class=\"d0 w25\">\u00a0</div>entidades<div class=\"d0 w226\">\u00a0</div>con<div class=\"d0 w612\">\u00a0</div>actividades<div class=\"d0 w233\">\u00a0</div>iguales,<div class=\"d0 w285\">\u00a0</div>an\u00e1logas<div class=\"d0 w289\">\u00a0</div>o </div><div class=\"po0 fs32 cl2 l340 t3182\" id=\"a21893\">complementarias a las del<div class=\"d0 w967\">\u00a0</div>objeto social de<div class=\"d0 w1075\">\u00a0</div>Prisa. El Sr.<div class=\"d0 w41\">\u00a0</div>Oughourlian tambi\u00e9n act\u00faa como socio<div class=\"d0 w52\">\u00a0</div>director de Amber </div><div class=\"po0 fs32 cl2 l340 t5112\" id=\"a21895\">Capital y como gestor de<div class=\"d0 w696\">\u00a0</div>cartera de diversos<div class=\"d0 w385\">\u00a0</div>fondos de Amber. </div><div class=\"po0 fs32 cl2 l340 t5113\" id=\"a21898\">(**)<div class=\"d0 w859\">\u00a0</div>Mundi<div class=\"d0 w315\">\u00a0</div>Ventures<div class=\"d0 w216\">\u00a0</div>tiene<div class=\"d0 w670\">\u00a0</div>inversiones<div class=\"d0 w604\">\u00a0</div>en<div class=\"d0 w861\">\u00a0</div>70<div class=\"d0 w863\">\u00a0</div>empresas<div class=\"d0 w457\">\u00a0</div>tecnol\u00f3gicas,<div class=\"d0 w710\">\u00a0</div>las<div class=\"d0 w766\">\u00a0</div>cuales<div class=\"d0 w1459\">\u00a0</div>figuran<div class=\"d0 w666\">\u00a0</div>en<div class=\"d0 w861\">\u00a0</div>la<div class=\"d0 w456\">\u00a0</div>web </div><div class=\"po0 fs32 cl2 l340 t5114\" id=\"a21901\">www.mundiventures.com </div><div class=\"po0 fs14 cl2 l340 t5115\" id=\"a21904\">No<div class=\"d0 w5\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>incluyen<div class=\"d0 w164\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>esta<div class=\"d0 w175\">\u00a0</div>relaci\u00f3n<div class=\"d0 w232\">\u00a0</div>las<div class=\"d0 w475\">\u00a0</div>sociedades<div class=\"d0 w518\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>Grupo<div class=\"d0 w290\">\u00a0</div>PRISA.<div class=\"d0 w281\">\u00a0</div>Como<div class=\"d0 w173\">\u00a0</div>ya<div class=\"d0 w288\">\u00a0</div>se<div class=\"d0 w3\">\u00a0</div>indica<div class=\"d0 w238\">\u00a0</div>en<div class=\"d0 w281\">\u00a0</div>el </div><div class=\"po0 fs14 cl2 l340 t5116\" id=\"a21907\">Informe<div class=\"d0 w278\">\u00a0</div>Anual<div class=\"d0 w684\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>Gobierno<div class=\"d0 w617\">\u00a0</div>Corporativo<div class=\"d0 w496\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>la<div class=\"d0 w379\">\u00a0</div>Compa\u00f1\u00eda,<div class=\"d0 w506\">\u00a0</div>a<div class=\"d0 w275\">\u00a0</div>31<div class=\"d0 w275\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>diciembre<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w536\">\u00a0</div>2024<div class=\"d0 w276\">\u00a0</div>los </div><div class=\"po0 fs14 cl2 l340 t5117\" id=\"a21908\">consejeros D\u00aa Pilar Gil,<div class=\"d0 w17\">\u00a0</div>D. Francisco Cuadrado, D. Carlos<div class=\"d0 w49\">\u00a0</div>Nu\u00f1ez, D. Manuel Polanco Moreno, </div><div class=\"po0 fs14 cl2 l340 t5118\" id=\"a21909\">D\u00aa<div class=\"d0 w864\">\u00a0</div>Teresa<div class=\"d0 w452\">\u00a0</div>Quir\u00f3s<div class=\"d0 w522\">\u00a0</div>y<div class=\"d0 w177\">\u00a0</div>D\u00aa<div class=\"d0 w760\">\u00a0</div>Maria<div class=\"d0 w522\">\u00a0</div>Jos\u00e9<div class=\"d0 w571\">\u00a0</div>Mar\u00edn<div class=\"d0 w572\">\u00a0</div>Rey<div class=\"d0 w579\">\u00a0</div>Stolle,<div class=\"d0 w1085\">\u00a0</div>formaban<div class=\"d0 w308\">\u00a0</div>parte<div class=\"d0 w1454\">\u00a0</div>del<div class=\"d0 w181\">\u00a0</div>\u00f3rgano<div class=\"d0 w1460\">\u00a0</div>de </div><div class=\"po0 fs14 cl2 l340 t5119\" id=\"a21911\">administraci\u00f3n<div class=\"d0 w249\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>algunas<div class=\"d0 w230\">\u00a0</div>sociedades<div class=\"d0 w160\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>Grupo<div class=\"d0 w232\">\u00a0</div>PRISA<div class=\"d0 w292\">\u00a0</div>o<div class=\"d0 w287\">\u00a0</div>participadas<div class=\"d0 w334\">\u00a0</div>indirectamente<div class=\"d0 w245\">\u00a0</div>por </div><div class=\"po0 fs14 cl2 l341 t5120\" id=\"a21915\">PRISA.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfRelatedPartyExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
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bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1914 t5147 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3236 t5147 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3238 t5147 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3240 t5147 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t5148 bgc0\">\u00a0</div>\n<div class=\"w1282 po0 h12 l1915 t5148 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3236 t5148 bgc0\">\u00a0</div>\n<div class=\"w1126 po0 h12 l3237 t5148 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3238 t5148 bgc0\">\u00a0</div>\n<div class=\"w1362 po0 h12 l3239 t5148 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3240 t5148 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1914 t5149 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3236 t5149 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3238 t5149 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3240 t5149 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t4540 bgc0\">\u00a0</div>\n<div class=\"w1282 po0 h12 l1915 t4540 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3236 t4540 bgc0\">\u00a0</div>\n<div class=\"w1126 po0 h12 l3237 t4540 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3238 t4540 bgc0\">\u00a0</div>\n<div class=\"w1362 po0 h12 l3239 t4540 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3240 t4540 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1914 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3236 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3240 t396 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t4343 bgc0\">\u00a0</div>\n<div class=\"w1282 po0 h12 l1915 t4343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3236 t4343 bgc0\">\u00a0</div>\n<div class=\"w1126 po0 h12 l3237 t4343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3238 t4343 bgc0\">\u00a0</div>\n<div class=\"w1362 po0 h12 l3239 t4343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3240 t4343 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l1914 t5150 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3236 t5150 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3238 t5150 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h83 l3240 t5150 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t1830 bgc0\">\u00a0</div>\n<div class=\"w1282 po0 h12 l1915 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3236 t1830 bgc0\">\u00a0</div>\n<div class=\"w1126 po0 h12 l3237 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3238 t1830 bgc0\">\u00a0</div>\n<div class=\"w1362 po0 h12 l3239 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3240 t1830 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h128 l1914 t5151 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t5152 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l1914 t5152 bgc0\">\u00a0</div>\n<div class=\"w1282 po0 h12 l1915 t5152 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h128 l3236 t5151 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3236 t5152 bgc0\">\u00a0</div>\n<div class=\"w1126 po0 h12 l3237 t5152 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h128 l3238 t5151 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3238 t5152 bgc0\">\u00a0</div>\n<div class=\"w1362 po0 h12 l3239 t5152 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h128 l3240 t5151 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3240 t5152 bgc0\">\u00a0</div>\n<div class=\"w89 po0 h12 l3240 t5152 bgc0\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer3195\"><div class=\"po0 fs26 cl2 l340 t756\" id=\"a22022\">Aplazamientos de pagos efectuados a proveedores- </div><div class=\"po0 fs14 cl2 l340 t1288\" id=\"a22027\">A continuaci\u00f3n,<div class=\"d0 w19\">\u00a0</div>se detalla<div class=\"d0 w366\">\u00a0</div>la informaci\u00f3n<div class=\"d0 w17\">\u00a0</div>requerida por<div class=\"d0 w39\">\u00a0</div>la Disposici\u00f3n<div class=\"d0 w19\">\u00a0</div>adicional tercera<div class=\"d0 w21\">\u00a0</div>de la </div><div class=\"po0 fs14 cl2 l340 t1302\" id=\"a22028\">Ley<div class=\"d0 w168\">\u00a0</div>15/2010,<div class=\"d0 w174\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>5<div class=\"d0 w291\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>julio<div class=\"d0 w174\">\u00a0</div>(modificada<div class=\"d0 w367\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>trav\u00e9s<div class=\"d0 w517\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>disposici\u00f3n<div class=\"d0 w389\">\u00a0</div>final<div class=\"d0 w237\">\u00a0</div>segunda<div class=\"d0 w282\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>Ley </div><div class=\"po0 fs14 cl2 l340 t3327\" id=\"a22029\">31/2014,<div class=\"d0 w419\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>3<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>diciembre)<div class=\"d0 w9\">\u00a0</div>y<div class=\"d0 w420\">\u00a0</div>la<div class=\"d0 w419\">\u00a0</div>ley<div class=\"d0 w31\">\u00a0</div>18/2022<div class=\"d0 w32\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>28<div class=\"d0 w31\">\u00a0</div>de<div class=\"d0 w30\">\u00a0</div>septiembre<div class=\"d0 w48\">\u00a0</div>preparada<div class=\"d0 w171\">\u00a0</div>conforme<div class=\"d0 w129\">\u00a0</div>a<div class=\"d0 w31\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t3328\" id=\"a22032\">resoluci\u00f3n<div class=\"d0 w249\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>ICAC<div class=\"d0 w226\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>29<div class=\"d0 w119\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>enero<div class=\"d0 w287\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>2016,<div class=\"d0 w226\">\u00a0</div>en<div class=\"d0 w477\">\u00a0</div>relaci\u00f3n<div class=\"d0 w232\">\u00a0</div>con<div class=\"d0 w477\">\u00a0</div>el<div class=\"d0 w235\">\u00a0</div>periodo<div class=\"d0 w161\">\u00a0</div>medio<div class=\"d0 w334\">\u00a0</div>de<div class=\"d0 w287\">\u00a0</div>pago<div class=\"d0 w5\">\u00a0</div>a </div><div class=\"po0 fs14 cl2 l340 t1352\" id=\"a22035\">proveedores en operaciones comerciales de sociedades espa\u00f1olas: </div><div class=\"po0 fs32 cl2 l2987 t5153\" id=\"a22039\">31.12.2024 </div><div class=\"po0 fs32 cl2 l3244 t5153\" id=\"a22041\">31.12.2023 </div><div class=\"po0 fs15 cl2 l1064 t5154\" id=\"a22043\">D\u00edas </div><div class=\"po0 fs15 cl2 l1367 t5155\" id=\"a22045\">Periodo medio de pago<div class=\"d0 w616\">\u00a0</div>a proveedores </div><div class=\"po0 fs15 cl2 l1341 t5155\" id=\"a22047\">68 </div><div class=\"po0 fs15 cl2 l1020 t5155\" id=\"a22049\">71 </div><div class=\"po0 fs32 cl2 l1367 t5156\" id=\"a22051\">Ratio de operaciones<div class=\"d0 w725\">\u00a0</div>pagadas </div><div class=\"po0 fs32 cl2 l1341 t5156\" id=\"a22053\">71 </div><div class=\"po0 fs32 cl2 l1020 t5156\" id=\"a22055\">72 </div><div class=\"po0 fs32 cl2 l1367 t5157\" id=\"a22057\">Ratio de operaciones<div class=\"d0 w725\">\u00a0</div>pendientes de pago </div><div class=\"po0 fs32 cl2 l1341 t5157\" id=\"a22059\">46 </div><div class=\"po0 fs32 cl2 l1020 t5157\" id=\"a22061\">60 </div><div class=\"po0 fs15 cl2 l2747 t5158\" id=\"a22064\">% </div><div class=\"po0 fs32 cl2 l1367 t5159\" id=\"a22066\">Ratio de operaciones<div class=\"d0 w725\">\u00a0</div>pagadas en un plazo<div class=\"d0 w631\">\u00a0</div>inferior a 60 d\u00edas </div><div class=\"po0 fs32 cl2 l2244 t5159\" id=\"a22068\">46% </div><div class=\"po0 fs32 cl2 l3245 t5159\" id=\"a22070\">42% </div><div class=\"po0 fs32 cl2 l1367 t5160\" id=\"a22072\">Ratio de facturas pagadas<div class=\"d0 w747\">\u00a0</div>en un plazo inferior<div class=\"d0 w696\">\u00a0</div>a 60 d\u00edas </div><div class=\"po0 fs32 cl2 l2244 t5160\" id=\"a22074\">69% </div><div class=\"po0 fs32 cl2 l3245 t5160\" id=\"a22076\">64% </div><div class=\"po0 fs40 cl2 l1367 t5161\" id=\"a22078\"><div class=\"d0 w907\">\u00a0</div></div><div class=\"po0 fs15 cl2 l3246 t5162\" id=\"a22080\">Importe (miles de euros) </div><div class=\"po0 fs32 cl2 l1367 t5163\" id=\"a22082\">Total pagos realizados </div><div class=\"po0 fs32 cl2 l1248 t5163\" id=\"a22084\">211.399 </div><div class=\"po0 fs32 cl2 l1683 t5163\" id=\"a22086\">228.513 </div><div class=\"po0 fs32 cl2 l1367 t5164\" id=\"a22088\">Total pagos realizados<div class=\"d0 w386\">\u00a0</div>en un plazo inferior<div class=\"d0 w473\">\u00a0</div>a 60 d\u00edas </div><div class=\"po0 fs32 cl2 l2427 t5164\" id=\"a22091\">96.419 </div><div class=\"po0 fs32 cl2 l3247 t5164\" id=\"a22093\">96.383 </div><div class=\"po0 fs32 cl2 l1367 t5165\" id=\"a22095\">Total pagos pendientes </div><div class=\"po0 fs32 cl2 l2427 t5165\" id=\"a22097\">30.702 </div><div class=\"po0 fs32 cl2 l3247 t5165\" id=\"a22099\">26.262 </div><div class=\"po0 fs15 cl2 l707 t5166\" id=\"a22102\">N\u00famero<div class=\"d0 w1466\">\u00a0</div></div><div class=\"po0 fs32 cl2 l1367 t5167\" id=\"a22104\">N\u00famero total de facturas<div class=\"d0 w713\">\u00a0</div>pagadas </div><div class=\"po0 fs32 cl2 l1248 t5167\" id=\"a22106\">100.623 </div><div class=\"po0 fs32 cl2 l3247 t5167\" id=\"a22108\">88.579 </div><div class=\"po0 fs32 cl2 l1367 t5168\" id=\"a22110\">N\u00famero total de facturas<div class=\"d0 w713\">\u00a0</div>pagadas en un plazo<div class=\"d0 w631\">\u00a0</div>inferior a 60 </div><div class=\"po0 fs32 cl2 l1367 t5169\" id=\"a22111\">d\u00edas </div><div class=\"po0 fs32 cl2 l2427 t5170\" id=\"a22113\">69.363 </div><div class=\"po0 fs32 cl2 l3247 t5170\" id=\"a22115\">56.756 </div><div class=\"po0 fs14 cl2 l340 t5171\" id=\"a22119\">Para<div class=\"d0 w228\">\u00a0</div>el c\u00e1lculo<div class=\"d0 w162\">\u00a0</div>del per\u00edodo<div class=\"d0 w222\">\u00a0</div>medio<div class=\"d0 w50\">\u00a0</div>de pago<div class=\"d0 w4\">\u00a0</div>a proveedores<div class=\"d0 w222\">\u00a0</div>se han<div class=\"d0 w377\">\u00a0</div>tenido en<div class=\"d0 w168\">\u00a0</div>cuenta los<div class=\"d0 w482\">\u00a0</div>pagos </div><div class=\"po0 fs14 cl2 l340 t5172\" id=\"a22121\">realizados en<div class=\"d0 w113\">\u00a0</div>cada ejercicio<div class=\"d0 w614\">\u00a0</div>por operaciones<div class=\"d0 w424\">\u00a0</div>comerciales correspondientes<div class=\"d0 w753\">\u00a0</div>a la<div class=\"d0 w620\">\u00a0</div>entrega de<div class=\"d0 w472\">\u00a0</div>bienes </div></div></div><div class=\"po1 w198 h258 lh0\" id=\"TextBlockContainer3198\"><img alt=\"doc2p9i1\" class=\"po0 l349 t812 w133 h52 \" 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\"/>\n<div class=\"w134 po0 h53 l350 t813 bgc4\">\u00a0</div>\n<div class=\"po1 w198 z0\" id=\"TextContainer3198\"><div class=\"po0 fs14 cl2 l340 t756\" id=\"a22131\">o prestaciones de servicios, as\u00ed como los importes<div class=\"d0 w557\">\u00a0</div>por estas operaciones pendientes de liquidar </div><div class=\"po0 fs14 cl2 l340 t816\" id=\"a22132\">al cierre de cada ejercicio que se<div class=\"d0 w295\">\u00a0</div>incluyen en el ep\u00edgrafe de \u201c</div><div class=\"po0 fs26 cl2 l1821 t815\" id=\"a22133\">Acreedores comerciales</div><div class=\"po0 fs14 cl2 l1904 t816\" id=\"a22134\">\u201d del balance </div><div class=\"po0 fs14 cl2 l340 t902\" id=\"a22135\">de situaci\u00f3n consolidado adjunto, referidos \u00fanicamente a<div class=\"d0 w63\">\u00a0</div>las entidades espa\u00f1olas incluidas en </div><div class=\"po0 fs14 cl2 l340 t817\" id=\"a22136\">el conjunto consolidable. </div><div class=\"po0 fs14 cl2 l340 t819\" id=\"a22139\">Se entiende por \u201c</div><div class=\"po0 fs26 cl2 l3248 t3536\" id=\"a22140\">Periodo medio de pago<div class=\"d0 w556\">\u00a0</div>a proveedores</div><div class=\"po0 fs14 cl2 l3249 t819\" id=\"a22141\">\u201d el plazo que transcurre desde<div class=\"d0 w353\">\u00a0</div>la entrega de </div><div class=\"po0 fs14 cl2 l340 t820\" id=\"a22142\">los<div class=\"d0 w276\">\u00a0</div>bienes<div class=\"d0 w160\">\u00a0</div>o<div class=\"d0 w170\">\u00a0</div>la<div class=\"d0 w162\">\u00a0</div>prestaci\u00f3n<div class=\"d0 w468\">\u00a0</div>de<div class=\"d0 w271\">\u00a0</div>los<div class=\"d0 w119\">\u00a0</div>servicios<div class=\"d0 w339\">\u00a0</div>a<div class=\"d0 w291\">\u00a0</div>cargo<div class=\"d0 w380\">\u00a0</div>del<div class=\"d0 w3\">\u00a0</div>proveedor<div class=\"d0 w162\">\u00a0</div>y<div class=\"d0 w4\">\u00a0</div>el<div class=\"d0 w222\">\u00a0</div>pago<div class=\"d0 w5\">\u00a0</div>material<div class=\"d0 w4\">\u00a0</div>de<div class=\"d0 w170\">\u00a0</div>la </div><div class=\"po0 fs14 cl2 l340 t821\" id=\"a22143\">operaci\u00f3n. </div><div class=\"po0 fs14 cl2 l340 t823\" id=\"a22146\">El plazo m\u00e1ximo<div class=\"d0 w333\">\u00a0</div>legal de pago<div class=\"d0 w361\">\u00a0</div>aplicable en los ejercicios<div class=\"d0 w27\">\u00a0</div>2024 y<div class=\"d0 w33\">\u00a0</div>2023 seg\u00fan la<div class=\"d0 w31\">\u00a0</div>Ley 3/2004, de </div><div class=\"po0 fs14 cl2 l340 t824\" id=\"a22147\">29 de<div class=\"d0 w395\">\u00a0</div>diciembre, y<div class=\"d0 w24\">\u00a0</div>su modificaci\u00f3n por<div class=\"d0 w234\">\u00a0</div>la Ley<div class=\"d0 w231\">\u00a0</div>15/2010, de<div class=\"d0 w63\">\u00a0</div>5 de julio,<div class=\"d0 w8\">\u00a0</div>por la<div class=\"d0 w22\">\u00a0</div>que se<div class=\"d0 w48\">\u00a0</div>establecen </div><div class=\"po0 fs14 cl2 l340 t825\" id=\"a22153\">medidas de lucha<div class=\"d0 w342\">\u00a0</div>contra la<div class=\"d0 w498\">\u00a0</div>morosidad en las<div class=\"d0 w354\">\u00a0</div>operaciones comerciales,<div class=\"d0 w634\">\u00a0</div>es de 60<div class=\"d0 w516\">\u00a0</div>d\u00edas por defecto. </div><div class=\"po0 fs14 cl2 l340 t826\" id=\"a22157\">El per\u00edodo medio de pago a<div class=\"d0 w33\">\u00a0</div>proveedores del Grupo excede el plazo m\u00e1ximo<div class=\"d0 w9\">\u00a0</div>legal establecido, </div><div class=\"po0 fs14 cl2 l340 t903\" id=\"a22158\">en parte, por acuerdos alcanzados<div class=\"d0 w422\">\u00a0</div>con proveedores para el<div class=\"d0 w341\">\u00a0</div>aplazamiento e instrumentaci\u00f3n,<div class=\"d0 w532\">\u00a0</div>en </div><div class=\"po0 fs14 cl2 l340 t1056\" id=\"a22159\">su caso, de pagos. </div><div class=\"po0 fs14 cl2 l340 t1059\" id=\"a22162\">En el ejercicio 2024 el periodo<div class=\"d0 w47\">\u00a0</div>medio de pago a proveedores se ha reducido<div class=\"d0 w26\">\u00a0</div>en 3 d\u00edas gracias a </div><div class=\"po0 fs14 cl2 l340 t1061\" id=\"a22166\">las medidas adoptadas por el Grupo. A pesar de ello, dicho periodo supera<div class=\"d0 w951\">\u00a0</div>los 60 d\u00edas debido, </div><div class=\"po0 fs14 cl2 l340 t1124\" id=\"a22174\">principalmente, a los acuerdos alcanzados con proveedores tecnol\u00f3gicos y con las emisoras de </div><div class=\"po0 fs14 cl2 l340 t1062\" id=\"a22175\">radio asociadas, para extender el vencimiento de facturas.<div class=\"d0 w282\">\u00a0</div></div><div class=\"po0 fs14 cl2 l340 t1125\" id=\"a22179\">Durante<div class=\"d0 w264\">\u00a0</div>el pr\u00f3ximo<div class=\"d0 w163\">\u00a0</div>ejercicio, los<div class=\"d0 w282\">\u00a0</div>Administradores seguir\u00e1n<div class=\"d0 w281\">\u00a0</div>tomando las<div class=\"d0 w285\">\u00a0</div>medidas<div class=\"d0 w23\">\u00a0</div>oportunas </div><div class=\"po0 fs14 cl2 l340 t1064\" id=\"a22185\">para reducir, en la medida de lo posible, el per\u00edodo medio de pago a proveedores a<div class=\"d0 w47\">\u00a0</div>los niveles </div><div class=\"po0 fs14 cl2 l340 t1065\" id=\"a22186\">permitidos<div class=\"d0 w188\">\u00a0</div>por<div class=\"d0 w188\">\u00a0</div>la<div class=\"d0 w189\">\u00a0</div>Ley,<div class=\"d0 w508\">\u00a0</div>salvo<div class=\"d0 w187\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>aquellos<div class=\"d0 w151\">\u00a0</div>casos<div class=\"d0 w415\">\u00a0</div>en<div class=\"d0 w211\">\u00a0</div>que<div class=\"d0 w197\">\u00a0</div>existan<div class=\"d0 w565\">\u00a0</div>acuerdos<div class=\"d0 w513\">\u00a0</div>espec\u00edficos<div class=\"d0 w68\">\u00a0</div>con </div><div class=\"po0 fs14 cl2 l341 t5174\" id=\"a22187\">proveedores que fijen un plazo mayor.</div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfTradeAndOtherPayablesExplanatory",
    "language": "es",
    "entity": "scheme:959800U3NGPXSCQHQW54",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  }
 }
}